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INTERNATIONAL BURCH UNIVERSITY
FACULTY OF ENGINEERING AND NATURAL SCIENCES
DEPARTMENT OF ELECTRICAL AND ELECTRONICS ENGINEERING
FIRST CYCLE STUDY PROGRAM SPECIFICATION
SARAJEVO
June 2021
2
TABLE OF CONTENTS
1. PROGRAM DESCRIPTION ......................................................................................................................... 3
1.1 General ..................................................................................................................................................... 3
1.2 Vision ....................................................................................................................................................... 3
1.3 Mission .................................................................................................................................................... 3
1.4 Program .................................................................................................................................................... 3
1.5 Internships ................................................................................................................................................ 4
1.6 Learning and Teaching ............................................................................................................................ 4
1.7 Teaching/learning methods and strategies ............................................................................................... 5
1.8 Assessment Protocols .............................................................................................................................. 5 1.8.1 Assessment ...................................................................................................................................... 5
1.9 Transferable skills .................................................................................................................................... 6
1.10 Skills and other attributes ...................................................................................................................... 6
1.11 Methods for Evaluating and Improving the Quality and Standards of Teaching and Learning ............ 6
1.12 Criteria for Admission ........................................................................................................................... 6
1.13 Job Opportunities ................................................................................................................................... 7
2. CURRICULUM OF DEPARTMENT OF ELECTRICAL AND ELECTRONICS ENGINEERING ......... 8
3
1. PROGRAM DESCRIPTION
1.1 General
Electrical and Electronics Engineering is the most important division of almost all of the science and
engineering applications. Because of its role in the improvement of civilization, this discipline became a
separate engineering profession. In today’s age of electronics, Electrical and Electronics Engineering is one
of the main branches of engineering that contribute through professional services towards more prosperous
and sustainable society.
1.2 Vision
Always to be a preferential department which is dynamic, interdisciplinary, ethic, enterprising, engrossing,
open to original concepts, environmentalist, active in social points, respectful to human dignity, high quality
in science and modern.
1.3 Mission
The mission of the Department of Electrical and Electronics Engineering is to educate the students to gain an
understanding of the fundamentals of science and engineering so that they can develop solutions to Electrical
and Electronics Engineering problems and enhance their skills on design methods of electrical or electronic
devices, microchips, computer hardware, robots, signal and image processing instruments, microwave,
communication, control, medical electronics, electric machines, power generation and transmission systems,
power equipment, dielectrics and insulation systems. It is aimed to especially emphasize teamwork,
independent and innovative thinking, leadership qualities and to educate high qualified engineers for this
purpose. In particular, Electrical and Electronics Engineering Program aims to:
• Train the students to have theoretical background in basic sciences and engineering and to be
equipped with necessary technical skills,
• Develop students' competency in reading, writing and oral communication,
• Provide practical experience which will enable students to utilize and enhance their engineering
knowledge,
• Promote students' self-discipline and self-assurance and the ability to learn on their own,
• Encourage team work, collaboration and development of interpersonal skills,
• Motivate the students towards contributing to the progress of science and technology,
• Teach the importance of ethical behavior in social and professional life,
• Produce graduates for the engineering and the business communities who are observant, inquisitive
and open to new technologies for developing better solutions,
• Produce graduates for the engineering and business communities with integrity, determination,
judgment, motivation, ability and education to assume a leadership role to meet the demanding
challenges of the society.
1.4 Program
Electrical and Electronics engineering involves in a wide variety of technology ranging from huge global
positioning systems which can pinpoint the location of a moving vehicle to gigantic electrical power
generators. Electrical and electronics engineers are responsible for synthesis of science, technology and
designing developing, testing as well supervising the production of electrical and electronic equipment and
machinery. Also developments as consumer products, electronic components, microchips, computers,
robots, electrical machines, power generating, controlling, and transmission devices used by electric utilities;
lighting, and wiring in buildings, as well as artificial intelligence, signal processing, microwave, and
telecommunication equipment. Considering the rapid developments in information technology, for example,
many opportunities and challenges have been created for the electrical and electronics engineer. In addition,
4
other electrical/electronic products have proliferated incredibly in recent years. Hence, electrical and
electronics engineering has gained an increasing importance and become more popular. It is also a field
responsible for a wide range of technologies where new developments are frequent and competition is
considerable.
The Electrical and Electronics Engineering Department offers a three years Bachelor Degree and two years
Masters Degree Program. The first year of the program is dedicated to the study of basic sciences and
mathematics which provide the student with engineering fundamentals. Program is designed firstly to
provide students with hands-on laboratory practice using state-of-the art equipment. In addition, since the
ability to design is an important part of electrical and electronics engineering, students are presented with
challenging design problems in several courses. The senior design project course also gives students an
opportunity to take on a large challenging project similar to the ones they will have once they are
employed. The Curriculum of the program includes elective courses, which give an opportunity to students
to improve their professional skills according to their interests. Some of them are nontechnical and free
elective courses, the remaining are technical electives. The requirements for a Diploma in Electrical and
Electronics Engineering include the completion of minimum of 180 ECTS credits of formal course work and
60 days of approved practical training. The students who completed the bachelor degree level can continue
to attend masters’ level on their demand and if they meet the minimum GPA of bachelor level conditions.
1.5 Internships
Internships for academic credit add a significant workplace experience to a student’s education. Students
earn a total of 4 ECTS hours of academic credit for their internships. They gain valuable “on the job” work
experience related to a chosen focus in information systems applications. In addition, internships permit
students to interact with professionals in the fields of work in which they may one day have careers.
1.6 Learning and Teaching
Learning and teaching methods provide high quality learning opportunities that enable students to
demonstrate achievement of the learning outcomes of the course and those of the modules which constitute
their chosen route of study.
The course aims to foster the development of independent study skills and autonomy of learning and
encourage a commitment to lifelong learning and continuous professional development. Teaching and
learning methods increasingly promote the capacity for students to assume responsibility for their own
learning and development. Progressive use of project learning, integrated assessment and product/problem
based learning allow students to take on greater self-direction of their learning. Emphasis is often placed on
group and team working throughout the study.
The course employs a wide range of learning opportunities and teaching methods, informed by curriculum
review, pedagogic research and continuous staff development. Particular methods for each module or cohort
are identified prior to delivery through the annual planning process. Innovative approaches to teaching,
learning and assessment are encouraged. The course seeks to expand the application of technology in the
delivery of teaching and learning support wherever appropriate.
Scheduled sessions will include the use of lectures, seminars and practical sessions. Advantage will be taken
of both technology and supportive activities to ensure that effective learning takes place. These activities
will include the use of simulations, role play, case studies, projects, practical work, work based learning,
workshops, peer group interaction, self managed teams and learner managed learning
5
1.7 Teaching/learning methods and strategies
Lectures/classes: offer information, literature review and illustrative application and present and explore
core ideas in the subject. A student will apply intellectual skills to prepare solutions to examples sheet
questions which will be discussed in a small class.
Practical sessions: computational methods are taught as a series of computer-based practicals with short
introductory lectures on theory. This enables a student to understand issues in application of computational
methods to simulated and real problems and also develop computing skills relevant to the rest of the course
including the research project. Practicals, computer-based and experimental lab based, provide an
opportunity for a student to consolidate the theory they have learned about in lectures and apply it to
problems.
Group project: provides an opportunity to study a real computer engineering problem in depth, practice
analytic and problem-solving skills, and work in a team.
Individual project: involves a literature review, problem specification and experiments/analysis written up
in a report. This enables a student to practice the application of techniques they have learned about to a
technology problem in some depth as well as put into practice general research skills.
Expert (guest) lectures and seminars: provide a student with the opportunity to hear internal speakers and
external speakers from industry. This enables a student to gain appreciation of some applications, needs and
roles of computer engineers as well as career opportunities.
1.8 Assessment Protocols
The purpose of outcomes-based learning assessment is to improve the quality of learning and teaching in
Information Technology department. The fundamental principles are:
• Student learning is the central focus of the department‘s efforts.
• Each student is unique and will express learning in a unique way.
• Students must be able to apply their learning beyond the classroom.
• Students should become effective, independent, lifelong learners as a result of their educational
experience.
Assessment of the IT Learning Outcomes (ITLOs) begins with the normal assessment process in the major
courses that are taken by students. Each course defines course outcomes and relates the course outcomes to
the ITLOs. Students also prepare portfolios that reflect their achievements and capabilities, and the
evaluation of the portfolios by a faculty committee represents the final assessment of a student‘s
achievement in the ITLOs.
1.8.1 Assessment
Assessment of knowledge and understanding is by:
Unseen written examinations
Written essay assignments
Assessment of practical work
Group project report write-up and team presentation
Individual project report and short presentation/viva
6
1.9 Transferable skills
By the end of the course a student will have developed a range of transferable skills including skills in:
• Managing their own learning and conducting independent thinking and study
• Problem specification and modelling
• Applying mathematical and computational methods to solve (engineering) problems
• Use of general electronics technology
• Managing a research project, including planning and time management
• Conducting an engineering-based research-based work, from hypothesis to report writing
• Working in a multi-disciplinary team
• Critical analysis
1.10 Skills and other attributes
• can effectively communicate information, arguments and analysis in a variety of forms to specialist
and non-specialist audiences, and deploy key techniques of the discipline effectively
• can undertake further training, develop existing skills and acquire new competences that will enable
them to assume significant responsibility within organisations
• have the qualities and transferable skills necessary for employment requiring the exercise of personal
responsibility and decision-making
1.11 Methods for Evaluating and Improving the Quality and Standards of Teaching and Learning
• Student Focus groups and the annual student survey
• Class room observation of Lecturers
• Advanced Professional Diploma in Teaching and Learning in Higher Education
• Membership of the Higher Education Academy
• External Examiners reports
• Accreditation Visits
• Curriculum Area Review
• Course Committees
• Annual and periodic review
Indicators of Quality and Standards
• Student feedback
• Retention and success rates for each level for each course
• Student Module Evaluations
• Annual Student Questionnaires
• First Destination Statistics
• Professional accreditation
• External Examiner reports
1.12 Criteria for Admission
The admissions policy for overall Scheme, in which the Electrical and Electronics course operates, is to
admit any applicant who is capable of benefiting from and successfully completing their chosen course.
Applicants meeting the scheme admissions profile or producing alternate evidence for Accreditation of Prior
Learning / Accreditation of Prior Experiential Learning at least equivalent to the scheme admissions profile
satisfy this judgement in practice. Where selection criteria are devised they will be tuned to satisfy the
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widening participation agenda and equal opportunity policy of the University. Admissions profiles will be
reviewed annually as will selection criteria and will provide a fair and objective basis for selection to
oversubscribed courses. Admission with advanced standing will follow University Procedures. The Scheme
encourages non-standard and mature applicants, and applicants with advanced standing. These are
considered on an individual basis.
Students whose first language is not English, with certificated qualifications, professional qualifications and
or appropriate work experiences that are equivalent to those detailed above will be considered and
encouraged to apply. In addition to these, you will also have to demonstrate that your standard of English is
at IELTS, TOEFL or tests.
For all applicants we will be looking for evidence of personal skills and qualities through a personal
statement and references. Such skills and qualities include communication skills; literacy; numeracy; study
skills; subject and motivation; work experience and community involvement.
1.13 Job Opportunities
In the global industry, there is a strong demand for Electrical and Electronics Engineers particularly those
who combine technical skills with good communication skills and team-work ability. Some but not all of the
job opportunities can be summarized as follows:
• Working as lecturers or researchers for universities or research centers,
• Research, design, develop, test, and oversee the manufacture and installation of computer hardware,
including computer chips, circuit boards, computer systems, and related equipment.
• Design, develop, test, and supervise the manufacture of electrical equipment including electric
motors; machinery controls, lighting, and wiring in buildings; automobiles; aircraft; radar and
navigation systems; and power generation, control, and transmission devices used by electric utilities
• Responsible for a wide range of technologies, from portable music players to the global positioning
system (GPS), which can continuously provide the location
• Design, develop, test, and supervise the manufacture of electronic equipment such as broadcast and
communications systems.
• Developing devices and procedures that solve medical and health-related problems by combining
their knowledge of biology and medicine with engineering principles and practices.
8
2. CURRICULUM OF DEPARTMENT OF ELECTRICAL AND ELECTRONICS ENGINEERING
1. Semester
CODE COURSE NAME T P ECTS
MTH 101 Calculus I 3 2 6
MTH 103 Linear Algebra 3 2 5
PHY 101 General Physics I 3 2 6
CEN 111 Programming 1 3 2 6
ELT 117 Advanced Reading and Vocabulary I 2 2 5
XXX xxx University Level Elective 0 2 2
Total 14 12 30
2. Semester
CODE COURSE NAME T P ECTS
EEE 102 Circuit Theory I 3 3 6
MTH 102 Calculus II 3 2 6
PHY 102 General Physics II 3 2 6
CEN 112 Programming 2 3 2 6
EEE 106 Fundamentals of Electrical Engineering 2 2 4
XXX xxx University Level Elective 0 2 2
Total 14 13 30
3. Semester
CODE COURSE NAME T P ECTS
EEE 201 Circuit Theory II 3 3 6
EEE 205 Semiconductor Devices and Modeling 3 2 5
MTH 201 Differential Equations 2 2 5
EEE 395 Digital Design 3 2 5
EEE 314 Electrical Measurements and Instrumentation 2 2 5
XXX xxx University Level Elective 2 2/1 4
Total 15 13 30
.
4. Semester
CODE COURSE NAME T P ECTS
EEE 202 Electromagnetic Field Theory 2 2 5
EEE 206 Electronics I 3 2 5
EEE 212 Signals and Systems 3 2 5
MTH 204 Numerical Analysis 2 2 5
MTH 205 Probability and Statistics for Engineers 3 2 5
CEN 382 Microprocessors and Microcomputing 3 2 5
Total 16 12 30
5. Semester
CODE COURSE NAME T P ECTS
EEE 311 Electronics II 3 2 5
EEE390 Internship 0 20 5
XXX xxx Technical Elective I (Department Level Elective) 3 2 5
XXX xxx Technical Elective II (Department Level Elective) 3 2 5
XXX xxx Technical Elective III (Department Level Elective) 3 2 5
XXX xxx Technical Elective IV (Faculty Level Elective) 3/2 2 5
Total 15/14 30 30
9
6. Semester
CODE COURSE NAME T P ECTS
EEE 382 Linear Control Systems 3 2 5
XXX xxx Technical Elective V (Department Level Elective) 3 2 5
XXX xxx Technical Elective VI (Department Level Elective) 3 2 5
XXX xxx Technical Elective VII (Department Level Elective) 3 2 5
XXX xxx Technical elective VIII (Faculty Level Elective) 3/2 2 5
EEE 392 Senior Design Project 0 10 5
Total 15/14 18 30
Department Elective Courses
CODE COURSE NAME T P ECTS
EEE 310 Electromagnetic Wave Theory 2 2 5
EEE 320 Introduction to Energy Systems 2 2 5
EEE 321 Microwave Engineering 2 2 5
EEE 322 Antenna Engineering 2 2 5
EEE 324 Microwave Electronics 2 2 5
EEE 331 Telecommunications I 2 2 5
EEE 332 Telecommunications II 2 2 5
EEE 333 Digital Communication 2 2 5
EEE 334 Digital Signal Processing 3 2 5
EEE 336 Communication Electronics 2 2 5
EEE 337 Introduction to Wireless Communications 2 2 5
EEE 346 Introduction to VLSI Design 2 2 5
EEE 348 Introduction to Image Processing 2 2 5
EEE 349 Introduction to Optical Fiber Communications 2 2 5
EEE 360 Illumination 2 2 5
EEE 361 Electrical Machinery I 2 2 5
EEE 363 Renewable Electrical Energy Systems 3 2 5
EEE 364 Power System Analysis 3 2 5
EEE 366 Electrical Power Transmission 2 2 5
EEE 367 Power System Protection 2 2 5
EEE 369 Distribution Systems 3 2 5
EEE 370 Industrial Electronics 2 2 5
EEE 371 Static Power Conversion 2 2 5
EEE 372 Power Electronics 3 2 5
EEE 373 Low Voltage Power Systems 2 2 5
EEE 374 Computer Relaying in Power Systems 2 2 5
EEE 375 Power System Communication 2 2 5
EEE 376 Smart Grid 2 2 5
EEE 377 Sustainable Distributed Power Generation 2 2 5
EEE 378 Power System Quality 2 2 5
EEE 379 Industrial Utilization of Electrical Energy 2 2 5
EEE 380 Introduction to Robot Control 3 2 5
EEE 381 Process Control 2 2 5
EEE 383 Discrete Time Control System 2 2 5
EEE 384 Process Instrumentation and Control 2 2 5
EEE 391 HDL Based Logic Design 2 2 5
EEE 394 Embedded Systems 3 2 5
EEE 396 General Metrology 3 2 5
10
Faculty Level Elective Courses
CODE COURSE NAME T P ECTS
GBE 307 Bioinformatics 2 2 5
GBE 321 Intelligent Systems 2 2 5
GBE 323 Biomedical Instrumentation 2 2 5
GBE 325 Biomedical Signals and Systems 2 2 5
GBE 330 Biosensors 2 2 5
CEN 221 Object Oriented Programming 2 2 5
CEN 254 Data Structures 2 2 5
CEN 263 Computer Networks 2 2 5
University Level Elective Courses
CODE COURSE NAME T P ECTS
BOS 101 Bosnian/Croatian/Serbian Language I 0 2 2
TDE 101 Turkish Language I 0 2 2
GRM 101 German Language I 0 2 2
BOS 102 Bosnian/Croatian/Serbian Language II 0 2 2
TDE 102 Turkish Language II 0 2 2
GRM 102 German Language II 0 2 2
CE 113 Environment 1 0 2 2
CE 114 Environment 2 0 2 2
MAN 112 Business Communication Skills 0 2 2
MAN 309 Entrepreneurship 2 1 4
MAN 107 Introduction to Business 2 1 5
MAN 223 Leadership 2 1 5
MAN 321 Operations Research 2 2 5
Course Code: MTH 101 Course Name: CALCULUS I
Level: Undergraduate Year: I Semester: I ECTS Credits: 6
Status: Compulsory Hours/Week: 3+2 Total Hours: 45+30
Course Description
Use of calculus is widespread in science, engineering, medicine, business, industry, and many other fields. Calculus also
provides important tools in understanding functions and has led to the development of new areas of mathematics including real and
complex
analysis, topology, and non-Euclidean geometry.
Course Objectives Objectives of this course are to: expand understanding of mathematical topics that may have been previously studied; introduce
and explore topics that possibly have not been part of the student’s mathematical experience; develop an appreciation for the
development of mathematical thought; show the application of mathematics in real life problems and analyzing the results.
Course Content
Week 1: Functions. Week 2: Limits. Continuity
Week 3: Derivatives.
Week 4: Basic Differentiation Formulas. Chain Rule Week 5: Implicit Differentiation.
Week 6: Related Rates.
Week 7: Exponential Functions. Inverse Functions and Logarithms.
Week 8: MIDTERM EXAM
Week 9: Indeterminate Forms and L’Hospital’s Rule. Week 10: Maximum and Minimum Values.
Week 11: Curve Sketching.
Week 12: Optimization Problems. Week 13: Antiderivatives. The Definite Integral
Week 14: Fundamental Theorem of Calculus. Integration.
Week 15: Areas between curves. Week 16: FINAL EXAM
Week 1: Lab 1: Functions.
Week 2: Lab 2: Limits. Continuity Week 3: Lab 3: Derivatives.
Week 4: Lab 4: Basic Differentiation Formulas. Chain Rule
Week 5: Lab 5: Implicit Differentiation Week 6: Lab 6: Related Rates.
Week 7: Lab 7: Exponential Functions. Inverse Functions and
Logarithms. Week 8: MIDTERM EXAM
Week 9: Lab 8: Indeterminate Forms and L’Hospital’s Rule.
Week 10: Lab 9: Maximum and Minimum Values. Week 11: Lab 10: Curve Sketching.
Week 12: Lab 11: Optimization Problems.
Week 13: Lab 12: Antiderivatives. The Definite Integral Week 14: Lab 13: Fundamental Theorem of Calculus.
Integration.
Week 15: Lab 14: Areas between curves. Week 16: FINAL EXAM
Teaching Methods
Description
• Interactive lectures and communication with students
• Practical Sessions
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 10 %
Homework 0 % Term Paper 0 %
Assignment 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to: 1. Recognize properties of functions and their inverses.
2. Recall and use properties of polynomials, rational, exponential, logarithmic, trigonometric and inverse trigonometric functions.
3. Sketch graphs, using function, its first derivative, and the second derivative.
4. Use algebra of limits, and l’Hôspital’s rule to determine limits of simple expressions.
5. Apply the procedures of differentiation accurately, including implicit and logarithmic differentiation.
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature Essential Calculus, Early Transcendentals, 2nd edition by James Stewart
Recommended Literature Thomas's Calculus, Eleventh Edition, George B. Thomas
Calculus a Complete Course, Sixth Edition, Robert A. Adams
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 5 5
Preparation for Final Examination 1 5 5
Assignment / Homework / Project 1 65 65
Seminar / Presentation 0 0 0
Course Code : MTH 103 Course Name: LINEAR ALGEBRA
Level: Undergraduate Year: I Semester: I ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description
Introduction to matrices. Fields and vector spaces, linear transformations, change of basis. Linear equations, existence and
classification of solutions, Gaussian elimination and LU decomposition. Characteristic equation of a matrix: eigenvalues,
eigenvectors and the Jordan form. Numerical techniques for computing eigenvalues and eigenvectors. Inner product spaces, quadratic form.
Course Objectives
Linear Algebra is a Math of the systems of linear equations and their solutions. There are a variety of applications of Linear
Algebra. Sufficient knowledge in this field can assist students in learning other (more applicable) courses as Linear Programming Problems, Operations Research, Problems of Optimization,etc. The main objectives of the course are:
• To extend the students knowledge on the Systems of Linear Equations
• To realize the main areas of applicability of LA
Course Content
(weekly plan)
Week 1 Vectors Week 9 Linear Transformations Definition
Week 2 Lines, Systems of Linear Equations Week 10 Determinants
Week 3 Solving Linear Systems. Gauss elimination method. Echelon form of a Matrix
Week 11 Subspaces and basis
Week 4 Solving Linear Systems. Gauss elimination
method. Echelon form of a Matrix Week 12
Eigenvalues, Eigenvectors
Week 5 Spanning sets and linear independence Week 13 Eigenvalues, Eigenvectors for nxn matrices
Week 6 Matrices Week 14 Similarity and diagonalization
Week 7 Matrices, inverse of matrix Week 15 Final exam preparation
Week 8 Midterm Exam Week 16 Final exam
Tutorials
Week 1 Vectors Week 9 Linear Transformations Definition
Week 2 Lines, Systems of Linear Equations Week 10 Determinants
Week 3 Solving Linear Systems. Gauss elimination
method. Echelon form of a Matrix Week 11
Subspaces and basis
Week 4 Quiz 1 Week 12 Quiz 2
Week 5 Spanning sets and linear independence Week 13 Eigenvalues, Eigenvectors
Week 6 Matrices Week 14 Similarity and diagonalization
Week 7 Matrices, inverse of matrix Week 15 Final exam preparation
Week 8 Midterm Exam Week 16 Final exam
Teaching Methods
Description • Interactive lectures and communications with students • Discussions and group works and Presentations
Assessment Methods
Description (%)
Quiz 20% Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 45 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After a course, students are expected to be able to:
1. Solve linear equations by using Gauss elimination. 2. Perform matrix calculations.
3. Calculate the determinant of a matrix both by elementary row and column operations as well as by expanding by a row
or a column. 4. Understand the concept of vector and how to add a vectors and multiply them with scalar in a space of dimension 3,
both by using coordinates and in spaces without a given coordinate system.
5. Perform dot product of vectors, both using a given orthonormal coordinate system and without any coordinate system.
Instruction Language English Prerequisite courses
Mandatory Literature • Richard Hill: Elementary Linear Algebra Kenneth Hofman
Recommended Literature • Ray Kunze: Linear Algebra
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
14
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 25 25
Seminar / Presentation
Total Workload 129
ECTS Credit (Total Workload / 25) 5
Course Code: PHY101 Course Name: GENERAL PHYSICS I
Level: Undergraduate Year: I Semester: I ECTS Credits: 6
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description
This course is the first semester of a calculus-based physics course primarily intended for engineering students. The course
introduces fundamental physical concepts as applied to engineering technology fields. Topics include systems of units,
problem-solving methods, graphical analysis, vectors, motion, forces, Newton's laws of motion, work, energy, power,
momentum, and properties of matter. Upon completion, students should be able to apply the principles studied to
applications in engineering technology fields.
Course Objectives Objective of the course is to give understanding the basic concepts of kinematics and dynamics relative to the practical use in
engineering.
Course Content (weekly
plan)
Week 1 Introduction to course / Measuring systems
and vectors Week 9 Rotation - Center of Mass and Linear
Momentum,
Week 2 Motion along a straight line Week 10 Rotation - Rolling, Torque, and Angular
Momentum
Week 3 Motion in 2D and 3D Week 11 Gravitation
Week 4 Force and motion Week 12 Oscillations
Week 5 Kinetic, potential energy and work Week 13 Waves
Week 6 Conservation of energy Week 14 Elasticity and vibration
Week 7 Preparation for midterm exam (Quiz 1) Week 15 Preparation for the final exam (Quiz 2)
Week 8 Midterm exam Week 16 Final exam
Week 1 Tutorial 1: Measuring systems and vectors Week 9 Tutorial 8: Rotation - Center of Mass and
Linear Momentum,
Week 2 Tutorial 2: Motion along a straight line Week 10 Tutorial 9: Rotation - Rolling, Torque, and
Angular Momentum
Week 3 Tutorial 3: Motion in 2D and 3D Week 11 Tutorial 10: Gravitation
Week 4 Tutorial 4: Force and motion Week 12 Tutorial 11: Oscillations
Week 5 Tutorial 5: Kinetic, potential energy and
work
Week 13 Tutorial 12: Waves
Week 6 Tutorial 6: Conservation of energy Week 14 Tutorial 13: Elasticity and vibration
Week 7 Tutorial 7: Preparation for midterm exam Week 15 Tutorial 14: Preparation for the final exam
Week 8 Midterm exam Week 16 Final exam
Teaching Methods Description (list up to 4 methods)
• Lectures • Tutorials
• Experiments • Presentations
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 0 %
Homework 20 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes (please write 5-8 outcomes)
1. Define phenomena, concepts and terminology of mechanics. 2. Gain experience in problem-solving in the field of mechanics. 3. Develop capabilities to present a topic in the field of mechanics. 4. Apply knowledge obtained to an engineering field. 5. Develop interpersonal and listening skills.
Instruction Language English Prerequisite courses
Mandatory Literature • Halliday, David, Robert Resnick, and Jearl Walker. Fundamentals of physics extended. John Wiley & Sons, 2013
(10th edition)
Recommended Literature • D.C. Giancoli: Physics for scientist and engineers, Prentice Hall, New Jersey, 2000 • The other sources from program fields. It is possible to use all books and Collection of problems on university level.
16
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 25 25
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 1 15 15
Seminar / Presentation 0 0
Total Workload 144
ECTS Credit (Total Workload / 25) 6
17
Course Code: CEN 111 Course Name: PROGRAMMING I
Level: Undergraduate Year: I Semester: I ECTS Credits: 6
18
Status: Compulsory Hours/Week: 3+2 Total Hours: 45+30
Course Description This course is designed to be an introduction to the fundamentals of programming. Students will design, write and debug computer programs. No knowledge of programming is assumed.
Course Objectives
Objectives of this course are to: introduce students to intermediate concept of programming; introduce students to basic
algorithm design principles; substantially strengthen students’ programming skills by requiring them to constantly program large number of small but challenging problems; encourage strive for excellence by introducing them to a competitive environment
where part of their performance will be based on performance of their peers.
Course Content
Week 1: Introduction. Software Development Life Cycle
Week 2: Variables, Expressions and Data Week 3: Functions (1)
Week 4: Operators, Expressions and Statements
Week 5: Functions (2) Week 6: Selections. Iterations (1)
Week 7: Iterations (2). Strings (1)
Week 8: MIDTERM EXAM Week 9: Strings (2)
Week 10: Lists
Week 11: Files Week 12: Dictionaries
Week 13: Recursion
Week 14: Object Oriented Programming (1) Week 15: Object Oriented Programming (2)
Week 16: FINAL EXAM
Week 1: Lab 1: Introduction. Software Development Life Cycle Week 2: Lab 2: Variables, Expressions and Data
Week 3: Lab 3: Functions (1)
Week 4: Lab 4: Operators, Expressions and Statements Week 5: Lab 5: Functions (2)
Week 6: Lab 6: Selections. Iterations (1)
Week 7: Lab 7: Iterations (2). Strings (1) Week 8: MIDTERM EXAM
Week 9: Lab 8: Strings (2)
Week 10: Lab 9: Lists Week 11: Lab 10: Files
Week 12: Lab 11: Dictionaries
Week 13: Lab 12: Recursion Week 14: Lab 13: Object Oriented Programming (1)
Week 15: Lab 14: Object Oriented Programming (2)
Week 16: FINAL EXAM
Teaching Methods
Description
• Interactive lectures and communication with students
• Practical Sessions
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 10 %
Homework 0 % Term Paper 0 %
Assignment 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to: 1. Define basic terminology used in computer programming
2. Establish knowledge and understanding of intermediate Python programming concepts
3. Analyze, design, code, compile and debug programs in Python language.
4. Develop programs involving decision structures, loops and functions.
5. Use different data types in a computer program.
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature • Allen Downey: How to Think Like a Computer Scientist: Learning with Python
• Tony Gaddis: Starting out with Python
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 5 5
Preparation for Final Examination 1 5 5
Assignment / Homework / Project 1 65 65
Seminar / Presentation 0 0 0
Total Workload 155
ECTS Credit (Total Workload / 25) 6
19
Course Code : ELT 117 Course Name: Advanced Reading and Vocabulary I
Level : Undergraduate Year : I Semester : I ECTS Credits : 4
Status : Compulsory Hours/Week : 2+2 Total Hours : 30+30
Course Description This course presents a wide range of authentic reading materials including
newspapers, journals, reviews and academic texts in order to comprehend contrasting
viewpoints and to predict and identify main ideas and to decode hidden clues. It also
aims to equip students with intensive and extensive reading habits. Critical thinking
skills such as synthesizing information or analyzing a problem as well as reacting on
the basis of evaluation are fostered. Such sub-skills of reading are employed by
students in their short writings on the topic. Students are expected to improve their
ability to communicate the information and concepts from course reading materials
continually and to improve and expand their vocabulary significantly.
Course Objectives Students will be able to read and comprehend different types of texts. They will have
also learned to acquire new vocabulary on their own and thus to improve their reading
and writing skills. In addition to the integration of reading with writing, research-
based instruction will be adopted, so that students will develop basic research skills
including library or internet search.
Course Content
(weekly plan) • 1st TOPIC Home and the homeless - Home and Travel
• Helping and Hating the Homeless; At home
• 2nd TOPIC: HEALTH Divided Sleep, Long life, Health and medicine
• 3rd TOPIC: History The Robber Barons, The Politics of Progressivism
• Message to Wall Street
• 4th TOPIC: CLOTHING The Necktie; A Young Man and his Kilt
• 5th TOPIC: FILM STUDIES One Hundred Years of Cinema
• Mid-term exam
• A Conversation with Leo Tolstoy on Film; An Interview with James Cameron
• 6th TOPIC: MEDIA STUDY Mind Control and the Internet
• The press and the media; The Use of Social Media in the Arab Spring
• 7th TOPIC: GREAT MINDS The Right-Brain, Left-Brain Controversy
• Artists as Scientists and Entrepreneurs
• 8th TOPIC: THE BRAIN AND MEMORY In Search of Memory
• The Brain and Human Memory Music and the Brain;
• 9TH TOPIC: LEISURE The Art of Paintball
• Final exam Teaching Methods
Description
(list up to 4 methods)
• Reading passages in the classroom.
• Comprehension studies on what is
read.
• Vocabulary exercises by topic and
short writing assignments on that topic
(both in-class and homework
assignments).
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 10 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 50 %
Total 100 %
Learning Outcomes
(please write 5-8
outcomes)
After completion of this course, students should be able to:
1. Read a variety of texts by using a range of strategies, including decoding and
guessing meaning in unfamiliar texts
2. Analyze extensive reading materials with sufficient comprehension to explain
and discuss critical-thinking elements such as author tone, viewpoint, purpose,
presumptions and underlying beliefs, character motivations, text connections to
students’ personal lives, and logical evaluation of text arguments
3. Recognize sentence and paragraph structures
4. Make logical inferences based on materials read and explain them orally and in
writing.
5. Acquire sufficient college-level vocabulary to comprehend the texts and use this
vocabulary in student writing and speaking assignments.
20
Prerequisite Course(s)
(if any)
Language of Instruction English
Mandatory Literature • Rober F. Cohen and Judy L. Miller. Longman Academic Reading Series 4:
Reading Skills for College (LARS). Pearson Education. 2014. (Chapters 1-5)
• Fellag Linda Robinson. From Reading to Writing Level 3. Pearson
Education (FRTW). 2010. (Units 1-4)
• Michael McCarthy and Felicity O’Dell. English Vocabulary in Use.
Cambridge University Press (EVIU). 2001
Recommended
Literature • Mikulecky Beatrice S, and Jeffries Linda. Reading Power Series, Pearson
ESL, March 2007.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Worklo
ad
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 3 3
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 20 20
Assignment / Homework / Project 30 30
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
21
Course Code: BOS 101 Course Title: BOSNIAN/CROATIAN/SERBIAN LANGUAGE I
Level: Undergraduate Year: I Semester: I ECTS Credits: 2
Status: Elective Hours/Week: 2 Total Hours: 30
COURSE DESCRIPTION The purpose of this course is to teach Bosnian language basics at the beginner level.
COURSE OBJECTIVES
Highly personalized course designed to improve knowledge of Bosnian language and
communication and language skills. The objective is to achieve the level of language
that would create confidence to communicate in Bosnian with clients, suppliers and
colleagues.
COURSE CONTENTS
1. Learn how to say „Hello“ and acquaint; the classes of nouns (muški, ženski,
srednji rod)
2. Personal pronouns (in the first case), introducing oneself: I'm from ...;
practicing personal pronouns by answering the questions Where are you
from? Where is he/she from? Where are they from?... Introducing verb to be
by questions: Are you from...? Is he from...?
3. Present tense of verb to be (positive, negative and question form); Answering
the question „What's your job?“; learning some of names of different jobs and
male and female form for that kind of nouns
4. Terminology about the faculty, exercise with cross-words; numbers 1-10 with
little short song about the numbers; first information about plural
5. Numbers 11-10.000; speaking exercise about numbers by phone number,
prices; demonstrative pronouns
6. Introducing the collocations about the speaker's attitude about the contents of
sentence and speaking on the scale from extremely kind to extremely unkind;
declarative, interrogative and exclamatory sentences
7. Place and sort of accent in Bosnian words; filling out the forms with basic
information (name, surname, date and place of birth...)
8. Introducing the question-word (what, where, when...); ordinal numbers and
classes of adjectives (muški, ženski, srednji rod)
9. Answering on questions What date is...? When it happened? and exercise for
ordinal numbers
10. SVO order in Bosnian language, order in declarative and interrogative
sentences
TEACHING/ASSESSMENT
Description
Teaching Methods Interactive lectures and communications with
students: Discussions and group works:
Presentations
Participation of different teaching
methods depends on the subject.
Description (%)
Student Assessment
Methods
Attendance
Midterm Examination
Final Examination
30%
30%
40%
Learning Outcomes Provide students with the ability to:
• Speak Bosnian with confidence
• Interact more confidently when visiting a Bosnian-speaking region or
dealing with Bosnian speakers
• Build rapport and strengthen relationships with Bosnian-speaking
colleagues and clients through a show of interest in the Bosnian language
and culture
• Demonstrate goodwill and facilitate international communication at both a
personal and organizational level
Language of Instruction Bosnian, English, Germani
Textbook(s) - Bosanki jezik kao strani jezik, Zenaida Karavdić, Sarajevo 2011. - Bosanski jezik, Priručnik za strance, Minela Kerla, Nermina Alihodžić-
Usejnovski, Sarajevo 2013. - Hrvatski za početnike 1, Udžbenik hrvatskog kao drugog stranog jezika,
Zagreb 2006.
23
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (14 weeks x Lecture hours per week) 15 0 0
Laboratory / Practice (14 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 6 6
Preparation for Final Examination 1 8 8
Assignment / Homework / Project 1 1
Seminar / Presentation
Total Workload 50
ECTS Credit (Total Workload / 25) 2
24
Course Code : TDE 101 Course Name: TURKISH LANGUAGE I
Level : Undergraduate Year : 1 Semester : I ECTS Credits : 3
Status :Elective Hours/Week :2 Total Hours : 30
Course Description Türk dilini basit seviyede okuyup, yazma ve konuşma becerisi kazanmak.
Course Objectives
Türkçeyi metinler aracılığıyla öğretmek; Türkçe metinleri okuyup anlamayı kolaylaştırmak; metinler aracılığıyla Türk
kültürünün tanınmasını ve öğrencilerin kültürel söz varlığını zenginleştirmek; öğrencilerin günlük yaşamda
karşılaşabilecekleri sözcük gruplarını öğreterek Türkçeyi akıcı bir şekilde konuşmalarını sağlamak; dil öğretiminin iki ana
becerisi olan anlama ve anlatma becerilerinin gelişimi için gerekli olan dil bilgisi kurallarını öğretme, uygulamaya yönelik
öğretim gerçekleştirme.
Course Content
(weekly plan)
Selamlaşma ve Tanışma ; alfabe, ünlü uyumu
Okul ; koşaç tümcesi, sıralama (-inci), varoluş tümcesi ( Var /Yok) Günler Dersler; Şimdiki Zaman
Ev; Yönelme-Kalma-Çıkma Hali
Ülkeler; iyelik ekleri Akrabalar; belirtili ve belirtisiz isim tamlamaları
Meslekler; belirtili ve belirtisiz isim tamlamaları
Zaman; gelecek zaman öğretimi Meyveler Sebzeler; gelecek zaman öğretimi
Yiyecekler İçecekler; emir kipi, istek kipi
Yemekler; emir kipi, istek kipi Giyecekler; belirtme hali
Konuların Tekrar Edilmesi
Final Sınavı
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communication with students
• Discussions and group work
• Presentations (at least 1 per student per semester)
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 50 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
Upon successful completion of the courses in this discipline, the student will have acquired the following knowledge and
skills:
1. Türkçe yazma, konuşma ve okuma becerisini kazanır. Kendini Türkçe tanıtır.
2. Ailesinden Türkçe bahsedebilir
3. Eşyaların Türkçe karşılığını söyleyebilir.
4. Dersler, günler ve ay isimlerini öğrenir.
5. Meslekler hakkında bilgi sahibi olur ve Türkçe meslek isimlerini bilir.
6. Pazar alışverişinde kullanılan terimlerin Türkçe karşılığını bilir. Yiyecek ve içeceklerin Türkçelerini bilir.
7. Basit seviyede Türkçe cümleler kurabilir.
8. Türkçe olarak adres tarifi vs. yapabilir.
Prerequisite Course(s)
(if any) -
Language of Instruction Türkçe
Mandatory Literature Lale Türkçe Kitabı Cilt 1
Recommended Literature Yeni Hitit, Yabancılara Türkçe Ders kitabı 1 (A1-A2), Ankara Üniversitesi-Tömer, 3.baskı, 1984.
Yeni Hitit, Yabancılara Türkçe Çalışma kitabı 1 (A1-A2), Ankara Üniversitesi-Tömer, 3.baskı, 1984.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (14 weeks x Lecture hours per week) 15 0 0
Laboratory / Practice (14 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 1 1
25
Final Examination (1 week) 1 1 1
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 10 10
Assignment / Homework / Project 5 5
Seminar / Presentation
Total Workload 57
ECTS Credit (Total Workload / 25) 2
Course Code : GRM 101 Course Name: GERMAN LANGUAGE I
Level : Undergraduate Year : 1 Semester : I ECTS Credits : 3
Status :Compulsory Hours/Week : 2 Total Hours : 30
Course Description
German language I course is organized in a way that it covers basic communication; structures and vocabulary necessary
to comprehend simple daily conversational dialogues and reading texts, and to engage in daily simple communication;
information about the culture of the German language.
Course Objectives
The course will enable participants to speak and understand the German language within one semester. Participants will
develop effective conversation skills to undertake the language content with confidence. The course will also provide
participants with an insight into the culture, customs, traditions and practices of the country.
Course Content
(weekly plan)
• Lektion 1 - Guten Tag. Mein Name ist...; Alphabet
• Grammatik – W-Frage, Personalpronomen, Verbkonjugation, Praposition aus
• Lektion 2 – Familie und Freunde; Zahlen; interview – Fragen zur Person
• Grammatik – Possessivartikel; Personalpronomen, Verbkonjugation, Praposition in
• Lektion 3 – Essen und Trinken
• Grammatik – Kennen Sie?; Nullartikel; Negativartikel; Verbkonjugation
• Lektion 4 – Meine Wohnung
• Midterm exam
• Grammatik – definiter Artikel; lokale Adverbien
• Lektion 5 – Mein Tag
• Grammatik – trennbare Verben; verbposition
• Lektion 6 – Freizeit
• Grammatik – Akkusativ; Ja-/Nein- Frage und Antwort
• Lektion 7 – ein Leben lang
• Grammatik – Modalverben; Satzklammer; Perfekt
• Final exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communication with students
• Discussions and group work
• Presentations (at least 1 per student per semester)
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 50 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
Upon successful completion of the courses in this discipline, the student will have acquired the following knowledge and
skills:
1. Demonstrate the confidence and listening/speaking skills necessary to participate successfully in spontaneous
aural/oral exchanges with native speakers of the German language in a variety of personal, professional, and/or
academic settings.
2. Demonstrate reading comprehension of German language texts intended for developmental (or higher level)
language courses.
3. Respond appropriately to written or spoken German language by writing paragraphs or short essays that
communicate ideas clearly.
Prerequisite Course(s)
(if any) -
Language of Instruction English
Mandatory Literature • Schritte plus 1 – Kursbuch Daniela Niebisch, Franz Specht, Sylvette Penning-Hiemstra
Recommended Literature • Swick, Edward. The Everything Learning German Book: Speak,, Write and Understand Basic German in No
Time, Adams Media; 1st edition, 2003.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (14 weeks x Lecture hours per week) 15 0 0
Laboratory / Practice (14 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
27
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 6 6
Preparation for Final Examination 1 8 8
Assignment / Homework / Project 1 1
Seminar / Presentation
Total Workload 50
ECTS Credit (Total Workload / 25) 2
Course Code: EEE 102 Course Name: CIRCUIT THEORY I
Level: Undergraduate Year: I Semester: II ECTS Credits: 6
Status: Mandatory Hours/Week: 3+3 Total Hours: 45+45
Course Description
The course has been designed to introduce fundamental principles of circuit theory commonly used in engineering research
and science applications. Techniques and principles of electrical circuit analysis including basic concepts such as voltage,
current, resistance, impedance, Ohm's and Kirchoff's law; basic electric circuit analysis techniques, Thevenin's theorem, Norton's theorem, resistive circuits, transient and steady-state responses of RLC circuits; First and second order RLC
circuits.
Course Objectives
To develop problem solving skills and understanding of circuit theory through the application of techniques and principles of electrical circuit analysis to common circuit problems. Course goals are:
1. To develop an understanding of the fundamental laws and elements of electric circuits.
2. To learn the energy properties of electric elements and the techniques to measure voltage and current. 3. To be able to analyse the electrical circuits and learn the time domain analysis methods.
Course Content
(weekly plan)
Week 1
Circuit Variables: System of Units, Charge,
Voltage, Current, Power and Energy. Week 9
Thevenin’s and Norton’s
Theorems, Maximum Power Transfer
Week 2
Electrical Circuit Elements: Voltage and
Current Sources, Electrical Resistance and
Ohm’s Law, capacitors and inductors
Week 10
Operational Amplifier and
Multi-terminal Algebraic
Components
Week 3
Simple Resistive Circuits: Ohm’s law,
Resistors in Series and Parallel, Voltage and Current Divider, Delta-Star transformation,
Equivalent Circuits.
Week 11
Capacitance: capacitance
calculation, series and parallel connection of
capacitance
Week 4
Techniques of Circuit Analysis: Kirchhoff’s Laws, Nodal Analysis, loop analysis
Week 12
Inductance: Self and Mutual Inductances,
calculation of inductances,
series and parallel connection of inductances
Week 5
Techniques of Circuit Analysis: Dependant
Sources analysis; (Nodal and loop analysis) Week 13
First-Order RC Circuits
response: Natural and Step Responses
Week 6
Techniques of Circuit Analysis: Source
transformation, Superposition Week 14
First-Order RL Circuits
response: Natural and Step Responses
Week 7
Midterm Review
Week 15
Second order RLC circuit
response: Natural and Step Responses
Week 8 Midterm Exam
Week 16 Final Exam
Tutorials
Week 1
Circuit Variables: System of Units, Charge,
Voltage, Current, Power and Energy. Week 9
Thevenin’s and Norton’s
Theorems, Maximum
Power Transfer
Week 2
Electrical Circuit Elements: Voltage and
Current Sources, Electrical Resistance and
Ohm’s Law, capacitors and inductors
Week 10
Operational Amplifier and
Multi-terminal Algebraic
Components
Week 3
Simple Resistive Circuits: Ohm’s law,
Resistors in Series and Parallel, Voltage and
Current Divider, Delta-Star transformation, Equivalent Circuits.
Week 11
Capacitance: capacitance
calculation, series and
parallel connection of capacitance
Week 4 Quiz 1
Week 12 Quiz 2
Week 5
Techniques of Circuit Analysis: Dependant
Sources analysis; (Nodal and loop analysis)
Week 13
Inductance: Self and
Mutual Inductances,
calculation of inductances, series and parallel
connection of inductances
First-Order RC Circuits response: Natural and Step
Responses
Week 6 Techniques of Circuit Analysis: Source transformation, Superposition Week 14
First-Order RL Circuits response: Natural and Step
Responses
Week 7 Midterm Review
Week 15 Second order RLC circuit response: Natural and Step
Responses
Week 8 Midterm Exam
Week 16 Final Exam
29
Laboratories
Week 1 Beginning of classes
Week 9
Week 2 Basic measurements
Week 10 Superposition, Thevenin’s
and Norton Theorems
Week 3 DC voltage measurement, DC current
measurement Week 11
Week 4 Ohm’s law application
Week 12 Power in DC circuits
Week 5 DC circuits, Kirchoff’s laws
Week 13 RC circuits
Week 6
Week 14 RL circuits
Week 7
Week 15 RLC circuits
Week 8 Midterm Exam
Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communications with students
• Discussions and group work
• Laboratory work
• Practice – problem solving
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 10 %
Homework 5 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Explain the concepts and parameters associated with: voltage, current, power, energy, resistance, capacitance and
inductance.
2. Explain concepts in the mathematical model used for description of the circuits 3. Apply Kirchhoff's laws, linearity, superposition, in the design and analysis of circuits.
4. Analyze circuits made up of linear lumped elements.
5. Analyze circuits containing resistors and independent sources using techniques such as the node and mesh-current
methods.
6. To transform circuits using Thevenin and Norton equivalent.
7. Analyze AC circuits involving active circuit elements and elementary amplifiers.
Instruction Language English Prerequisite courses
Mandatory Literature • Electric Circuits, James W. Nilsson, Susan A. Riedel
Recommended Literature • Basic Engineering Circuit analysis, J. David Irwin, 8th edition, Wiley & Sons, Limited, John,
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 3 45
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 20 20
Preparation for Final Examination 1 20 20
Assignment / Homework / Project 1 8 8
Seminar / Presentation 8 8
Total Workload 150
ECTS Credit (Total Workload / 25) 6
Course Code: MTH 102 Course Name: CALCULUS II
Level: Undergraduate Year: I Semester: II ECTS Credits: 6
Status: Compulsory Hours/Week: 3+2 Total Hours: 45+30
Course Description
Use of calculus is widespread in science, engineering, medicine, business, industry, and many other fields. Calculus also
provides important tools in understanding functions and has led to the development of new areas of mathematics including real and
complex
analysis, topology, and non-Euclidean geometry.
Course Objectives Objectives of this course are to: expand understanding of mathematical topics that may have been previously studied; introduce
and explore topics that possibly have not been part of the student’s mathematical experience; develop an appreciation for the
development of mathematical thought; show the application of mathematics in real life problems and analyzing the results.
Course Content
Week 1: Sequences. Series
Week 2: Convergence Tests. Power Series
Week 3: Taylor and Maclaurin Series Week 4: Parametric Curves
Week 5: Polar Coordinates
Week 6: Areas and Lengths in Polar Coordinates Week 7: Functions of Several Variables
Week 8: MIDTERM EXAM
Week 9: Partial Derivatives Week 10: Directional Derivative and the Gradient Vector
Week 11: Maximum and Minimum Values
Week 12: Lagrange Multipliers.
Week 13: Double Integrals
Week 14: Triple Integrals.
Week 15: Change of Variables in Multiple Integrals Week 16: FINAL EXAM
Week 1: Lab 1: Sequences. Series
Week 2: Lab 2: Convergence Tests. Power Series Week 3: Lab 3: Taylor and Maclaurin Series
Week 4: Lab 4: Parametric Curves
Week 5: Lab 5: Polar Coordinates Week 6: Lab 6: Areas and Lengths in Polar Coordinates
Week 7: Lab 7: Functions of Several Variables
Week 8: MIDTERM EXAM Week 9: Lab 8: Partial Derivatives
Week 10: Lab 9: Directional Derivative and the Gradient Vector
Week 11: Lab 10: Maximum and Minimum Values Week 12: Lab 11: Lagrange Multipliers.
Week 13: Lab 12: Double Integrals
Week 14: Lab 13: Triple Integrals Week 15: Lab 14: Change of Variables in Multiple Integrals
Week 16: FINAL EXAM
Teaching Methods
Description
• Interactive lectures and communication with students
• Practical Sessions
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 10 %
Homework 0 % Term Paper 0 %
Assignment 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
6. Examine and determine convergence of series and sequences.
7. Use two and three dimensional Cartesian coordinate system. Use polar coordinates. 8. Work with multivariable functions, find their derivatives and integrals
9. Find partial derivatives using the properties of differentiable multivariable functions and basic rules
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature Essential Calculus, Early Transcendentals, 2nd edition by James Stewart
Recommended Literature Thomas's Calculus, 11th Edition, George B. Thomas
Calculus a Complete Course, 6th Edition, Robert A. Adams
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 5 5
Preparation for Final Examination 1 5 5
Assignment / Homework / Project 1 65 65
Seminar / Presentation 0 0 0
Total Workload 155
ECTS Credit (Total Workload / 25) 6
Course Code: PHY 102 Course Name: GENERAL PHYSICS II
Level: Undergraduate Year: I Semester: II ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description
This course is the second semester of a calculus-based physics course primarily intended for engineering students.
Emphasizes how to relate physical principles to mathematical techniques in problem solving. The course covers fluids,
including the first and second low of thermodynamics, optical systems and introduction to nuclear physics. The laboratory presents exercises that are designed to reinforce the concepts presented and discussed during the lectures.
Course Objectives Objective of the course is to give understanding the basic concepts of fluids, optics, atomic, and nuclear physics to the practical use in engineering.
Course Content
(weekly plan)
Week 1 Introduction to course Week 9 General optics, Images
Week 2 Fluids, Pressure and its measurement,
Pascal's principle Week 10
Wave optics, Interference and Diffraction
Week 3
Temperature and heat, Definition of temperature
Thermal expansion
Week 11
Applied optics
Week 4 Test 1, Specific heat, Heat transfer Week 12 Relativity
Week 5 First low of Thermodynamics Week 13 Photons and Matter Waves
Week 6 Heat applications, Second low of Thermodynamics, Entropy
Week 14 Nuclear Physics
Week 7 Thermal behaviour of gasses Week 15 Preparation for the Final exam
Week 8 Midterm Exam Week 16 Final Exam
Week 1 Beginning of classes Week 9 Tutorial 7: General optics, Images
Week 2 Tutorial 1: Fluids, Pressure and its
measurement, Pascal's principle Week 10
Tutorial 8: Wave optics, Interference and
Diffraction
Week 3
Tutorial 2: Temperature and heat, Definition of temperature
Thermal expansion
Week 11
Tutorial 9: Applied optics
Week 4 Tutorial 3: Specific heat, Heat transfer Week 12 Tutorial 10: Relativity
Week 5 Tutorial 4: First low of Thermodynamics Week 13 Tutorial 11: Photons and Matter Waves
Week 6 Tutorial 5: Heat applications, Second low of Thermodynamics, Entropy
Week 14 Tutorial 12: Nuclear Physics
Week 7 Tutorial 6: Thermal behaviour of gasses Week 15 Tutorial 13: Preparation for the Final exam
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Lectures
• Recitation
• Experiments
• Presentations
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 10 %
Presentation 10 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to:
1. Define phenomena, concepts and terminology of fluids, optics, atomic, and nuclear physics.
2. Gain experience in problem-solving in the field of fluids, optics, atomic, and nuclear physics.
3. Develop capabilities to present a topic in the field of fluids, optics, atomic, and nuclear physics.
4. Apply knowledge obtained to an engineering field.
5. Develop interpersonal and listening skills.
Instruction Language English Prerequisite courses
Mandatory Literature • Halliday, David, Robert Resnick, and Jearl Walker. Fundamentals of physics extended. John Wiley & Sons, 2013
(10th edition)
Recommended Literature • D.C. Giancoli: Physics for scientist and engineers, Prentice Hall, New Jersey, 2000
• The other sources from program fields. It is possible to use all books and Collection of problems on university level.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
32
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 20 20
Preparation for Final Examination 1 20 20
Assignment / Homework / Project 15 15
Seminar / Presentation 20 20
Total Workload 154
ECTS Credit (Total Workload / 25) 6
Course Code: CEN 112 Course Name: PROGRAMMING II
Level: Undergraduate Year: I Semester: II ECTS Credits: 6
Status: Compulsory Hours/Week: 3+2 Total Hours: 45+30
Course Description
The course fully covers the intermediate and advanced topics of programming in the “C/C++” programming. This course
provides students with a comprehensive study of the C/C++ programming language. Classroom lectures stress the strengths of C/C++,
which provide programmers with the means of writing efficient, maintainable, and portable code.
Course Objectives
Objectives of this course are to: introduce students to intermediate and advanced concept of programming; be able in principle to
program in an imperative (or procedural) programming language; learn good working practices: self-motivation, good time
management, making use of information sources, thinking and acting rationally, learning how to learn, and learning how to behave
and get the best from the adult environment of lecture room, laboratory and community of academics; increase the ability to learn
new programming languages; become effective problem solver.
Course Content
Week 1: Basics of C/C++. Flow Control.
Week 2: Expressions and Operators. Functions Week 3: The C Preprocessor. Arrays.
Week 4: Pointers. Local Memory.
Week 5: Reference Parameters. Heap Memory Week 6: Arrays and Pointers. Strings
Week 7: Recursion
Week 8: MIDTERM EXAM
Week 9: More on Pointers (1)
Week 10: 2D Arrays.
Week 11: More on Pointers (2) Week 12: Structures (1)
Week 13: Structures (2)
Week 14: Linked Lists (1) Week 15: Linked Lists (2)
Week 16: FINAL EXAM
Week 1: Lab 1: Basics of C/C++. Flow Control. Week 2: Lab 2: Expressions and Operators. Functions
Week 3: Lab 3: The C Preprocessor. Arrays.
Week 4: Lab 4: Pointers. Local Memory. Week 5: Lab 5: Reference Parameters. Heap Memory
Week 6: Lab 6: Arrays and Pointers. Strings
Week 7: Lab 7: Recursion Week 8: MIDTERM EXAM
Week 9: Lab 8: More on Pointers (1)
Week 10: Lab 9: 2D Arrays. Week 11: Lab 10: More on Pointers (2)
Week 12: Lab 11: Structures (1)
Week 13: Lab 12: Structures (2) Week 14: Lab 13: Linked Lists (1)
Week 15: Lab 14: Linked Lists (2)
Week 16: FINAL EXAM
Teaching Methods
Description
• Interactive lectures and communication with students
• Practical Sessions
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 10 %
Homework 0 % Term Paper 0 %
Assignment 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to: 10. Create algorithms to solve intermediate and advanced programming problems.
11. Analyze, design, implement, test and debug programs that using advanced topics.
12. Understand and use current research and developments in the area of programming languages. 13. Examine the dynamics of memory by the use of pointers.
14. Use different data structures and create/update basic data files.
Prerequisite Course(s) Programming I
Language of Instruction English
Mandatory Literature
• Kernighan & Ritchie, The C Programming Language
• Stephen Prata, “C Primer Plus”, 6th ed., 2013
• Deitel, “C How To Program 6th”, 6th ed., 2010
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 5 5
Preparation for Final Examination 1 5 5
Assignment / Homework / Project 1 65 65
Course Code: EEE 106 Course Name: FUNDAMENTALS OF ELECTRICAL ENGINEERING
Level: Undergraduate Year: I Semester: II ECTS Credits: 4
Status: Mandatory Hours/Week: 2+2 Total Hours: 30+30
Course Description
Introduction to fundamental concepts and applications of electrical engineering. The course begins with a discussion of
electricity. The concept of charge is introduced, and the properties of electrical forces are compared with those of other familiar forces, such as gravitation. Coulomb's Law, along with the principle of superposition, allows for the calculation of
electrostatic forces from a given charge distribution. Basic calculation related to electrical field and Gauss Low will be
explained. Circuits and Magnetisms will be presented during the class.
Course Objectives • To understanding basic laws, principles and phenomena in the area of electrical engineering,
• To provide theoretical and practical preparation enabling students to apply the acquired knowledge and skills in
professional and specialist courses.
Course Content
(weekly plan)
Week 1: Introduction to course topics
Week 2: Introduction to electricity, electrical charges Week 3: Electric field and Gauss low
Week 4: Electric Potential and Electric Energy
Week 5: Test 1 Week 6: Electric Potential and Electric Potential Energy.
Week 7: Capacitors and Preparation for the midterm exam
Week 8: Midterm Exam Week 9: Circuit and Magnetism, Basic magnetic values and phenomena
Week 10: Magnetic Field, Magnetic field intensity and flux
Week 11: Magnetic field and magnetic force Week 12: Test 2
Week 13: Lenz's and Faraday's Laws
Week 14: Electromagnetic induction Week 15: Preparation for the final exam
Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Tutorial 1: Introduction to electricity, electrical charges
Week 3: Tutorial 2: Electric field and Gauss low Week 4: Tutorial 3: Electric Potential and Electric Energy
Week 5: Tutorial 4: Solving problems from Test 1
Week 6: Tutorial 5: Electric Potential and Electric Potential Energy. Week 7: Tutorial 6: Capacitors and Preparation for the midterm exam
Week 8: Midterm Exam Week 9: Tutorial 7: Solving problems from Midterm exam and Circuit and Magnetism, Basic magnetic values and
phenomena
Week 10: Tutorial 8: Magnetic Field, Magnetic field intensity and flux
Week 11: Tutorial 9: Magnetic field and magnetic force
Week 12: Tutorial 10: Solving problems from Test 2
Week 13: Tutorial 11: Lenz's and Faraday's Laws Week 14: Tutorial 12: Electromagnetic induction
Week 15: Tutorial 13: Preparation for the final exam
Week 16: Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Lectures
• Recitation
• Experiments
• Presentations
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 0 % Attendance 5 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to:
6. define basic terms, values and laws in the area of electrostatics,
7. define basic terms, values and laws in the field of electromagnetism,
8. describe methods of implementing electrostatic and electromagnetic laws and phenomena in electric devices and
machines design,
9. recommend configuration of simple circuit/assembly for the set magnetic and electrical circuit parameters,
10. select engineering approach to problem solving based on the acquired physics and mathematical knowledge
Instruction Language English Prerequisite courses
Mandatory Literature •
Recommended Literature •
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
36
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 10 10
Seminar / Presentation 10 10
Total Workload 109
ECTS Credit (Total Workload / 25) 4
37
Course Code: BOS 102 Course Title: BOSNIAN/CROATIAN/SERBIAN LANGUAGE II
Level: Undergraduate Year: I Semester: II ECTS Credits: 2
Status: Elective Hours/Week: 2 Total Hours: 30
Course Coordinator: Izudin Tatarević
COURSE DESCRIPTION The Bosnian course adopts a multi-level methodology that integrates the skills of
reading, writing, listening, grammar, vocabulary and conversation. These skills are
reinforced at all levels and Bosnian is the only teaching language used in the class,
except when it is necessary to facilitate the explanation of a grammar rule or lexical
phrase to a beginner.
COURSE OBJECTIVES The Bosnian Course seeks to develop in the students the basic linguistic skills, analytical
skills, and cultural and literary knowledge which will enable them to appreciate the
uniqueness of other cultures and to function in Bosnian speaking communities around
the world.
COURSE CONTENTS 1. Three ways of forming present tense in Bosnian language and recognizing what
way will be used with what verb; making simple sentences with verb in present
tense
2. Collocations to express doubt, uncertainty or ignorance about something
3. Collocations to ask about the way and where to find something; adverbs left,
right, straight, back; Genitive and some of its use (with prepositions iz, od, do)
4. Collocations about the Post office and Bank; Accusative and some of its use
(object in sentence, with prepositions za, na)
5. Collocations about the weather; formal/informal communications; present tense
of verb to have
6. Conversation in restaurant; meeting with Bosnian meals and names for
different kind of food (fruit, vegetable, meat, other); present tense of verb to
have
7. Present tense and use of verbs to buy, to sit, to tell; future tense compared with
present tense
8. Conversation in clothing store; clothes and words related to it (colors, size...);
imperative
9. Comparison of adjectives, phonetic rule jotovanje
10. Conversation about health and parts of body (with four-way cross-words)
TEACHING/ASSESSMENT
Description
Teaching Methods Interactive lectures, Discussions and group
work, Project, Presentations
Description (%)
Student Assessment
Methods
Attendance
Midterm Examination
Final Examination
30%
30%
40%
Learning outcomes Students should be able to:
- Understand Bosnian language
- Communicate in basic Bosnian language
- Appreciate and know a little about Bosnian culture
Language of Instruction Bosnian, English, German
Textbook(s) - Bosanki jezik kao strani jezik, Zenaida Karavdić, Sarajevo 2011. - Bosanski jezik, Priručnik za strance, Minela Kerla, Nermina Alihodžić-
Usejnovski, Sarajevo 2013. - Hrvatski za početnike 1, Udžbenik hrvatskog kao drugog stranog jezika,
Zagreb 2006.
38
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (14 weeks x Lecture hours per week) 15 0 0
Laboratory / Practice (14 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 6 6
Preparation for Final Examination 1 8 8
Assignment / Homework / Project 1 1
Seminar / Presentation
Total Workload 50
ECTS Credit (Total Workload / 25) 2
39
Course Code : TDE 102 Course Name: TURKISH LANGUAGE II
Level : Undergraduate Year : 1 Semester : II ECTS Credits : 3
Status :Elective Hours/Week: 2 Total Hours : 30
Course Description Öğrenciler, Türk dili ve kültürü hakkında bilgi sahibi olur. Dili basit seviyede konuşur, yazar ve okur.
Öğrencilerde Türk diline ve kültüre karşı bir düşümce meydana gelir.
Course Objectives Türkçeyi doğru telaffuz ederek öğrenme; öğrenilen kelimeleri, dil bilgisi kurallarını sözlü iletişimde etkili bir şekilde
kullanabilme; öğrencinin ana dili konuşucuları ile etkili bir iletişime geçebilmesi için gerek duyduğu becerileri kazandırma
Course Content
(weekly plan)
• Etkinlikler; görülen geçmiş zaman öğretimi
• Portreler ve Fiziki Özellikler; görülen geçmiş zaman öğretimi
• İklim; pekiştirme sıfatları, ikilemeler
• Mekânlar; pekiştirme sıfatları, ikilemeler
• Ulaşım; geniş zaman öğretimi
• Spor; geniş zaman öğretimi
• Hayvanlar; geniş zaman öğretimi
• Kişilik Özellikleri; soru zarfları
• Özel Günler; gereklilik kipinin öğretimi
• Müzik; gereklilik kipinin öğretimi
• Problemler
• Ülke Tanıtımı
• Konuların Tekrar Edilmesi
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communication with students
• Discussions and group work
• Presentations (at least 1 per student per semester)
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 50 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
Upon successful completion of the courses in this discipline, the student will have acquired the following knowledge and
skills:
1. Türkçe yazma, konuşma ve okuma becerisini kazanır.
2. Kendini Türkçe tanıtır. Ailesinden Türkçe bahsedebilir
3. Eşyaların Türkçe karşılığını söyleyebilir.Dersler, günler ve ay isimlerini öğrenir.
4. Meslekler hakkında bilgi sahibi olur ve Türkçe meslek isimlerini bilir.
5. Pazar alışverişinde kullanılan terimlerin Türkçe karşılığını bilir. Yiyecek ve içeceklerin Türkçelerini bilir.
6. Orta seviyede Türkçe cümleler kurabilir.
7. Türkçe olarak adres tarifi vs. yapabilir.
8. Orta düzeyde kendini ifade edebilir ve iletişim kurabilecek düzeye gelir.
Prerequisite Course(s)
(if any) Turkish language I
Language of Instruction Türkçe
Mandatory Literature
• Lale Türkçe Kitabı Cilt 2
• Lale Türkçe Çalışma Kitabı 2
Recommended Literature Yeni Hitit, Yabancılara Türkçe Ders kitabı 2 (B1), Ankara Üniversitesi-Tömer, 3.baskı, 1984.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (14 weeks x Lecture hours per week) 15 0 0
Laboratory / Practice (14 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 1 1
Final Examination (1 week) 1 1 1
40
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 10 10
Assignment / Homework / Project 5 5
Seminar / Presentation
Total Workload 57
ECTS Credit (Total Workload / 25) 2
Course Code : GRM 102 Course Name: GERMAN LANGUAGE II
Level : Undergraduate Year : 1 Semester : II ECTS Credits : 3
Status :Compulsory Hours/Week: 2 Total Hours : 30
Course Description
This is a continuation of German Language I course. Interactive communication; grammatical structures and vocabulary
commonly used in newspapers, magazines, extended dialogues, readings texts, and short stories; information about the
culture of the German language through authentic materials.
Course Objectives
This course emphasizes the use of the German language for active communication. It has the following objectives:
• the comprehension of formal and informal spoken language;
• the acquisition of vocabulary and a grasp of language structure to allow for the accurate reading of newspaper
and magazine articles as well as modern literature;
• the ability to compose expository passages;
• the ability to express ideas orally with accuracy and fluency. Students will also learn valuable test-taking
strategies and self-evaluative skills.
Course Content
(weekly plan)
• Lektion 8 – Beruf und Arbeit
• Grammatik – modale Praposition als; Prateritum; Wortbildung Nomen
• Lektion 9 – Amter und Behorden
• Grammatik – Modalverben; Satzklammer; Pronomen; Imperativ
• Lektion 10 – Gesundheit und Krankheit
• Grammatik – Possessivartikel; Modalverb; Satzklammer
• Lektion 11 – In der Stadt unterwegs
• Midterm exam
• Grammatik – Preposition mit, an, auf, bei, hinter, in, neben, uber, unter, vor, zwischen, zu, nach, in
• Lektion 12 – Kundenservice
• Grammatik – Verben mit verschiedenen Prafixen; temporale Prapositionen vor, nach, bein, in
• Lektion 13 – Neue Kleider
• Grammatik – Demonstrativpronomen; Frageartikel welch-; Verben mit Dativ
• Lektion 14 – Feste
• Grammatik – Ordinalzahlen; Personalpronomen im Akkusativ
• Final exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communication with students
• Discussions and group work
• Presentations (at least 1 per student per semester)
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 10 % Final Exam 50 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
Upon successful completion of the courses in this discipline, the student will have acquired the following knowledge and
skills:
1. Demonstrate the confidence and listening/speaking skills necessary to participate successfully in spontaneous
aural/oral exchanges with native speakers of those particular languages.
2. Demonstrate reading comprehension of foreign language texts intended for developmental (or higher level)
foreign language courses.
3. Respond appropriately to written or spoken foreign language by writing paragraphs or short essays that
communicate ideas clearly.
Prerequisite Course(s)
(if any) German language I
Language of Instruction English
Mandatory Literature • Schritte plus 2 Audio-CD zumArbeitsbuchmitinteraktivenÜbungen, Monika Bovermann, Daniela Niebisch,
Franz Specht, Sylvette Penning-Hiemstra
Recommended Literature • Swick, Edward. The Everything Learning German Book: Speak, Write and Understand Basic German in No
Time, Adams Media; 1st edition, 2003.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (14 weeks x Lecture hours per week) 0 0 0
42
Laboratory / Practice (14 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 5 5
Preparation for Final Examination 1 5 5
Assignment / Homework / Project 3 3
Seminar / Presentation 3 3
Total Workload 50
ECTS Credit (Total Workload / 25) 2
Course Code: EEE 201 Course Name: CIRCUIT THEORY II
Level: Undergraduate Year: II Semester: III ECTS Credits: 6
Status: Mandatory Hours/Week : 3+3 Total Hours: 45+45
Course Description
The course has been designed to introduce fundamental principles of circuit theory commonly used in engineering research
and science applications. Techniques and principles of electrical circuit analysis including second order circuits, sinusoids
and
phasors, single phase power, three phase power circuit analysis, frequency response analysis, resonance, laplace (transient
and steady state analysis), inverse laplace.
Course Objectives
The basic objective of this course is to introduce students to the fundamental theory and mathematics for the analysis of
Alternating Current (AC) electrical circuits, frequency response and transfer function of circuits. Course goals are: 1. To develop an understanding of the fundamental laws and elements of electric circuits,
3. To be able to analyse the electrical circuits and learn the time domain analysis methods,
3. To know, understand, and apply time and frequency domain analysis.
Course Content
(weekly plan)
Week 1 Sinusoidal steady-state analysis Week 9 The Laplace Transform in Circuit Analysis
Week 2 Kirchhoff’s Low in frequency domain
Week 10 Inverse transform techniques, Theorems for
Laplace transforms
Week 3 Complex Impedance, Thevenin and Norton Equivalent Circuits
Week 11 Frequency Selective Circuits
Week 4 Sinusoidal steady-state power calculations Week 12 High pass filters, Low pass filters
Week 5 Three Phase Systems Week 13 Active filter circuits
Week 6 Analysis of the Wye-Wye Circuit, Analysis of the Wye-Delta Circuit
Week 14 Two-port Circuits
Week 7 Introduction to Laplace transform Week 15 Final exam preparation
Week 8 Midterm Exam Week 16 Final Exam
Tutorials
Week 1 Sinusoidal steady-state analysis Week 9 The Laplace Transform in Circuit Analysis
Week 2 Kirchhoff’s Low in frequency domain
Week 10 Inverse transform techniques, Theorems for
Laplace transforms
Week 3 Complex Impedance, Thevenin and Norton Equivalent Circuits
Week 11 Frequency Selective Circuits
Week 4 Quiz 1 Week 12 Quiz 2
Week 5 Sinusoidal steady-state power calculations, Three phase systems
Week 13 High pass filters, Low pass filters
Week 6 Analysis of the Wye-Wye Circuit,
Analysis of the Wye-Delta Circuit Week 14
Two-port Circuits
Week 7 Introduction to Laplace transform Week 15 Final exam preparation
Week 8 Midterm Exam Week 16 Final Exam
Laboratories
Week 1 Beginning of classes Week 9 Introduction to MATLAB, Simulink
Week 2 Introduction to MATLAB Week 10 Modelling of the circuits in the Simulink
Week 3 AC circuits Week 11 Solving problems in MATLAB
Week 4 AC RLC circuit Week 12 Solving problems in MATLAB
Week 5 Introduction to MATLAB, Plotting,
Functions Week 13
Series resonant circuit
Week 6 Power in AC circuit Week 14 Parallel resonant circuit
Week 7 Introduction to MATLAB, Branching
statements Week 15
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description Interactive lectures and communication with students Discussions and group work
Laboratory work Practice – problem solving
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 15 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
44
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. To analyse single-phase sinusoidal circuits,
2. To calculate the average and complex power in single-phase sinusoidal circuits,
3. To analyse balanced three-phase circuits applying single-phase equivalent circuits,
4. To find functional and operation Laplace transform of different functions,
5. To understand core system-theory concepts and constructs such as the transfer function, frequency response, and
impulse response;
6. To obtain response of various types of passive filter circuits
7. To understand two -port network analysis and frequency -selective operational amplifier circuits
Instruction Language English Prerequisite courses Electrical Circuit I, Calculus I
Mandatory Literature Electric Circuits, James W. Nilsson, Susan A. Riedel
Recommended Literature Basic Engineering Circuit analysis, J. David Irwin, 8th edition, Wiley & Sons, Limited, John,
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 3 45
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 20 20
Preparation for Final Examination 1 20 20
Assignment / Homework / Project 1 8 8
Lab/Practical exam 8 8
Total Workload 150
ECTS Credit (Total Workload / 25) 6
Course Code: EEE 205 Course Name: SEMICONDUCTOR DEVICES AND MODELING
Level: Undergraduate Year: II Semester: III ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description Semiconductor physics. p-n junction devices. Tunnel diode. Impact avalanche transit-time. Junction transistor. Metal-
semiconductor devices. Metal-insulator-semiconductor devices. Surface field effect. Optoelectronic devices. Semiconductor
lasers. Epitaxial process. Diffusion. Oxidation. Ion implantation. Metalization. Integrated circuit fabrication.
Course Objectives The main object is to understand the application of the semiconducting materials; and to gain more information about
techniques of their preparations and measurements and interpretation of the results.
Course Content
(weekly plan)
Week 1: Introduction
Week 2: Physics and Properties of Semiconductors: crystal structure, energy bands, statistics, Fermi level, carrier
concentration at thermal equilibrium
Week 3: Carrier transport phenomena, Hall effect, recombination Week 4: Optical and thermal properties, basic properties for semiconductor operation.
Week 5: Device Processing Technology: oxidation, diffusion, ion-implantation, deposition
Week 6: Lithography, etching and interconnect Week 7: Midterm Review
Week 8: Midterm Exam Week 9: Postmidterm Review Week 10: p-n Junction: depletion region, diffusion, generation-recombination, current-voltage characteristics
Week 11: Junction breakdown, charge storage and transient behavior.
Week 12: Bipolar transistor: transistor action and dependence on device structure, charge control switching model Week 13: Ebers-Moll Model, current-voltage characteristics, non-ideal and limiting effects at extremes of bias.
Week 14: State-of-the-Art Bipolar Transistor Technology: poly-si emitters, narrow base, structural tradeoffs in optimizing
performance. Week 15: Final Review
Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Tutorial 1: Physics and Properties of Semiconductors: crystal structure, energy bands, statistics, Fermi level, carrier
concentration at thermal equilibrium Week 3: Tutorial 2: Carrier transport phenomena, Hall effect, recombination
Week 4: Tutorial 3: Optical and thermal properties, basic properties for semiconductor operation.
Week 5: Tutorial 4: Device Processing Technology: oxidation, diffusion, ion-implantation, deposition Week 6: Tutorial 5: Lithography, etching and interconnect
Week 7: Tutorial 6: Midterm Review
Week 8: Midterm Exam Week 9: Tutorial 7: Postmidterm Review
Week 10: Tutorial8: p-n Junction: depletion region, diffusion, generation-recombination, current-voltage characteristics
Week 11: Tutorial 9:Junction breakdown, charge storage and transient behavior.
Week 12: Tutorial 10: Bipolar transistor: transistor action and dependence on device structure, charge control switching
model Week 13: Tutorial 11: Ebers-Moll Model, current-voltage characteristics, non-ideal and limiting effects at extremes of bias.
Week 14: Tutorial 12: State-of-the-Art Bipolar Transistor Technology: poly-si emitters, narrow base, structural tradeoffs in
optimizing performance. Lab5: Transistor characteristics
Week 15: Tutorial 13: Final Review
Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Week 3:
Week 4: Lab 1: Diode characteristics
Week 5: Lab 2: Diode characteristics - MultiSIM Week 6: Lab 3: LED diode characteristics
Week 7: Lab 4: LED diode characteristics - MultiSIM
Week 8: Midterm Exam Week 9: Lab 5: Zenner diode characteristics
Week 10: Lab 6: Zenner diode characteristics - MultiSIM
Week 11: Lab 7: Rectifiers and Filters Week 12: Lab 8: Rectifiers and Filters - MultiSIM
Week 13: Lab 9: Transistor characteristics
Week 14: Lab 10: Transistor characteristics – MultiSIM Week 15:
Week 16: Final Exam
Teaching Methods
Description • Interactive lectures and communications with students • Tutorials
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 15 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 5 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
46
Learning Outcomes
(please write 5-8 outcomes)
1. Explain and apply the semiconductor concepts of drift, diffusion, donors and acceptors, majority and minority
carriers, excess carriers, low level injection, minority carrier lifetime, quasi-neutrality, and quasi-statics; 2. Explain the underlying physics and principles of operation of p-n junction diodes, bipolar junction transistors
(BJTs), and describe and apply simple large signal circuit models for these devices which include charge storage
elements; 3. Explain how devices and integrated circuits are fabricated and describe discuss modern trends in the
microelectronics industry;
4. Explain, compare, and contrast the input, output, and gain characteristics of single-transistor 5. Determine the frequency range of simple electronic circuits and understand the high frequency limitations of
BJTs
6. Understand the limitations of the various device models, identify the appropriate model for a given problem or situation, and justify the selection; and
7. Design simple devices and circuits to meet stated operating specifications.
Instruction Language English Prerequisite courses
Mandatory Literature Robert L. Boylestad and Louis Nashelsky, “Electronic Devices and Circuit Theory,” 11th Edition, Pearson
Recommended Literature • P. Biljanović: Elektronički sklopovi, Školska knjiga, Zagreb, 1989.
• Dragoljub Milatović: Elektronski sklopovi, Svjetlost Sarajevo, 1986.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 15 15
Seminar / Presentation
Total Workload 119
ECTS Credit (Total Workload / 25) 5
Course Code: MTH 201
Course Name: DIFFERENTIAL EQUATIONS
Level: Undergraduate Year: II Semester: III ECTS Credits: 5
Status: Compulsory Hours/Week: 2+2 Total Hours: 30+30
Course Description Differential Equations: First-order differential equations, second-order linear equations, change of parameters, homogeneous and non-homogeneous equations, series solutions, Laplace transform, systems of first-order linear equations, boundary value
problems.
Course Objectives
Objectives of this course are to: introduce students to the topics of the course through symbolic,numeric, and graphic methods; substantially strengthen students’ problem solving skills by requiring them to analyze problems and form
mathematical models for these problems; encourage strive for excellence by introducing them to a competitive environment
where part of their performance will be based on performance of their peers.
Course Content
Week 1: Introduction. Types of differential equations (DE).
Week 2: First order Ordinary Differential Equations: Separable and homogeneous linear DE.
Week 3: First order ODEs: Exact DEs
Week 4: First order ODEs: Solution by integrating factor Week 5: First order ODEs: Linear DE
Week 6: Second order linear ODE: Introduction. Some
definitions. Week 7: Linear independence. Boundary and initial value
problems
Week 8: MIDTERM EXAM Week 9: Higher Order Linear DEs
Week 10: Definition of the Laplace Transform. Step
Functions. Week 11: DEs with Discontinuous Forcing Functions
Week 12: Impulse Functions. Convolution Integral
Week 13: Systems of DEs Week 14: Systems of DEs. Complex Eigenvalues
Week 15: Systems of DEs. Repeated Eigenvalues
Week 16: FINAL EXAM
Week 1: Lab 1: Introduction. Types of differential equations
Week 2: Lab 2: First order Ordinary Differential Equations:
Separable and homogeneous linear DE. Week 3: Lab 3: First order ODEs: Exact DE
Week 4: Lab 4: First order ODEs: Solution by integrating
factor Week 5: Lab 5: First order ODEs: Linear DE
Week 6: Lab 6: Second order linear ODE: Introduction. Some
definitions. Week 7: Lab 7: Linear independence. Boundary and initial
value problems
Week 8: MIDTERM EXAM Week 9: Lab 8: Higher Order Linear DEs
Week 10: Lab 9: Definition of the Laplace Transform. Step
Functions. Week 11: Lab 10: DEs with Discontinuous Forcing Functions
Week 12: Lab 11: Impulse Functions. Convolution Integral
Week 13: Lab 12: Systems of DEs Week 14: Lab 13: Systems of DEs. Complex Eigenvalues
Week 15: Lab 14: Systems of DEs. Repeated Eigenvalues
Week 16: FINAL EXAM
Teaching Methods
Description
• Interactive lectures and communication with students
• Practical Sessions
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 10 %
Homework 0 % Term Paper 0 %
Assignment 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
Upon completion of this course, the student should be able to: • classify differential equations by order, linearity, and homogeneity
• solve first order linear differential equations
• solve linear equations with constant coefficients • use separation of variables to solve differential equations
• solve exact differential equations
• use variation of parameters to solve differential equations • use the method of undetermined coefficients to solve differential equations
• determine whether a system of functions is linearly independent using the Wronksian
• model real-life applications using differential equations • use Laplace transforms and their inverses to solve differential equations
• solve systems of linear differential equations using matrix techniques and eigenvalues
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature W. E. Boyce and R. C. DiPrima, “Elementary Differential Equations and Boundary Value Problems”
Recommended Literature
Shepley L. Rose, “Differential Equations,” John Wiley & Son, Ltd.
C. Ray Wylie, “Differential Calculus,” Mc Graw Hill, 1979.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
48
Preparation for Midterm Examination 1 20 20
Preparation for Final Examination 1 20 20
Assignment / Homework / Project 1 20 20
Seminar / Presentation 0 0 0
Total Workload 124
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 395 Course Name: DIGITAL DESIGN
Level: Undergraduate Year: II Semester: III ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description Boolean algebra, number systems, data representation, logic theorems, canonical forms, simplification techniques, logic
gates, design of combinational circuits, timing and timing problems, sequential circuits, design of sequential circuits and the
algorithmic state machine, programmable logic devices, register operations, basic computer organization and design.
Course Objectives
Objective of this course is to give students:
Understanding of digital logic at the gate and switch level including both combinational and sequential logic elements;
Understanding of the clocking methodologies necessary to manage the flow of information and preservation of circuit state.;
Appreciation for the specification methods used in designing digital logic and the basics of the compilation process that
transforms the specifications into logic networks.
Course Content
(weekly plan)
Week 1: Course overview/ Digital Systems and Binary Numbers
Week 2: Boolean Algebra and Logic Gates
Week 3: Boolean Algebra and Logic Gates
Week 4: Quiz Week 5: Gate Level Minimization
Week 6: Combinational Logic
Week 7: Combinational Logic Week 8: Midterm Exam Week 9: Synchronous Sequential Logic
Week 10: Synchronous Sequential Logic Week 11: Registers and Counters
Week 12: Registers and Counters
Week 13: Memory and Programmable Logic Week 14: Memory and Programmable Logic
Week 15: Design at the Register Level
Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Tutorial 1: Binary numbers Week 3: Tutorial 2: Boolean Algebra and Logic Gates
Week 4: Tutorial 3: Solving problems from Quiz
Week 5: Tutorial 4: Gate Level Minimization Week 6: Tutorial 5: Combinational Logic
Week 7: Tutorial 6: Combinational Logic
Week 8: Midterm Exam Week 9: Tutorial 7: Solving problems from Midterm exam
Week 10: Tutorial 8: Synchronous Sequential Logic Week 11: Tutorial 9: Registers and Counters
Week 12: Tutorial 10: Registers and Counters
Week 13: Tutorial 11: Memory and Programmable Logic Week 14: Tutorial 12: Memory and Programmable Logic
Week 15: Tutorial 13: Design at the Register Level
Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Lab 1: Introductory lab (getting familiar with devices and equipment) Week 3: Lab 2: Introduction to Quartus
Week 4: Lab 3: Comparator
Week 5: Lab 4: Comparator - Quartus Week 6: Lab 5: Adders and Subtractors
Week 7: Lab 6: Adders and Subtractors - Quartus
Week 8: Midterm Exam Week 9: Lab 7: Encoder and Decoder - Quartus
Week 10: Lab 8: Multiplexers and Demultiplexer
Week 11: Lab 9: Multiplexers and Demultiplexer - Quartus Week 12: Lab 10: Flip - Flops
Week 13: Lab 11: Flip – Flops - Quartus
Week 14: Lab 12: Counters Week 15: Lab 13: Counters - Quartus
Week 16: Final Exam
Teaching Methods
Description
• Interactive lectures and communications with students
• Tutorials • Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
50
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to:
1. Describe the digital logic at the gate and switch level including both combinational and sequential logic elements. 2. Describe the clocking methodologies necessary to manage the flow of information and preservation of circuit state.
3. Define methods used in designing digital logic and apply them.
4. Acquire and demonstrate competency in technical skills applicable to digital design. 5. Analyze, synthesize, and develop probable solutions.
Instruction Language English Prerequisite courses
Mandatory Literature • M. Moris Mano and Charles R. Kime, Digital Design With An Introduction To a Verylog, Fifth Edition, Pearson,
2013.
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 20 20
Assignment / Homework / Project 1 16 16
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code : EEE 314 Course Name: ELECTRICAL MEASUREMENT AND INSTRUMENTATION
Level : Undergraduate Year : II Semester : III ECTS Credits : 5
Status : Mandatory Hours/Week: 2+2 Total Hours: 30+30
Course Description Units and principles of measurement. Error of measurement. Probability of error. Electronic measurements and electronic measuring instruments: Instrument amplifiers, signal sources, oscilloscopes, digital frequency meters, digital voltmeters. High
frequency and microwave measurement techniques.
Course Objectives
This course aims to: 1) Explain basic concepts and definitions in measurement.
2) Explain the operation and design of electronic instruments for parameter measurement
3) Explain the operation of oscilloscopes and the basic circuit blocks in the design of an oscilloscope. 4) Explain the circuitry and design of various function generators.
5) Explain the techniques used in signal analysis in time domain and frequency domain.
6) Explain the operation and design of counters. 7) Compare different ADC and DAC techniques and explain various circuits for conversion.
8) Explain the transmission line effects pertaining to linear and non-linear loads in the context of bounce diagrams.
Course Content
(weekly plan)
Week 1: Introduction
Week 2: Basic Concepts in Measurement
Week 3: Electronic Instruments for Parameter Measurement: AC/DC voltmeters, multimeters, digital voltmeter, component measurement, Q-meter, vector impedance meter
Week 4: Oscilloscopes: CRT’s, deflection systems, probes
Week 5: Function Generators: sine-wave generators, frequency synthesis, pulse generators
Week 6: Signal Analysis: Wave analysis, harmonic distortion analyzer, spectrum analyzer
Week 7: Midterm review
Week 8: Midterm exam
Week 9: Postmidterm review
Week 10: Counters
Week 11: A/D and D/A Conversion
Week 12: Measurement of Transmission Line Effects
Week 13: Bounce diagrams
Week 14: Linear and non-linear loads
Week 15: Final exam review
Week 16: Final exam
Week 1: Beginning of classes
Week 2: Lab 1: Basic Concepts in Measurement
Week 3: Lab 2: Electronic Instruments for Parameter Measurement: AC/DC voltmeters, multimeters, digital voltmeter, component measurement, Q-meter, vector impedance meter
Week 4: Lab 3: Oscilloscopes: CRT’s, deflection systems, probes
Week 5: Lab 4: Function Generators: sine-wave generators, frequency synthesis, pulse generators
Week 6: Lab 5: Signal Analysis: Wave analysis, harmonic distortion analyzer, spectrum analyzer
Week 7: Tutorial 1: Midterm review
Week 8: Midterm exam
Week 9: Tutorial 2: Postmidterm review
Week 10: Lab 6: Counters
Week 11: Lab 7: A/D and D/A Conversion
Week 12: Lab 8: Measurement of Transmission Line Effects
Week 13: Lab 9: Bounce diagrams
Week 14: Lab 10: Linear and non-linear loads
Week 15: Tutorial 3: Final exam review
Week 16: Final exam
52
Teaching Methods
Description
(list up to 4 methods)
1. Interactive
2. Discussions and group works 3. Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 30 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to:
1. perform measurements in electronics on their own 2. select right equipment for different measurement tasks 3. perform D/A and A/D conversion of signals
Prerequisite Course(s)
(if any)
-
Language of Instruction English
Mandatory Literature • A.D. Helfrick and W.D. Cooper, Modern Electronic Instrumentation and Measurement Techniques, Prentice-Hall, 1990
Recommended Literature
• D. Buchla and W. McLachen, Applied Electronic Instrumentation and Measurement, Maxwell Macmillan Int.
Publishing Group, 1992
• Alija Muharemović, Električna mjerenja, ETF Sarajevo 2005.
• Alija Muharemović, Irfan Turković, Električna mjerenja, Zbirka zadataka, Sarajevo 1996.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 10 10
Total Workload 124
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 202 Course Name: ELECTROMAGNETIC FIELD THEORY
Level: Undergraduate Year: II Semester: IV ECTS Credits: 5
Status: Mandatory Hours/Week: 2+2 Total Hours: 30+30
Course Description Vector Analysis. Electrostatic and Magnetostatic forces and fields in vacuum and in material bodies. Energy and potential.
Steady electric current and conductors. Dielectric properties of materials. Boundary conditions for electrostatic and
magnetostatic fields. Poisson's and Laplace's Equations. Magnetic circuits and inductance.
Course Objectives The aim of this course is to learn the fundamentals of static electromagnetic field theory.
Course Content
(weekly plan)
Week 1: Introduction
Week 2: Cylindrical and spherical coordinate systems, Grad, Div and Curl
Week 3: Electrical field intensity, Gauss law and Electric potential Week 4: Work and energy in electrostatics and conductors
Week 5: Special techniques
Week 6: Polarization and the field of polarized objects Week 7: The electric displacement and linear dielectrics
Week 8: Midterm Exam Week 9: Magnetostatics Week 10: Magnetic field in matter
Week 11: Magnetic field in matter
Week 12: Electromotive force and electromagnetic induction Week 13: Maxwell’s equations
Week 14: Conservation law
Week 15: Magnetic circuits Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Tutorial 1: Cylindrical and spherical coordinate systems, Grad, Div and Curl
Week 3: Tutorial 2: Electrical field intensity, Gauss law and Electric potential Week 4: Tutorial 3: Work and energy in electrostatics and conductors
Week 5: Quiz 1
Week 6: Tutorial 4: Polarization and the field of polarized objects Week 7: Tutorial 5: The electric displacement and linear dielectrics
Week 8: Midterm Exam Week 9: Tutorial 6: Magnetostatics Week 10: Tutorial 7: Magnetic field in matter
Week 11: Tutorial 8: Electromotive force and electromagnetic induction
Week 12: Quiz 2 Week 13: Tutorial 9: Maxwell’s equations
Week 14: Tutorial 10: Conservation law
Week 15: Tutorial 11: Final review Week 16: Final Exam
Teaching Methods
Description • Interactive lectures and communications with students • Tutorials
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
When the students have passed the course, they shall be able to:
- have a good knowledge of vector analysis and be able to use analytical methods for solving field theory problems
- have a good understanding of the theory of electromagnetic fields and Maxwell's equations and be able to apply this to
solve problems
- have knowledge of various applications of electromagnetic theory - be able to solve both theoretical and applied tasks in the field of electromagnetic field theory
Instruction Language English Prerequisite courses
Mandatory Literature • Engineering Electromagnetics, W. H. Hayt, Jr., J. A. Buck - Seventh Edition, 2007, McGraw-Hill, ISBN: 007-124449-
2;
Recommended Literature
• Fundamentals of Engineering Electromagnetics, David K. Cheng - International Edition, Pearson, ISBN: 0-201-60071-
4;
• Ejup Hot i saradnici: Teorija elektromagnetnih polja, ETF Sarajevo 2002.
• Zijad Haznadar, Željko Štih: Elektromagnetizam, Sarajevo 1998.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
54
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 1 15 15
Seminar / Presentation 1 16 16
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 206 Course Name: ELECTRONICS I
Level: Undergraduate Year: II Semester: IV ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description
This course aims at providing a next step after semiconductors and basic electronics course, showing the application of
transistor-based circuits, dc and ac analysis of such circuits and providing a general framework for electronic analysis. The
course combines the knowledge students obtained from Signals and Systems, Semiconductors and Electrical Circuits in order to give them a full engineering apparatus for electronics.
Course Objectives After completion of this course the student will have theoretical and practical knowledge about analog electronics, with the
ability to design and analyse analog electronic circuits based on unipolar and bipolar transistors, as well as operational amplifiers. Students are also able to apply this knowledge in building of circuits for signal processing (filtering).
Course Content
(weekly plan)
Week 1 Introduction Week 9 FET frequency response
Week 2 BJT DC analysis Week 10 Operational amplifiers
Week 3 BJT DC analysis Week 11 Op-amp applications
Week 4 FET DC analysis Week 12 Filters
Week 5 BJT AC analysis Week 13 Feedback
Week 6 FET AC analysis Week 14 Oscillators
Week 7 BJT frequency response Week 15 A/D and D/A conversion
Week 8 Midterm Exam Week 16 Final Exam
Laboratories
Week 1 Beginning of classes Week 9 Post midterm review
Week 2 BJT DC analysis Week 10 FET frequency response
Week 3 BJT DC analysis Week 11 Operational amplifiers
Week 4 FET DC analysis Week 12 Operational amplifiers
Week 5 BJT AC analysis Week 13 Op-amp applications
Week 6 FET AC analysis Week 14 Op-amp applications
Week 7 BJT frequency response Week 15 Preparation for Final exam
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0% Lab/Practical Exam 15 %
Homework 15 % Term Paper 0 %
Project 0% Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After this course, the student will be able to:
- analyse fairly complex analog electronical circuits both mathematically, using computer models and laboratory models - design fairly complex analog electronical circuits and test their functionality
- select analog electronical components for various applications according to design requests
- apply the knowledge in practical environment, e.g. sensor interfaces and signal processing
Instruction Language English Prerequisite courses
Mandatory Literature • Robert L. Boylestad, Louis Nashelsky, "Electronic Devices and Circuit Theory", Pearson 2013
Recommended Literature • Schaumann, Rolf. Design of analog filters. Oxford University Press, USA, 2001.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
56
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 1 16 16
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 212 Course Name: SIGNALS AND SYSTEMS
Level: Undergraduate Year: II Semester: IV ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description
The course presents and integrates the basic concepts for continuous-time signals and systems. Signal and system
representations are developed for both time and frequency domains. These representations are related through the Fourier
transform and its generalizations, which are explored in detail. Filter design and modulation for analog systems are discussed and illustrated.
Course Objectives The aim of this course is to provide fundamental concepts in signals and systems, as an introduction to analog and digital
signal processing. Signal processing represents a base upon which various engineering systems are build, including communication systems, digital systems, image processing, speech processing, consumer electronics, and data processing.
Course Content
(weekly plan)
Week 1: Introduction to signals and systems
Week 2: Continuous-Time Signals Week 3: Continuous-Time Signals
Week 4: Continuous-Time Systems
Week 5: Continuous-Time Systems Week 6: Direct Laplace Transform
Week 7: Midterm Review
Week 8: Midterm Exam Week 9: Post-midterm Review
Week 10: Inverse Laplace Transform
Week 11: The Fourier Series Week 12: The Fourier Series
Week 13: The Fourier Transform
Week 14: The Fourier Transform Week 15: Final Exam Review
Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Tutorial 1: Classification of signals
Week 3: Tutorial 2: Basic signal operations Week 4: Tutorial 3: System (impulse) response
Week 5: Lab 1: Basic plotting of signals - MATLAB
Week 6: Tutorial 4: Laplace Transform Week 7: Tutorial 5: Midterm Review
Week 8: Midterm Exam Week 9: Tutorial 6: Post-midterm Review Week 10: Lab 2: Laplace transform - MATLAB
Week 11: Tutorial 7: Fourier Series
Week 12: Lab 3: Fourier series - MATLAB
Week 13: Tutorial 8: The Fourier Transform
Week 14: Tutorial 9: The Fourier Transform of Some Useful Functions Week 15: Tutorial 10: Properties of Fourier Transform
Week 16: Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communication with students
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 15 %
Homework 0% Term Paper 0 %
Project 0 % Attendance 5 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
• Describe the most important properties of LTI systems;
• Understand mathematical descriptions and representations of continuous signals and systems;
• Apply same useful operations to the signals, such as shifting, scaling and inversion. This means that student will be
able to manipulate with the signal to obtain a desired form;
• Understand the process of time and frequency convolution of two functions and how convolution affects the bandwidth
of the product of two signals;
• Familiarize with the idea of representing continuous time signals and LTI systems in the frequency domain;
• Understand spectral representation of signals via Fourier Series and Fourier Transform and their properties and
applications;
• Ability to solve differential equations using Fourier transforms;
• Improve the knowledge of mathematics and thus be more prepared for learning and mastering many other courses;
Instruction Language English Prerequisite courses
Mandatory Literature Luis F. Chaparro, “Signals and Systems using MATLAB”, Academic Press
Recommended Literature -
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
58
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 1 16 16
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: MTH 204
Course Name: NUMERICAL ANALYSIS
Level: Undergraduate Year: II Semester: III ECTS Credits: 5
Status: Compulsory Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course covers numerical methods for various types of linear systems of equations (full, triangular, banded), the least squares method for inconsistent systems, nonlinear equations (scalar and system), eigenvalue problem, integration, derivation,
interpolation and initial and boundary value problems for ODE. It introduces students to basic technologies for numerical
methods, such as linearization, discretization and extrapolation, and also to theoretical concepts such as order of accuracy, speed of convergence, complexity, condition and stability.
Course Objectives Objectives of this course are to: introduce students to the topics of the course through symbolic,numeric, and graphic
methods; substantially strengthen students’ problem solving skills by requiring them to analyze problems, and use appropriate technology for solving these problems.
Course Content
Week 1: MATLAB – Basics. Variables and Basic Data Structures
Week 2: Functions. Branching Statements Iteration.
Recursion Week 3: Complexity. Representation of Numbers
Week 4: Errors, Good Programming Practices, and
Debugging. Week 5: Visualization and Plotting
Week 6: Reading and Writing Data
Week 7: Linear algebra and systems of linear equations Week 8: MIDTERM EXAM
Week 9: Least Squares Regression
Week 10: Interpolation Week 11: Series
Week 12: Root Finding
Week 13: Numerical Differentiation Week 14: Numerical Integration
Week 15: Ordinary Differential Equations
Week 16: FINAL EXAM
Week 1: Lab 1: MATLAB – Basics. Variables and Basic Data
Structures Week 2: Lab 2: Functions. Branching Statements Iteration.
Recursion
Week 3: Lab 3: Complexity. Representation of Numbers Week 4: Lab 4: Errors, Good Programming Practices, and
Debugging.
Week 5: Lab 5: Visualization and Plotting order ODEs: Linear DE
Week 6: Lab 6: Reading and Writing Data
Week 7: Lab 7: Linear algebra and systems of linear equations Week 8: MIDTERM EXAM
Week 9: Lab 8: Least Squares Regression
Week 10: Lab 9: Interpolation Week 11: Lab 10: Series
Week 12: Lab 11: Root Finding
Week 13: Lab 12: Numerical Differentiation Week 14: Lab 13: Numerical Integration
Week 15: Lab 14: Ordinary Differential Equations
Week 16: FINAL EXAM
Teaching Methods
Description
• Interactive lectures and communication with students
• Practical Sessions
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 10 %
Homework 0 % Term Paper 0 %
Assignment 0 % Attendance 0 %
Midterm Exam 40 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
Upon completion of this course, the student should be able to: 1. identify different mathematical problems and reformulate them in a way that is appropriate for numerical treatment
2. choose appropriate numerical method for treatment of the given problem
3. explain choice of method by accounting for advantages and limitations 4. choose an algorithm that implies efficient calculations and implement it in MATLAB
5. present the results in a relevant and illustrative way
6. estimate the reliability of the results 7. use functions from MATLAB for efficient calculations and visualisation
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature An Introduction to MATLAB Programming and Numerical Methods for Engineers, by Timmy Siauw and Alexandre M. Bayen
Recommended Literature Laurene V. Fausett, Applied Numerical Analysis Using MATLAB, Second Edition, Pearson, 2008
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 20 20
Preparation for Final Examination 1 20 20
Assignment / Homework / Project 1 20 20
Seminar / Presentation 0 0 0
Course Code: MTH 205 Course Name: PROBABILITY AND STATISTICS FOR ENGINEERS
Level: Undergraduate Year: II Semester: IV ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description
Probability and Statistics for Engineers: Descriptive statistics. Sets, events, and probability. Random variables, discrete and
continuous distributions. Mathematical expectation and correlation analysis. Discrete probability and popular distributions,
Poisson process. Continuous probability distributions. Introduction to reliability theory and failure. Functions of random variables. Introduction to estimation theory. Simple and multiple regression and correlation, least squares. Statistics of
extreme events. Testing of hypothesis. Engineering application.
Course Objectives
This course introduces students to various aspects of statistical analysis. The objective is to expose the students to elements of probability and probability distributions, and statistical inference. We try to keep a balance between theory and
methodology. The students use differential and integral calculus to investigate different properties of random variables and
their functions. They also learn how to apply statistical analysis to solve real-life problems. Many examples are used to show the applicability of the probability theory and statistical analysis.
Course Content
(weekly plan)
Week 1: Introduction
Week 2: Set theory, events, sample space, definition and axioms of probability Week 3: Discrete, continuous and mixed random variables, probability mass functions, probability distribution functions
Week 4: Probability density functions, cumulative distribution functions, mean and variance
Week 5: Families of continuous and discrete random variables Week 6: Pairs of random variables and joint probability functions
Week 7: Random vectors and probability functions associated with them
Week 8: Midterm Exam Week 9: Applications of s and z transform
Week 10: Applications of s and z transform
Week 11: Gaussian probability density Week 12: Central limit theorem
Week 13: Stochastic processes, independent identically distributed random sequences, Poisson process
Week 14: Expected value and correlation, stationary and wide sense stationary processes, ergodicity, Cross correlation, Gaussian processes
Week 15: Markov Chains
Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Tutorial 1: Set theory, events, sample space, definition and axioms of probability Week 3: Tutorial 2: Discrete, continuous and mixed random variables, probability mass functions, probability distribution
functions
Week 4: Tutorial 3: Probability density functions, cumulative distribution functions, mean and variance and Quiz 1 Week 5: Tutorial 4: Families of continuous and discrete random variables
Week 6: Tutorial 5: Pairs of random variables and joint probability functions
Week 7: Tutorial 6: Random vectors and probability functions associated with them
Week 8: Midterm Exam Week 9: Tutorial 7: Applications of s and z transform Week 10: Tutorial 8: Applications of s and z transform
Week 11: Tutorial 9: Gaussian probability density
Week 12: Tutorial 10: Central limit theorem and Quiz 2 Week 13: Tutorial 11: Stochastic processes, independent identically distributed random sequences, Poisson process
Week 14: Tutorial 12: Expected value and correlation, stationary and wide sense stationary processes, ergodicity, Cross
correlation, Gaussian processes Week 15: Tutorial 13: Markov Chains
Week 16: Final Exam
Teaching Methods
Description • Interactive lectures and communications with students • Tutorials
Assessment Methods
Description (%)
Quiz 30 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After successfully completing the course, s students should be able to do the following:
1. Use statistical methodology and tools in the engineering problem - solving process. 2. Compute and interpret descriptive statistics using numerical and graphical techniques.
3. Understand the basic concept s of p probability, random variables, probability distribution, and joint probability
distribution. 4. Compute point estimation of parameters, explain sampling distributions, and understand the central limit theorem.
5. Construct confidence intervals on parameters for a single sample
Instruction Language English Prerequisite courses
Mandatory Literature • Probability, Statistics and Random Processes Dr.K.Murugesan & P.Gurusamy by Anuradha Agencies, Deepti
Publications.
Recommended Literature • Advanced Engineering Mathematics (Eighth edition), Erwin Kreyszig, John Wiley and Sons (ASIA) Pvt. Ltd., 2001.
• Probability and Statistics for Engineers: G.S.S.Bhishma Rao,sitech., Second edition 2005.
62
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 1 16 16
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: CEN 382 Course Name: MICROPROCESSORS AND MICROCOMPUTING
Level: Undergraduate Year: II Semester: IV ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description Introduction of computer and microprocessor architecture, with focus on Altera\\\\'s Nios-II soft processor. Computer
organisation, design and synthesis are covered, as well as use of microcontrollers.
Course Objectives Student should be able to analyze and synthesize a computer system at a certain level of complexity and to use advantages of a particular architecture, implement assembly programs and assembly code snippets in C code.
Course Content
(weekly plan)
Week 1 Basic Structure of Computers Week 9 Pipelining
Week 2 Instruction Set Architecture Week 10 I/O Organisation
Week 3 Instruction Set Architecture Week 11 The Memory System
Week 4 The Altera Nios II Processor Week 12 The Memory System
Week 5 Basic I/O Week 13 Arithmetic
Week 6 Software Week 14 Arithmetic
Week 7 Basic Processing Unit Week 15 Embedded Systems
Week 8 Mid-term Examination Week 16 Final Exam
Week 1 Beginning of classes
Week 9 Lab 7: Input/Output in an Embedded
System
Week 2 Lab 1: Introduction to FPGA and Assembler
Week 10 Lab 8: Using Interrupts with Assembly Code
Week 3 Lab 2: Using an Altera Nios II System
Week 11 Lab 9: Using C code with the Nios II
Processor
Week 4 Lab 3: Using Logic Instructions with the
Nios II Processor Week 12
Lab 10: Using Interrupts with C code
Week 5 Lab 4: Subroutines and Stacks
Week 13 Lab 11: Introduction to Graphics and Animation
Week 6 Lab 5: Recap Week 14 Lab 12: Recap
Week 7 Lab 6: Quiz Week 15 Lab 13: Quiz
Week 8 Mid-term Examination Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive Lectures
• Practical Sessions
• Exercises
• Presentation
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 10 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to:
1. Describe the architecture of microprocessors. 2. Define instruction set for a particular microprocessor.
3. Use practicaly assembly language for Nios-II as well as C for Nios-II.
4. Outline the topics on the hardware, on which programs execute. 5. Define memory hierarchies, I/O interfaces, bus concepts, serial I/O devices, and interrupt control devices.
Instruction Language English Prerequisite courses
Mandatory Literature • Hamacher, Carl, Zvonko Vranesic, and Safwat Zaky. Computer organization. McGraw-Hill,2002.
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
64
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 1 16 16
Seminar / Presentation -
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 311 Course Name: ELECTRONICS II
Level: Undergraduate Year: III Semester: V ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description This course provides a solid foundation in the digital electronics based on discrete and integrated circuits. Students will be
able to understand current devices, to design electronic structures and exploit them in novel applications.
Course Objectives After completion of this course the student will have theoretical and practical knowledge about digital logic circuits, based on discrete and integrated components. Students will be able to independently use, design, calculate and evaluate most
commonly used integrated circuits, such as logic circuits, multivibrators, timers, counters etc.
Course Content
(weekly plan)
Week 1 The Transistor as a Switch Week 9 Postmidterm Review
Week 2 The MOS Switch Week 10 Flip – Flops
Week 3 Multivibrators Based on Discrete
Components Week 11
Timing Circuit
Week 4 Multivibrators Based on OP-AMP: Week 12 Registers and Counters, Dynamic Logic
Week 5 Technology of Digital Integrated Circuits Week 13 Semiconductor Memories, ET Biasing
Week 6 Bipolar Logic Circuits
Week 14 ROM, PROM, EPROM, EEPROM
memories
Week 7 MOS Gates Week 15 PLA and PLD Structures
Week 8 Midterm Exam Week 16 Final Exam
Week 1 Beginning of classes
Week 9 Lab 6: Multivibrators based on discrete
components (CMOS) 2
Week 2 Lab 1: Components and instruments 1 Week 10 Lab 7: OP – AMP
Week 3 Lab 2: Components and instruments 2
Week 11 Lab 8: Multivibrators based on discrete
components (OP – AMP)
Week 4 Lab 3: The Transistor as a switch Week 12 Lab 9: Integrator based on OP – AMP
Week 5 Lab 4: CMOS (NAND, NOR, OR, AND) Week 13 Lab 10: NE555
Week 6 Lab 5: Multivibrators based on discrete
components (CMOS) Week 14
Lab 11: Multivibrators based on discrete
components (NE555)
Week 7 Preparation week Week 15 Preparation week
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0% Lab/Practical Exam 20 %
Homework 10 % Term Paper 0 %
Project 0% Attendance 10 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After this course, the student will be able to:
- analyse fairly complex digital circuits both mathematically, using computer models and laboratory models
- design fairly complex digital electronical circuits and test their functionality - select digital electronical components for various applications according to design requests
- apply the knowledge in practical environment, e.g. FPGA design, systems on chip
Instruction Language English Prerequisite courses
Mandatory Literature • Digital Integrated Circuits (2nd Edition): M. Rabaey, Anantha Chandrakasan, and Borivoje Nikolic
Recommended Literature • Digital integrated electronics: Herbert Taub, Donald Shilling
• Slides and Notes from Lectures
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
66
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 1 8 8
Seminar / Presentation 1 8 8
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 390 Course Name: INTERNSHIP
Level: Undergraduate Year: III Semester: V ECTS Credits: 5
Status: Mandatory Hours/Week: 0+20 Total Hours: 0+120
Course Description
Students must complete a 30 business-day (6 weeks) summer practice in a company working in the field of electrical and
electronics engineering on a part-time basis (4 hours per day). If the company accepts a student for a total of 30 days (which
makes around 20 business-days), the student must work for at least 6 hours per day. At the end of the internship period, students are supposed to complete at least 120 hours.
Course Objectives
Internships for academic credit add a significant workplace experience to a student's education. Students earn a total of 5
ECTS of academic credit for their internships. They gain valuable "on the job" work experience related to a chosen focus in electrical and electronics engineering applications. In addition, internships permit students to interact with professionals in
the fields of work in which they may one day have careers.
Course Content
(weekly plan)
• WEEK 1 - 20 hours
• WEEK 2 – 20 hours
• WEEK 3 – 20 hours
• WEEK 4 – 20 hours
• WEEK 5 – 20 hours
• WEEK 6 – 20 hours
• WEEK 1 – 30 hours
• WEEK 2 – 30 hours
• WEEK 3 – 30 hours
• WEEK 4 – 30 hours
Teaching Methods
Description
(list up to 4 methods)
• Industrial Training
• “On the job” work experience
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 0 % Class Deliverables (Forms) 20 %
Presentation (Notebook) 30 % Final Exam (Company Evaluation) 50 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Begin to work effectively as part of a team, developing interpersonal, organisational and problem-solving skills within
a managed environment, exercising some personal responsibility.
2. Apply theory, techniques and relevant tools to the specification, analysis, design, implementation and testing of a
simple electrical engineering product;
3. Actively participate in, reflect on, and begin to take responsibility for, personal learning and development;
Instruction Language English Prerequisite courses
Mandatory Literature
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 0 0 0
Laboratory / Practice (30 days x hours per day) 30 4 120
Midterm Examination (1 week) 0 0 0
Final Examination (1 week) 1 1 1
Preparation for Midterm Examination 0 0 0
Preparation for Final Examination 1 3 3
Assignment / Homework / Project 0 0 0
Seminar / Presentation 1 1 1
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 382 Course Name: LINEAR CONTROL SYSTEMS
Level: Undergraduate Year: III Semester: VI ECTS Credits: 5
Status: Mandatory Hours/Week: 3+2 Total Hours: 45+30
Course Description This course introduces the concepts of control and stability on top of concepts of signals and systems, time and frequency
analysis, differential equations and transfer functions introduced earlier. Course as such introduces the process control and
industrial control basics, helping the students see the application on control theory in practical environment.
Course Objectives After completion of this course, the student is able to design and/or analyse a control system, analyse stability of continuous
time systems described with transfer functions/differential equations, as well as intuitively predict the system behaviour
based on its structure.
Course Content
(weekly plan)
Week 1: Introduction
Week 2: Time and s domain
Week 3: Time and s domain Week 4: Block Algebra
Week 5: Block Algebra
Week 6: Bode and Nyquist Plots Week 7: Midterm review
Week 8: Midterm Exam
Week 9: Bode and Nyquist Plots Week 10: Stability
Week 11: Stability
Week 12: Practical examples Week 13: Root Locus Method
Week 14: Root Locus Method
Week 15: Final Review Week 16: Final Exam
Week 1: Beginning of classes
Week 2: Tutorial 1: Time and s domain
Week 3: Lab 1: Time and s domain - MATLAB Week 4: Tutorial 2: Block Algebra
Week 5: Lab 2: Block Algebra - MATLAB
Week 6: Tutorial 3: Bode and Nyquist Plots Week 7: Lab 3: Introduction to FESTO, Level controlled system
Week 8: Midterm Exam
Week 9: Lab 4: Bode and Nyquist Plots Week 10: Tutorial 4: Stability
Week 11: Lab 5: Stability - MATLAB
Week 12: Lab 6: FESTO - PID
Week 13: Tutorial 5: Root Locus Method
Week 14: Lab 7: Root Locus Method Week 15: Lab 8: FESTO – Flow controlled system
Week 16: Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 30 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 5 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After this course, the student will be able to:
- analyse and design classic control loops
- assess system stability - tune control systems to suit the requirements
- build control systems using analog and digital electronics components
- build microprocessor based control systems
Instruction Language English Prerequisite courses
Mandatory Literature • James K. Roberge,"Operational Amplifiers: Theory and Practice", MIT Open CourseWare 2013
Recommended Literature • Mujo Hebibović, Teorija automatskog upravljanja, ETF u Sarajevu 2003.godine.
• Engelberg, Shlomo. A mathematical introduction to control theory. Vol. 2. Imperial College Press, 2005.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
69
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 1 10 10
Seminar / Presentation 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
70
Course Code: EEE 392 Course Name: SENIOR DESIGN PROJECT
Level: Undergraduate Year: III Semester: VI ECTS Credits: 5
Status: Mandatory Hours/Week: 0+5 Total Hours : 0+75
Course Description
An independent study under the supervision of an advisor: Research on exploring and defining a potential study area suitable
for a senior design project. Identification of a specific problem from the selected study area in electrical and electronics
engineering. Results from this study are documented and presented in the form of a design project proposal. Design and implementation of the project proposed. Presentation of the results in both oral and written forms.
Course Objectives
• To do research trying to explore, define, and identify a specific electrical and electronics engineering problem.
• To document the research results with a proposal of a design project.
• To provide the student with the experience of conceiving, designing, and implementing a hardware project or
hardware-related design project proposed.
• To document the results.
• To present the implemented project orally.
Course Content
(weekly plan)
Week 1
Submission of Project Proposals by the
Faculty and Announcement of the Proposed Projects
Week 9
Submission of Project Progress Reports to the
Advisor copy
Week 2 Application for a Proposed Project, or
Proposing Student’s Own Project Week 10
Implementation of the project.
Week 3 Announcement of the Projects Assignments
to the Students Week 11
Submission of Project Progress Reports to the
Advisor 1 copy
Week 4 Description of Project Requirements (in-class meeting) & Research
Week 12 Implementation of the project
Week 5 Doing Research
Week 13 Submission of Final Project Reports to the
Advisor 1 copy
Week 6
Submission of Project Proposals by the
Faculty and Announcement of the Proposed Projects
Week 14
Submission of Final Project Reports to the
Coordinator 3 copies
Week 7 Application for a Proposed Project, or
Proposing Student’s Own Project Week 15
Submission of Project Progress Reports to the
Advisor copy
Week 8 Announcement of the Projects Assignments
to the Students Week 16
Implementation of the project.
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions • Individual work
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 0% Term Paper 0 %
Project 30 % Attendance 50 %
Midterm Exam 0 % Class Deliverables 0 %
Presentation 0 % Final Exam (Presentation) 20 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Demonstrate knowledge of fundamental aspects of the theories, principles and practice of electrical engineering;
2. Apply theory, techniques and relevant tools to the specification, analysis, design, implementation and testing of a
simple electrical engineering product 3. Actively participate in, reflect on, and begin to take responsibility for, personal learning and development;
4. Evaluate theories, processes and outcomes within an ambiguous setting;
5. Present information in oral, written and graphic forms in order to communicate effectively with peers and tutors
Instruction Language English Prerequisite courses
Mandatory Literature
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 0 0 0
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 5 75
Midterm Examination (1 week) 0 0 0
Final Examination (1 week) 1 1 1
Preparation for Midterm Examination 0 0 0
Preparation for Final Examination 1 10 10
71
Assignment / Homework / Project 1 38 38
Seminar / Presentation 1 1 1
Total Workload 125
ECTS Credit (Total Workload / 25) 5
72
Course Code: EEE 310 Course Name: ELECTROMAGNETIC WAVE THEORY
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description Wave equations. Modelling of aerial lines and cables. Modal analysis of transmission lines. Power line carrier
communications. Mode coupling. Solution of transmission line transients using lattice, Fourier transform and time domain
methods.
Course Objectives
Obtain an understanding of Maxwell’s equations and be able to apply them to solving practical electromagnetic fields
problems. Fundamental concepts covered will include: laws governing electrodynamics, plane wave propagation in different
media, power flow, polarization, transmission and relection at an interface, transmission lines, microwave networks, waveguides, radiation and antennas, wireless systems design and examples.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Maxwell's Equations Week 10 Guided waves
Week 3 Wave equations Week 11 Waveguides
Week 4 Electromagnetic waves Week 12 Transmission lines
Week 5 Time-Harmonic EM waves Week 13 Antennas and propagations – Part I
Week 6 Plane waves Week 14 Antennas and propagations – Part II
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures
• Presentations
• Problem solving
• Exercises
• Assignments
Assessment Methods
Description (%)
Quiz 5 % Lab/Practical Exam 0 %
Homework 5% Term Paper 0 %
Project 0 % Attendance 5 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 15 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
By the end of this course students will be able to:
1. Understand and adequately apply Maxwell’s equations;
2. Recognize and understand all forms of wave equations and wave propagations; 3. Demonstrate theoretical knowledge related to this course and be able to apply it in problem solving from
electromagnetic courses.
Instruction Language English Prerequisite courses
Mandatory Literature • "Field and Wave Electromagnetics" David K. Cheng
Recommended Literature • “Electromagnetic Wave Theory" J. A. Kong
• "Fundamentals of Electromagnetics with Engineering Applications" S.M. Wenthworth
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 5 5 25
Seminar / Presentation 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
73
Course Code: EEE 320 Course Name: INTRODUCTION TO ENERGY SYSTEMS
Level: Undergraduate Year: III Semester: V / VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
It provides students with a comprehensive look at the history and nature of energy production and consumption. The course
provides students with an introduction to energy systems so that they may understand the physical processes that govern energy conversion into forms used by society. Current problems related to the energy supply, renewable sources of energy,
transformation of energy will be explained. Importance of energy strategies in Bosnia and EU will be presented. Students
will be introduced with basic characteristic about the renewable sources of energy and the other conventional energy resources, their characteristic’s, limits, reserves.
Course Objectives
This course is intended to give the students an understanding of energy systems fundamentals and operation. Basic electrical
terminology and concepts are explained in simple to understand terms with regard energy production and consumption, as well as transformation of energy. Furthermore, the objective of the course is to give understanding the basic concepts of
energy systems and new trends in energy consumption and politics.
Course Content
(weekly plan)
Week 1 Introduction to course topics.
Week 9 Renewable sources of energy II Wind energy
Week 2 What is energy system and its components?
Basic terms. Week 10
Conventional sources of energy
Week 3 Production of energy from different sources. Week 11 Transport of energy
Week 4 Problem of energy supply and classification of energy sources.
Week 12 Energy efficiency
Week 5 Energy transformation. Energy reserves. Week 13 Energy strategies
Week 6 Renewable sources of energy I
Solar energy Week 14
Energy and environment
Week 7 Preparation for the midterm exam Week 15 Preparation for the final exam
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Lectures
• Recitation
• Experiments
• Presentations
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 5 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 10 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to:
11. Define basic energy terms.
12. Understand the importance of energy in our current technological society
13. Understand basic concept of energy transformation
14. Understand basic terms related to the different energy sources
15. Develop interpersonal and listening skills.
Instruction Language English Prerequisite courses
Mandatory Literature •
Recommended Literature •
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 20 20
Assignment / Homework / Project 15 15
Seminar / Presentation 15 15
Total Workload 129
75
Course Code : EEE 321 Course Name: MICROWAVE ENGINEERING
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description Microwave transmission, transmission lines and waveguides. Microwave circuits. Scattering parameters. Microwave resonators. Microwave using ferrites. Generation and amplification of microwaves. Klystrons, magnetrons, traveling wave
tubes. Semiconductors in microwaves
Course Objectives To introduce the high frequency behavior of circuit and network elements as well as the analysis and the design of passive microwave devices.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Review of basic electromagnetic theory.
Week 10 TE, TM and TEM waves in printed
transmission lines and waveguides.
Week 3 Introduction to guided waves (theory of general cylindrical waveguides).
Week 11 Microwave network analysis.
Week 4 Review of transmission line theory. Week 12 Impedance matching and tuning. – Part I
Week 5 Smith Chart Week 13 Impedance matching and tuning. – Part II
Week 6 Transients in transmission lines.
Week 14 Passive microwave circuit elements (Resonators, Power Dividers, Directional
Couplers, Hybrids, etc.).
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group work • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. analyze a microwave network 2. use microwave circuit elements 3. synthesize microwave networks and do impedance matching
Instruction Language English Prerequisite courses
Mandatory Literature • Robert S. Elliot, An Introduction to Guided Waves and Microwave Circuits, Prentice-Hall International, Inc. 1993,
Recommended Literature
• Peter A. Rizzi Microwave Engineering, Prentice-Hall International, Inc. 1988,
• R. E. Collin Foundations of Microwave Engineering, McGraw-Hill Book Company, 1966
• V. Lipovac, Osnove mikrovalnih komunikacija: komponente i aplikacije, Sveučilište u Dubrovniku, 2005.
• Z. Smrkić, Mikrovalna elektronika, Školska knjiga, Zagreb, 1990
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
76
Course Code : EEE 322 Course Name: ANTENNA ENGINEERING
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description Maxwell's equations, electric and magnetic field, radiation pattern, directivity, gain, matching techniques, wire antennas, array antennas, aperture antennas, Huygens's principles, microstrip antennas, reflector, antenna design, smart antenna systems.
Course Objectives The main objective of the course is to introduce some of the fundamental concepts of the analysis and design of antennas and
antenna systems.
Course Content
(weekly plan)
Week 1 Introduction, Antenna Types and Radiation
Mechanism Week 9
Matching Techniques
Week 2 Fundamental Parameters of Antennas Week 10 Broadband Antennas
Week 3 Radiation Integrals, Auxiliary Potential Functions, Duality and Reciprocity
Theorem
Week 11 Frequency Independent Antennas, Antenna Miniaturization and Fractal Antennas
Week 4 Linear Wire Antennas, Infinitesimal Dipole and Finite Length Dipoles
Week 12 Aperture Antennas and Equivalence Principle
Week 5 Loop Antennas Week 13 Microstrip Antennas and Reflectors
Week 6 Array Antennas: Linear, Planar and
Circular Arrays Week 14
Smart Antennas
Week 7 Antenna Synthesis and Continuous Sources Week 15 Antenna Measurements
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8
outcomes)
After completion of this course, students should be able to: 1. select proper antenna for an application 2. discuss advantages and disadvantages of typical solutions 3. calculate parameters of antennas
Instruction Language English Prerequisite courses
Mandatory Literature • Antenna Theory: Analysis and Design-Third Edition, Constantine A. Balanis, Wiley, 2005, ISBN: 0-471-66782-X;
Recommended
Literature
• Antennas: For All Applications-Third Edition, John D. Kraus and Ronald J. Marhefka, Mc Graw Hill, 2002, ISBN: 0-07-
232103-2;
• Foundations of Antenna Theory and Techniques, Vincent F. Fusco, Pearson, 2005, ISBN: 0-130-26267-6
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
77
Course Code : EEE 324 Course Name: MICROWAVE ELECTRONICS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Techniques of analog circuit technology in the gigahertz high-frequency regime. Transmission lines and distributed circuit elements; S-parameter design of high-frequency active circuits; computer-aided analysis and design. Emphasis on design of
planar high-frequency integrated circuits employing CMOS and SiGe technology. Circuit building blocks for broadband
wired and wireless communication will be emphasized including oscillators, low-noise amplifiers, and power amplifiers.
Course Objectives This course aims at introducing concepts of microwave electronics within the general electronics framework
Course Content
(weekly plan)
Week 1 Introduction. Week 9 Amplifiers
Week 2 Analog circuit technology at gigahertz
frequencies. Week 10
Low-noise amplifiers
Week 3 Transmission lines and distributed circuit
elements. Week 11
Broadband amplifers
Week 4 Microstrip transmission lines. Week 12 Oscillators, VCOs
Week 5 S Parameters. Week 13 Mixers
Week 6 Smith chart and impedance matching. Week 14 Power Amplifers
Week 7 Computer-aided analysis and design. Week 15 Project presentations
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group work • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. design electronic circuit taking into account microwave effects 2. do impedance matching in circuits 3. calculate microwave-related parameters
Instruction Language English Prerequisite courses
Mandatory Literature Microwave Engineering, David M. Pozar, 2nd ed., John Wiley & Sons,1998, ISBN 0-471-17096-8
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
78
Course Code : EEE 331 Course Name: TELECOMMUNICATIONS I
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This is the first course in the series of two senior level courses on telecommunications aiming to introduce the basic principles behind the analysis and design of modern communication systems. The main goal of this course is to introduce the
concepts of modulation and demodulation of information and the effect of noise on system performance. The topics that will
be covered are spectral analysis of signals and systems, baseband representation of carrier modulated signals, random processes, continuous wave modulation (AM and FM) and their noise analysis, pulse modulation and baseband digital
transmission.
Course Objectives Introduce the concepts: decibel, noise, modulation; analysis of the operation of analog and digital systems communication systems
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Introduction to communication systems Week 10 Analog modulation
Week 3 Fourier analysis of signals and systems – Part
I Week 11
Analog to Digital Conversion
Week 4 Fourier analysis of signals and systems – Part
II Week 12
Data Compression
Week 5 Random processes – Part I Week 13 Baseband digital transmission – Part I
Week 6 Random processes – Part II Week 14 Baseband digital transmission – Part II
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm
Exam
20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. differentiate between different modulation schemes 2. read properties of signals in frequency domain 3. design simple transmission schemes
Instruction Language English Prerequisite courses
Mandatory Literature • Leon W. Couch, Digital and Analog Communication Systems, 7th ed., Prentice Hall, 2007.
Recommended Literature
• John G. Proakis and Masoud Salehi, Communication Systems Engineering, 2nd edition, Prentice Hall, 2002.
• B. P. Lathi, Modern Digital and Analog Communication Systems, 3rd ed., Oxford University Press, 1998.
• Bruce Carlson, Paul B. Crilly, and Janet C. Rutledge, Communication Systems: An Introduction to Signals and Noise
in Electrical Communication, 4th ed., McGraw-Hill, 2001.
• M. Hadžialić, "Telekomunikacijske tehnike”, u pripremi
• N.Bilić, "Osnovni procesi i modulacioni postupci u digitalizaciji signala", Sarajevo 2005.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
80
Course Code : EEE 332 Course Name: TELECOMMUNICATIONS II
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
In this course, the basic concepts behind the design and analysis of digital communication systems will be introduced. Topics covered in class include sampling and quantization of analog information sources, digital pulse modulation
techniques, signal space representation and analysis of digital signals, digital baseband modulation and demodulation,
probability of error analysis, spectral shaping and intersymbol interference, digital bandpass transmission and error control coding.
Course Objectives Introduction to probability theory. Random processes. Review of modulation techniques. AM and FM systems performance
in presence of noise. Noise in digital communication systems. Optimal detection of signals and optimum receivers. Introduction to information theory. Error-correction codes.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Sampling and quantization of analog information sources
Week 10 Digital baseband modulation and demodulation,
Week 3 Digital pulse modulation techniques – Part I Week 11 Probability of error analysis,
Week 4 Digital pulse modulation techniques – Part II
Week 12 Spectral shaping and intersymbol
interference,
Week 5 Signal space representation Week 13 Digital bandpass transmission
Week 6 Analysis of digital signals Week 14 Error control coding.
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. design and analyze digital communication schemes 2. use error control coding 3. choose digital modulation schemes for different applications
Instruction Language English Prerequisite courses
Mandatory Literature • Simon Haykin, Communication Systems, John Wiley & Sons, 2001.
Recommended Literature • M. Hadžialić, "Telekomunikacijske tehnike”, u pripremi
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 333 Course Name: DIGITAL COMMUNICATION
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Random Signals, Bandwidth of Digital Data, Character Coding, Pulse Code Modulation, Uniform and Nonuniform Quantization, Correlative Coding, Detection of Binary Signals in Gaussian Noise, Intersymbol Interference, Equalization,
Coherent and Noncoherent Detection, Error Performance of Binary Systems, M-Ary Signaling and Performance, Waveform
Coding, Cyclic and Block Codes, Types of Error Control, Convolutional Encoding and Decoding Algorithms.
Course Objectives
This course introduces the fundamentals of digital signaling, information theory and coding, digital transmission and
reception. The goal is to equip the students with basic knowledge for design, analysis and comparison of digital
communication systems and for the physical layer of data communication networks including wireless networks and the internet.
Course Content
(weekly plan)
Week 1 Overview of digital communication systems:
Week 9 Analog-to-digital conversion: sampling
and Nyquist sampling theorem.
Week 2 Source coding and source coding theorem
Week 10 Quantization and signal-to quantization
noise ratio
Week 3 Introduction to error control coding,
Week 11 Pulse code modulation, bandwidth of digital signals,
Week 4 Syndrome decoding, cyclic codes Week 12 Differential PCM, delta modulation
Week 5 Channel capacity theorem
Week 13 Time-division multiplexing, baseband digital signaling
Week 6 Basic detection theory
Week 14 Partial response digital signaling, eye
pattern, baseband M-ary systems
Week 7 Detection of signals in additive white
Gaussian noise, matched filter receivers Week 15
Coherent and non-coherent reception of
digital modulation signals
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. apply coding theory and detection theory to simple communication schemes 2. design a multiplexing scheme 3. observe and read eye patterns and other visual indicators of communication quality
Instruction Language English Prerequisite courses
Mandatory Literature • Simon Haykin, Digital Communications , John Wiley & Sons, 1988
Recommended Literature • Ivo M. Kostić, Digitalni Telekomunikacini sistemi I, Naučna Knjiga 1994, Beograd.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
Course Code: EEE 334 Course Name: DIGITAL SIGNAL PROCESSING
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 3+2 Total Hours: 45+30
Course Description In this course, we only study the fundamentals of discrete-time signals and systems. The course content includes the concept
and the classification of discrete-time signal, representations of signals in time, frequency, z- and discrete frequency
domains, representations and analyses of systems, and filter designs.
Course Objectives
The aim of this course is to provide fundamental concepts in digital signals and systems, as an introduction to advance
digital signal processing. Digital signal processing represents a base upon which various engineering systems are build,
including communication systems, image processing, speech processing, consumer electronics, and data processing. This course aims at preparing the student for basic DSP activities, focusing mostly on digital filter design, providing a solid
ground for upgrade and work on practical DSP devices, as well as general purpose hardware in role of DSP.
Course Content
(weekly plan)
Week 1: Introduction
Week 2: Sampling Theory – Part I
Week 3: Sampling Theory – Part II
Week 4: Discrete-Time S&S – Part I Week 5: Discrete-Time S&S – Part II
Week 6: The Z-Transform – Part I
Week 7: Midterm Review Week 8: Midterm Exam
Week 9: Post midterm Review
Week 10: The Z-Transform – Part II Week 11: Fourier Analysis of Discrete-Time S&S – Part I
Week 12: Fourier Analysis of Discrete-Time S&S – Part II
Week 13: Design of Discrete Filters – Part I Week 14: Design of Discrete Filters – Part II
Week 15: Final Review
Week 16: Final Exam
Week 1: Introduction
Week 2: Tutorial 1: Sampling Theory Week 3: Lab 1: Fourier Transform
Week 4: Tutorial 2: Discrete-Time S&S
Week 5: Lab 2: Filter Design in MATLAB Week 6: Tutorial 3: The Z-Transform – Part I
Week 7: Tutorial 4: Midterm Review
Week 8: Midterm Exam
Week 9: Tutorial 5: Post midterm Review
Week 10: Tutorial 6: The Z-Transform – Part II
Week 11: Tutorial 7: Fourier Analysis of Discrete-Time S&S – Part I
Week 12: Tutorial 8: Fourier Analysis of Discrete-Time S&S – Part II
Week 13: Tutorial 9: Design of Discrete Filters – Part I Week 14: Lab 3: The more, the Fourier
Week 15: Tutorial 10: Final Review
Week 16: Final Exam
Teaching Methods
Description 1. Interactive Discussions and group works 2. Tutorials and Labs
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 5 %
Midterm Exam 35 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Describe the properties of discrete LTI systems;
2. Understand mathematical descriptions and representations of discreet signals and systems and draw parallel with
continuous time signals and systems; 3. Understand how to sample the continuous time signal at hand;
4. Familiarize with the idea of representing discrete time signals and LTI systems in the Z domain;
5. Familiarize with the idea of representing discrete time signals and LTI systems in the frequency domain; 6. Understand spectral representation of signals via DTFT, DFT, and FFT, and their properties and applications;
7. Ability to solve difference equations;
8. Ability to design digital filters;
Instruction Language English Prerequisite courses
Mandatory Literature • Luis F. Chaparro, “Signals and Systems using MATLAB”, Academic Press.
Recommended Literature
• A.V. Oppenheim, R.W. Schafer and J.R. Buck, Discrete-Time Signal Processing, Prentice- Hall, 2nd ed., 1999.
• Sanjit K. Mitra, Digital Signal Processing, McGraw-Hill
• J.G. Proakis and D.G. Manolakis, Digital Signal Processing: Principles, Algorithms, and Applications, 4th ed.,
Prentice-Hall, 2007.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
83
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 8 8
Preparation for Final Examination 1 13 13
Assignment / Homework / Project 5 5 25
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
84
Course Code : EEE 336 Course Name: COMMUNICATION ELECTRONICS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Nonlinear controlled sources: piecewise linear, square-law, exponential and differential pair characteristics. Low level amplitude modulation and analog multiplication. Narrow band transformer as a coupler. Nonlinear loading of tuned circuits.
Tuned large signal amplifiers and frequency multipliers. Phased locked loops. Sinusoidal oscillators. Frequency
synthesizers, mixers, modulators, and demodulators. Basic transmitters and receivers.
Course Objectives Nonlinearity. Nonlinear controlled sources. Amplitude modulation and analog multiplication. Narrow band transformer as a
coupler. Nonlinear loading of tuned circuits. Tuned amplifiers. Frequency multipliers. Sinusoidal oscillators. Phase locked
loops. Frequency synthesizers. Mixers. Modulators and demodulators. Basic transmitters and receivers.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Frequency multipliers. Sinusoidal oscillators.
Week 2 Nonlinearity. Week 10 Sinusoidal oscillators, VCOs.
Week 3 Nonlinear controlled sources. Week 11 Phase locked loops.
Week 4 Amplitude modulation and analog
multiplication. Week 12
Frequency synthesizers.
Week 5 Narrow band transformer as a coupler. Week 13 Mixers.
Week 6 Nonlinear loading of tuned circuits Week 14 Modulators and demodulators
Week 7 Tuned amplifiers. Week 15 Basic transmitters and receivers.
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. select and use controlled sources for communication purposes 2. design circuits with oscillators and amplifiers 3. select transmitters and receivers for particular applications
Instruction Language English Prerequisite courses
Mandatory Literature • Modern Electronic Communication, Jeffrey S. Beasley, Gary M. Miller
Recommended Literature • S. Tešić, D. Vasiljević: Osnovi elektronike, Građevinska knjiga, Beograd, 1997
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
85
Course Code : EEE 337 Course Name: INTRODUCTION TO WIRELESS COMMUNICATIONS
Level: Undergraduate Year: III Semester: VI, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course will cover the basic topics in wireless communications. It begins with the overview of existing wireless systems and standards. Then, the characterization of the wireless channel is done through the analysis of its basic properties.
Continuous and pulse modulations for wireless communication systems are presented and then, different diversity
techniques in fading channels are introduced. Afterwards, some basics concerning the cellular communications and its development are presented. Last part of the course will be devoted to the multi-user wireless communications and finally
multiple antenna and space-time communications over wireless channels will be analyzed.
Course Objectives
• Providing the students with basic knowledge concerning the wireless communications
• Introduction to the underlying principles and techniques in the current wireless communication systems
• Developing skills for understanding the technical issues and challenges in wireless communications
• Review of the current wireless communication systems and standards
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Overview of Wireless Communication
Systems Week 10
Capacity of Wireless Channels
Week 3 Wireless Channel Week 11 Cellular concepts
Week 4 Modulation (Continuous Wave and Pulse) –
Part I Week 12
Multi-user Wireless Communications
Week 5 Modulation (Continuous Wave and Pulse) –
Part II Week 13
Multiple Antenna
Week 6 Diversity in Fading Channels Week 14 Space-time Communications
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • . Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 30 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 30 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. design simple wireless communication schemes 2. select components according to the requirements 3. analyze parameters from wireless communication traffic
Instruction Language English Prerequisite courses
Mandatory Literature • J. G. Proakis, "Digital Communications," McGraw-Hill, New York, NY, USA, 3rd edition, 1995.
Recommended Literature • Simon O. Haykin, "Communication System," 4th edition, Wiley, 2000.
• David Tse and Pramod Viswanath, "Fundamentals of Wireless Communication," Cambridge University Press, 2005.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
86
Course Code : EEE 346 Course Name: INTRODUCTION TO VLSI DESIGN
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description Size and complexity of integrated circuits (IC), IC design process. Trends in very large scale integrated (VLSI) circuit design. IC production process. Semiconductor processes. Design rules and process parameters. Layout techniques and
practical considerations. Device modeling, circuit simulation. Basic integrated circuit building blocks.
Course Objectives To learn VLSI physical design automation
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Circuit Partitioning – Part I Week 10 Placement – Part I
Week 3 Circuit Partitioning – Part II Week 11 Placement – Part II
Week 4 Floor planning – Part I Week 12 Layout generation – Part I
Week 5 Floor planning – Part I Week 13 Layout generation – Part II
Week 6 Floor planning – Part III Week 14 Layout generation – Part III
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works
• Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. to design simple VLSI circuits 2. to analyze an existing VLSI design 3. to suggest improvements of existing VLSI design
Instruction Language English Prerequisite courses
Mandatory Literature • VLSI Physical Design Automation: Theory and Practice Authors: Sadiq M. Sait, Habib Youssef
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
87
Course Code : EEE 348 Course Name: INTRODUCTION TO IMAGE PROCESSING
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description Digital images, sampling and quantization of images. Arithmetic operations, gray scale manipulations, distance measures, connectivity. Image transforms. Image enhancement. Image restoration. Image Segmentation. Image representation and
description.
Course Objectives To learn fundamentals of image processing.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Image processing in MATLAB Week 10 Wavelets – Part I
Week 3 2D filter theory – Part I Week 11 Wavelets – Part II
Week 4 2D filter theory – Part II Week 12 Edge detection
Week 5 Image compression – Part I Week 13 Morphology
Week 6 Image compression – Part II Week 14 Tomography
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group work • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam
20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8
outcomes)
After completion of this course, students should be able to: 1. use MATLAB for image processing 2. program basic image processing algorithms 3. filter images in various ways
Instruction Language English Prerequisite courses
Mandatory Literature • Digital Image Processing, 3rd Edition Authors: Gonzalez & Woods Prentice Hall ISBN number: 9780131687288
Copyright: 2008
Recommended
Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
88
Course Code : EEE 349 Course Name: INTRODUCTION TO OPTICAL FIBER COMMUNICATIONS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description An introduction to optical communication systems. Optical fiber waveguides. Transmission characteristics of optical fibers. Optical fibers, cables and connections. Optical fiber measurements. Optical sources: Lasers, LEDs. Optical detectors.
Receiver noise considerations. Optical fiber communication systems.
Course Objectives The objectives of this course are to provide the students with a solid understanding on: Optical Fibers and their fabrication, signal degradation in optical fibers, optical sources, power launching and coupling, photodetectors, photodetectors, digital
and analog transmission systems, WDM concepts and components. Optical Amplifiers. Optical Networks.
Course Content
(weekly plan)
Week 1 Overview of Optical Fiber Communications Systems. Optical Fibers
Week 9 Photodetectors
Week 2 Fabrication of optical fibers; Types of Optical
Fibers Week 10
Optical Receivers
Week 3 Signal Degradation in Optical Fibers Week 11 Digital Transmission Systems
Week 4 Optical Sources: LEDs Week 12 Analog Systems
Week 5 Optical Sources: Laser Diodes Week 13 WDM Concepts and Components
Week 6 Power Launching and Coupling Week 14 Optical Amplifiers
Week 7 Fiber Splicing; Optical Fiber Connectors Week 15 Optical Networks
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. design simple optical circuits 2. select components for optical networks 3. participate in manufacture of optical fibers
Instruction Language English Prerequisite courses
Mandatory Literature • Gerd Keiser, Optical Fiber Communications, McGraw-hill, New York, 3rd Ed.,2000.
Recommended Literature • D.Milatović, Optoelektronika, Sarajevo 1987.
• M.Cvijetić, Digitalne svjetlovodne telekomunikacije, Beograd 1988.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
89
Course Code : EEE 360 Course Name: ILLUMINATION
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Light theories. Eye, sensitivity and vision types. Light reflection, absorption and transmission phenomenon. Definition of lighting terms. Lighting methods. Internal lighting systems and calculations. Lighting apparatus and armatures. Fotometric
measurements. Pre-project preparation fundamentals. Interior electrical installations, low current and high current systems
and drawings. Feeder, column and main-column line formation. Fundamentals of practical application project preparations. Low power-factor correction methods in internal installations. Voltage-drop calculation for lighting systems. Hardware
Equipment for Computer Aided Design. Representation of CAD Packet Program (AutoCAD). Usage of Primary Drawing
Commands. 2-Dimentional Drawing. Text Operations. Project Applications.
Course Objectives
Students will learn about interior lighting of various type buildings. Topics are: Light theories. Eye, sensitivity and vision
types. Light reflection, absorption and transmission phenomenon. Definition of lighting terms. Lighting methods. Internal
lighting systems and calculations. Lighting apparatus and armatures. Fotometric measurements. Pre-project preparation fundamentals. Interior electrical installations, low current and high current systems and drawings. Feeder, column and main-
column line formation. Fundamentals of practical application project preparations. Low power-factor correction methods in
internal installations. Voltage-drop calculation for lighting systems. Hardware Equipment for Computer Aided Design. Representation of CAD Packet Program (AutoCAD). Usage of Primary Drawing Commands. 2-Dimentional Drawing. Text
Operations.
Course Content
(weekly plan)
Week 1 Light theories. Eye, sensitivity and vision types
Week 9 Pre-project preparation fundamentals
Week 2 Reflection, absorbtion and transmission
phenomenon Week 10
Interior electrical installations, low current
and high current systems and drawings
Week 3 Definition of lighting terms
Week 11 Feeder, column and main-column line
formation.
Week 4 Lighting methods
Week 12 Fundamentals of practical application
project preparations.
Week 5 Internal lighting systems and calculations
Week 13 Low power-factor correction in internal installations.
Week 6 Lighting apparatus and armatures
Week 14 Hardware Equipment for Computer Aided
Design
Week 7 Measurements Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. design illumination for different objects 2. use CAD for illumination purposes 3. prepare an illumination project
Instruction Language English Prerequisite courses
Mandatory Literature • Gary Gordon, “Interior Lighting”, Wiley, Fourth Edition, January 10, 2003..
Recommended Literature • Mark Karlen, James R. Benya, “Lighting Design Basics”, Wiley, March 19, 2004.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
90
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
91
Course Code : EEE 361 Course Name: ELECTRICAL MACHINERY I
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description Electromagnetic circuits; properties of ferromagnetic materials. Single-phase and three-phase transformers. Per Unit System. Principles of electromechanical energy conversion: Linear and nonlinear systems; singly and multiply excited, translational
and rotational systems. DC machines: Theory, generators, motors, speed control.
Course Objectives
The course objective is obtaining theoretical and practical insight about DC machines and transformers To be able to deal with basics of transformers; to be able to differentiate between DC machines and AC machines; To be able to deal
completely with both DC motors and DC generators; to know how to control the speed of DC motors and the voltage of the
DC generators
Course Content
(weekly plan)
Week 1
Introductory Background: Complex
numbers., Inductive impedance circuits and
Phasor diagrams, Faraday’s law, Lenz law, Magnetic force, Ampere’s law
Week 9
Per unit systems
Week 2
Magnetic Circuits: Ampere’s law and
magnetic circuits, B-H curve, Magnetization curve
Week 10
Fundamental of electromagnetic energy
conversion
Week 3 Magnetic Circuits: Magnetic circuit with air
gap, inductances, magnetic materials Week 11
Fundamentals of DC machines: Construction,
Commutation, Armature reaction
Week 4 Transformers: single phase transformers,
ideal transformers, practical transformers Week 12
DC generators: Separately excited, Shunt,
Compound, and series generators
Week 5 Transformers equivalent circuit, Open and short circuit tests
Week 13 DC motor: Separately excited, Shunt, Compound, and series generators
Week 6 Voltage regulation, efficiency, auto transformers
Week 14 Dc motors: Starting and braking
Week 7 Three phase transformers Week 15 DC motor speed control.
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
1. Interactive 2. Discussions and group works 3. Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to: 1. choose the best motors and generators for specific applications 2. control DC motors 3. design a circuit for electrical machines to be placed in
Instruction Language English Prerequisite courses
Mandatory Literature • Electric Machinary Fundamentals Fourth Edition Stephen J. Chapman ISBN:0072465239
Recommended Literature • Mačić: "Električni stojevi", Unverzitet u Sarajevu - Elektrotehnički fakultet u Sarajevu, Sarajevo 2005.
• R. Wolf: "Osnove električnih strojeva" školska knjiga Zagreb, 1995.
• M. Jadrić, B. Frančić: "Dinamika električnih strojeva"Graphis Zagreb, 1998.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 10 10
Seminar / Presentation 11 11
93
Course Code: EEE363 Course Name: RENEWABLE ELECTRICAL ENERGY SYSTEMS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 3+2 Total Hours: 45+30
Course Description
This course introduce students to contemporary renewable energy technology, including sustainability and environmental
issues, energy resources, electric power generation from renewable energy sources, such as solar, wind, geothermal, wave,
tide, hydro and fuel cells. Understanding of energy storage and system integration is needed and, as an example, developments in electrical utilisation in electric and hybrid vehicles are also studied. Design techniques for renewable
energy systems are discussed in detail. Students are able to practise their design skills of renewable energy systems through
three assignments specified as system specification, analysis of options and system design, respectively. By studying this subject, students gain knowledge and essential skills to design a renewable energy system.
Course Objectives
Aim of this course is to make student understand and analyze energy conversion, utilization and storage for renewable
technologies such as wind, solar, biomass, fuel cells and hybrid systems and for more conventional fossil fuel-based technologies. Use the First and Second Laws of Thermodynamics and introductory transport phenomena to form the basis of
modeling renewable energy systems. Understand the environmental consequences of energy conversion and how renewable
energy can reduce air pollution and global climate change.
Course Content
(weekly plan)
Week 1 Introduction to energy Week 9 Water Energy
Week 2 Review of Thermodynamics Week 10 Hydropower resources
Week 3 Ocean Thermal Energy Converters Week 11 Fuel cells
Week 4 Solar radiation Week 12 Hydrogen production and storage
Week 5 Biomass Week 13 Thermionics
Week 6 Wind Energy Week 14 Practical Activity
Week 7 Practical Activity Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Week 1 Beginning of classes Week 9 Post midterm review
Week 2 Week 10 Lab 5: DigSilent PowerFactory
Week 3 Tutorial Week 11 Lab 6: Renewable energy sources in DigSilent
Week 4 Lab 1: PV system at IBU Week 12 Tutorial
Week 5 Lab 2: Measurement of the power of the PV system
Week 13 Tutorial
Week 6 Lab 3: Shadowing effect Week 14 Lab 7: Battery
Week 7 Lab 4: Modeling of PV panel in Matlab Week 15 Preparation for Final Exam
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework/Seminar 10 % Term Paper 0 %
Project 25 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Have a working knowledge of the emerging power generation technologies such as photovoltaic arrays, wind turbines,
and fuel cells. 2. Compare different renewable energy technologies and choose the most appropriate based on local conditions
3. Describe the main components of different renewable energy systems
4. Calculate the basic performance parameters of these systems, such as efficiency and cost. 5. Perform basic assessment and design of a renewable electrical energy system for a given application
6. Recognize the effects that current energy systems based on fossil fuels have over the environment and the society
Instruction Language English Prerequisite courses
Mandatory Literature • Renewable Energy: power for sustainable future edited by Godfrey Boyle, 3rd edition, Oxford university press 2012.
(ISBN: 9780199545339).
Recommended Literature • Renewable Energy: power for sustainable future edited by Godfrey Boyle, 3rd edition, Oxford university press 2012.
(ISBN: 9780199545339).
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
94
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Seminar / Homework 1 10 10
Project 1 14 14
Total Workload 128
ECTS Credit (Total Workload / 25) 5
95
Course Code: EEE364 Course Name: POWER SYSTEM ANALYSIS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 3+2 Total Hours: 45+30
Course Description Basic structure of electrical power systems. Electrical characteristics of transmission lines, transformers and generators.
Representation of power systems. Per Unit System. Symmetrical three-phase faults. Symmetrical components.
Unsymmetrical faults.
Course Objectives
Students will gain the knowledge of power systems analysis. Introduction, review of phasors and three phase power
Transmission line parameter computation and analysis Models for transformers, generators, and loads Power flow analysis
and control Generation Control, economic dispatch and restructuring Short circuit analysis, including symmetrical components Transient stability System protection
Course Content
(weekly plan)
Week 1 Introduction to power systems Week 9 Postmidterm Review
Week 2 Basic concepts Week 10 Voltage drop, Losses
Week 3 The synchronous machine, Transformers Week 11 Fault analysis
Week 4 Modeling of power system components Week 12 Fault analysis, Thevenin equivalent
Week 5 Power line modeling Week 13 Power flow analysis
Week 6 Power line modeling Week 14 Power flow analysis
Week 7 Power system analysis and calculations Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Week 1 Beginning of classes Week 9 Lab 4: PSAT
Week 2 Tutorial: Two port networks, Pi model Week 10 Tutorial: Voltage drop
Week 3 Tutorial: Per unit system Week 11 Lab 5: Fault analysis
Week 4 Tutorial: Transformers Week 12 Tutorial: Fault calculation
Week 5 Tutorial: Power lines
Lab 1: Modelling of Transmission lines Week 13
Lab 6: Fault analysis
Week 6 Lab 2: Modelling of Transmission lines
Week 14 Tutorial: Power Flow – Gauss Siedel Lab 7: Power flow analysis
Week 7 Lab 3: Modelling of Transmission lines Week 15 Tutorial: Power Flow – Newton Raphson
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 15 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
Upon completion of the course the student should be able to
1. apply methods for power system analysis in steady state operation and during grid faults, 2. explain the principles for regular power flow and optimal power flow methods,
3. use the main principles for modelling and analysis of power systems subject to symmetrical and unsymmetrical faults,
4. perform an optimal power flow for reactive power dispatching to decrease power losses 5. modelling of transformers, lines and cables in the positive, negative and zero sequences based on physical models,
6. analyze the system performance where there is an unbalanced fault, and also calculate the corresponding fault current
Instruction Language English Prerequisite courses
Mandatory Literature • Glover and Sarma, “Power System Analysis & Design”, Brooks/Cole publishing, 3rd ed., 2002
Recommended Literature • S.Sadović: Analiza elektroenergetskih sistema, ETF Sarajevo, 2004
• B.M. Weedy, B.J. Cory: "Electric Power Systems", 1998
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
96
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework 1 10 10
Quiz 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
97
Course Code : EEE366 Course Name:ELECTRICAL POWER TRANSMISSION
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course explains the power system and discusses how to improve power transmission reliability in an effort to reduce the
occurrence of power outages. The course reviews the power system fundamentals that apply to generation, transmission and
distribution. It discusses the stability and reliability issues involved in an interconnected power system and the operation of the grid. The present regulatory environment is discussed and the measures to ensure stability are explained.
Course Objectives To provide a clear understanding of power system reliability through a step-by-step review of the power system elements
and analysis, concepts of real and reactive power and their utilization in power transmission, line protection and its importance in maintaining system stability, and the latest developments to enhance the bulk power system reliability.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Transmission Line Constants Week 10 Corona
Week 3 Overhead Lines – Part I Week 11 Substations – Part I
Week 4 Overhead Lines – Part I Week 12 Substations – Part II
Week 5 Performance of Transmission Lines – Part I Week 13 Extra High Voltage Transmission – Part I
Week 6 Performance of Transmission Lines – Part II Week 14 Extra High Voltage Transmission – Part II
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 10 %
Homework 15 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Explain the use of different voltage levels in transmission of electrical power 2. Describe the fundamental definitions and concepts for reliability assessment
3. Categorize power lines by voltage and explain the applications
4. Explain functions of different parts of a power line 5. Explain the types of electrical power distribution systems and their characteristics
Instruction Language English Prerequisite courses
Mandatory Literature • Modern Power System Analysis: Nagrath and Kothari, TMH
Recommended Literature • A Course in Electrical Power Systems: Soni, Gupta, Bhatnagar
• HVDC Power Transmission System: K. R. Padiyar
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / 1 10 10
Quiz 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
98
Course Code : EEE367 Course Name:POWER SYSTEM PROTECTION
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Power system protection is an integral part of every power system.All powerequipment including power generators,
step - up transformers, step-down transformers, transmission lines, power capacitors and electric motors and other loads
etc. need protection. The following topics will be included in the course: Investigation of current and voltage waveforms during faults and other conditions. Distance and carrier-aided distance protection. New protection schemes applicable to
high-speed protection. Digital relaying. Developments in integrated protection, control and measurement systems. The
course also gives a brief overview of overvoltage and system protection.
Course Objectives To provide an in-depth view of the methods and devices used in electric power system protection; protection systems, relay
types, protection of machines, transformers, buses and lines; instrument transformers; and modern trends in protection.
Course Content
(weekly plan)
Week 1 Primary and back up protection, current transformers for protection, potential
transformer
Week 9 Digital relaying algorithms
Week 2
Review of electromagnetic relays static relays.
Week 10
Differential equation technique, discrete fourier transform technique, walsh-hadamard
transform technique Rationalized harr
transform technique, removal of dc offset
Week 3
Over current relays time current characteristic,
current setting time setting, directional relay,
static over current relays
Week 11
Introduction to Microprocessors: review of
microprocessors and interfacing.
Week 4 Distance protection
Week 12 single chip microcomputers programmable
interval timer, A/D converter.
Week 5 Compensation for correct distance measurement, reduction of measuring units
switched schemes.
Week 13 Microprocessor based protective relays
Week 6 Pilot relaying schemes. Wire pilot protection, circulating current scheme
Week 14 Over current, directional, impedance, reactance relays
Week 7
Balanced voltage scheme, transley scheme ,
carrier current protection. Week 15
Generalized mathematical expressions for
distance relays, mho and offset mho relays, quadrilateral relay.
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 15 %
Homework 10 % Term Paper 0 %
Project 10 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. calculation of both symmetrical and unsymmetrical fault current
2. understand the principles of operation of protective devices
3. understand the applications of protection devices in the design of protection systems for transmission lines and bus bars,
4. understand and design protection systems for transformers and generators, and
5. understand power quality problems and their mitigating techniques.
Instruction Language English Prerequisite courses
Mandatory Literature • Power system protection & switchgear by Badri Ram & Vishwakarma, TMH publication New Delhi 1995.
Recommended Literature • Power System Protection by Paul M. Anderson
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
99
Assignment / Homework 1 10 10
Project 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
100
Course Code: EEE369 Course Name: DISTRIBUTION SYSTEMS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 3+2 Total Hours: 45+30
Course Description
Basic considerations. Load characteristics and forecasting methods. Distribution substations. Sub-transmission, primary and
secondary distribution. Choice of voltage levels. Operational characteristics of cables, aerial lines and transformers. System
voltage regulation. Power factor correction. Fusegear, switchgear, current and voltage transformers. Overcurrent and thermal protection. Reliability of distribution systems. Economics of distribution systems.
Course Objectives
This module imparts knowledge and skills to enable the learner to select and specify the components of an electrical
distribution system. The module introduces modelling and analysis of electrical power transmission systems, review of electric power distribution systems currently used by electric utility companies from the generating plant to the customer's
service, choice of voltage levels, operational characteristics of cables, aerial lines and transformers.
Course Content
(weekly plan)
Week 1 Introduction. overview of a complete power system
Week 9 Postmidtterm review
Week 2 Distribution system
Week 10 Distribution system
planning
Week 3 Consumers, Voltage drops and losses in
distribution network Week 11
Distribution system
protection
Week 4 Voltage regulation
Week 12 Distribution system protection
Week 5 Reconfiguration of the network. Genetic
Algorithm Week 13
Power quality
Week 6 Reliability Week 14 Power quality
Week 7 Reactive energy compensation
Week 15 Preparation for the final
exam.
Week 8 Midterm Exam Week 16 Final Exam
Week 1 Introduction. overview of a complete power system
Week 9 Postmidterm review
Week 2 Lab 1: DigSilent PowerFactory
Week 10 Lab 7: Optimal capacitor
placement
Week 3 Lab 2: Modeling of the network
Week 11 Lab 8: Optimal capacitor
placement in DigSilent
Week 4 Lab 3: Modeling of the network in matpower Tutorial: Power losses
Week 12 Tutorial: Compensation of the energy
Week 5 Lab 4: Short circuit analysis of the network
Week 13 Lab 9: Over current
protection
Week 6 Lab 5: Genetic Algorithm
Tutorial: Voltage drops Week 14
Lab 10: Power quality
disturbances
Week 7 Lab 6: Reconfiguration of the network using Genetic Algorithm
Week 15 Tutorial: Reliability
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures
• Discussions and group work • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 15 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
On completion of this course, the students will be able to:
1. Outline distribution practices for MV supplies and LV installations.
2. Analyse the operating parameters of an electrical energy distribution system 3. Apply analytic techniques pertaining to primary distribution systems.
4. Use basic design principles for distribution substations and facilities.
5. Discuss computational algorithms of distribution system analysis and operation. 6. Explain protective schemes and apply them to MV and LV protection
101
Instruction Language English Prerequisite courses
Mandatory Literature • Electric Power Distribution System Engineering, Turan Gönen, McGraw-Hill Publishers 1986
Recommended Literature A.S. Pabla, 2008, Electric Power Distribution, 11th Ed., McGraw Hill USA [ISBN: 9780070482852]
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework 1 10 10
Project 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
102
Course Code : EEE370 Course Name:INDUSTRIAL ELECTRONICS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Review of four layer devices and their applications. Gate control techniques in power switching elements and their
protection. Introduction to solid-state energy conversion. AC/DC, AC/AC, DC/AC and DC/DC converters. Introduction to
control of electrical drives. Industrial control systems: Relay circuits; ladder diagrams. Sequential control circuits. Case studies.
Course Objectives
This course aims to introduce the student to the electronic components and systems which they are likely to encounter in a
range of industries. They will learn to describe the operation of power conversion circuits and compare the advantages and disadvantages of different topologies, to select a power converter for a given drive system.
Explain how robots are used for industrial automation and for what purpose and compare the advantages and disadvantages
of different actuation systems (electrical, hydraulic and pnemautic).
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Review of four layer devices and their applications
Week 10 Introduction to control of electrical drives
Week 3 Gate control techniques in power switching
elements and their Week 11
Industrial control systems; Relay circuits;
Week 4 Introduction to solid state energy conversion Week 12 Ladder diagrams
Week 5 AC/DC and AC/AC converters Week 13 Sequential control circuits
Week 6 DC/AC and DC/DC converters Week 14 Programmable Logic Controllers
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 15 %
Homework 10 % Term Paper 0 %
Project 10 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
Upon successful completion of this course, the student will be able to: 1. Describe how electronic input and output circuits are used to control automated manufacturing and/or process systems;
2. Identify basic elements used for input, output, timing, and control;
3. Design the control programming using PLC that will perform a specified operation 4. Apply performance criteria in the design of basic amplifier circuits and verify that the criteria were met.
5. Demonstrate competency in the fundamental concepts of DC and AC Electronics through the construction, evaluation
and troubleshooting of typical DC and AC circuits
Instruction Language English Prerequisite courses
Mandatory Literature • M. H. Rashid; Power Electronics, Power Electronics: Circuits, Devices, and Applications, Prentice Hall, 1988
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / 1 10 10
Project 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
103
Course Code : EEE371 Course Name:STATIC POWER CONVERSION
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description Power switches and their characteristics. Power converter definitions, classification. VTA method. Midpoint and bridge
rectifiers: non-ideal commutation, harmonics, input power factor, utility-factor, winding utilization and unbalances in
rectifier transformers. Applications.
Course Objectives
This course is designed to give seniors in Electrical and Electronics Engineering an ability to use modern power
semiconductor devices in power electronics applications and to integrate them into overall designs of static converters which
perform interconversion of electrical energy. Operation principles, terminal characteristic and technical features of line-commutated ac-to-dc converters are also presented within the scope of this course.
Course Content
(weekly plan)
Week 1 Introduction
Week 9 Modelling For Operation at Steady-State,
Modelling for Operation at Transient-State
Week 2 Classification and Historial evolution of power semiconductor devices Week 10
Line commuted rectifier circuits:Assumptions, definitions and circuit nomenclature.
Performance Parameters
Week 3
SCRs. Power Bipolar Junction Transistors
Week 11
Single-phase circuits. Uncontrolled half-wave.
Fully-controlled half-wave. Principles of
Freewheeling Operation
Week 4
Power Bipolar Junction Transistors. Power
MOSFETs Week 12
Bi-phase circuits.Fully-controlled half-wave.
Single-phase Bridge circuits.Uncontrolled,
half-controlled, fully-controlled
Week 5
Analysis and design of cooloing systems for
power electronics Week 13
Converter operation; Operation in
Reectification and Inversion modes by firing
angle control.
Week 6
The sources of power losses in power
semiconductors and Basic forms of heat
transfer
Week 14
Four-quadrant operation by the use of reverse
connected converters and firing angle control
Week 7
RL load supplied from a d.c. source via a
single thyristor. RL load supplied from a
single-phase ac source via back-to-back connected thyristor pair, Transient-free
switching.
Week 15
Overlap Phenomenon Voltage Regulation
Power Factor Rectifier Harmonics VTA
(Voltage Time Area) Method
Week 8 Midterm Exam
Week 16 Final Exam
Teaching Methods
Description • Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 15 %
Homework 10 % Term Paper 0 %
Project 10 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Explain the principles underlying Static Power Conversion 2. Apply Power Conversion to find solutions to complex problems
3. Analyze parameter choices in the use of converters and inverters
4. Identify a switching power -pole as the basic building block and to use Pulse Width Modulation to
synthesize the desired output
5. Modelling of AC to DC converters
6. Modelling of DC to DC converters
Instruction Language English Prerequisite courses
Mandatory Literature • "Power Electronics: Circuits, Devices and Applications" Muhammed H. Rashid, 1993
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
104
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework 1 10 10
Project 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
105
Course Code : EEE372 Course Name:POWER ELECTRONICS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 3+2 Total Hours: 45+30
Course Description
Electricity plays a vital role in supplying energy to computers, electronics, industrial processes, trains and many other
applications.This course provides in depth knowledge of power converter topologies, their characteristics and principles for
their control: Semiconductor power devices and switching circuits, Complementary components and systems, AC-to-DC converters, AC-to-AC converters, DC-to-DC converters, DC-to-AC converters, Switching power supplies.
Course Objectives To learn theory of power electronics and to obtain practical skills.To prepare students to know the characteristics of different
power electronicsswitches and selection of components for different applications. To develop students with an understanding of the switching behaviour anddesign of power electronics circuits such as AC/DC and DC/DC converters.
Course Content
(weekly plan)
Week 1 Introduction to power electronics. Week 9 DC to DC Boost Converter.
Week 2 Fundamentals: Fourier series, RLC Circuits Week 10 DC to DC Buck- Boost Converter.
Week 3 Diode, SCR Week 11 PWM-Inverters.
Week 4 Mosfet, IGBT Week 12 Resonant Pulse Inverters.
Week 5 Half-Wave Rectifiers. Week 13 Power Supplies.
Week 6 Full-Wave Rectifiers. Week 14 Passive filters.
Week 7 DC to DC Buck Converter Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Week 1 Beginning of classes Week 9 Postmidterm review
Week 2 Week 10 DC to DC Buck Converter
Week 3 Diode, SCR Week 11 DC to DC Boost Converter.
Week 4 Mosfet, IGBT Week 12 DC to DC Buck- Boost Converter.
Week 5 Half-Wave Rectifiers. Week 13 PWM-Inverters.
Week 6 Full-Wave Rectifiers. Week 14 Matlab examples
Week 7 Matlab examples Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 10 %
Homework 10 % Term Paper 0 %
Project 15 % Attendance 0 %
Midterm
Exam
25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students will be able to:
1. Understand the components of power electronics and learn their key characteristics 2. Use steady-state, average, and small-signal models of PWM switch in power converter analysis and design.
3. Use various methods to analyse power electronics circuits.
4. To analyze and design an AC/DC rectifier circuit. 5. Understand the role power electronics play in the improvement of energy usage efficiency and the development of
renewable energy technologies.
Instruction Language English Prerequisite courses
Mandatory Literature • Power Electronic by Ned Mohan Power Electronics (Circuits, Devices, and Applications), Muhammed H. Rashid,
Prentice Hall 3’rd edition
Recommended Literature • M. Mahan, T. Undeland, W.P Robbins: "Power Electronics": Converters, Applications and Design, Wiley, 2004.
• J. Kassakian, M. Schlecht, G. Verghese: Osnove energetske elektronike I dio (prijevod), Graphis, 2000.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
106
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework 1 10 10
Project 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
107
Course Code : EEE373 Course Name:LOW VOLTAGE POWER SYSTEMS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description Power calculations in distribution systems. Power measurements. Secondary networks and load characteristics. Voltage drop
and power loss calculation in networks. Voltage drop and power loss calculations for selection of conductor cross-sections.
Low voltage power distribution in buildings. Selection of fuses, contactors and power switches. Grounding.
Course Objectives
The objectives of this course are to learn the operation of low voltage power systems. Topics are: Introduction to energy
systems. Basic knowledge and electrical devices. Single phase and three phase power calculations. Power factor correction.
Power system modeling. Distribution and transmission cables. Short circuit calculations. Fuses, conductors and circuit breakers in power systems. Measurement methods in low voltage systems. Earthing, concepts and methods. Introduction to
touch and step voltages.
Course Content
(weekly plan)
Week 1 Introduction to energy systems. Week 9 Postmidterm Review
Week 2 Single phase and three phase power
calculations Week 10
Fuses
Week 3 Power factor correction
Week 11 Conductors and circuit breakers in power systems
Week 4 Power system modeling Week 12 Measurement methods in low voltage systems
Week 5 Distribution and transmission cables
Week 13 Voltage drop and power loss calculations for
selection of conductor cross-sections
Week 6 Short circuit calculations Week 14 Introduction to touch and step voltages.
Week 7 Load characteristics Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 15 %
Homework 10 % Term Paper 0 %
Project 10 % Attendance 0 %
Midterm Exam 25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After finishing this course the student will be able to
1. Explain operation of low voltage power system
2. Analyze low-voltage electric power systems. 3. Calculate single phase and three phase voltage, current and power in the system
4. Design and maintainlow-voltage electric power systems
5. Model low volatge electric power systems 6. Design a basic electrical distribution system for a building providing overload, short circuit and effective
protection in line with current regulations and good practice
Instruction Language English Prerequisite courses
Mandatory Literature • Analysis and Design of Low-Voltage Power Systems: An Engineer's Field Guide, Ismail Kaşıkçı, Wiley-VCH; 1
edition
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / 1 10 10
Project 1 11 11
Total Workload 125
109
Course Code : EEE374 Course Name:COMPUTER RELAYING IN POWER SYSTEMS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course describes in detail the function block diagram of a computer relay and operating principles of different types of
relays. Also it gives main classification of relay types and their behavior, mathematical background for understanding
relaying algorithms and also examining line relaying algorithms and protection of transformers, machines and buses. It will be discussed about several hardware related question-such as the computer hierarchy in the substation, subsystems of a
computer relay and analog to digital converters as and system relaying and control.
Course Objectives
The goal of this course is to understand the function block diagram of a computer relay and operating principles of different types of relays. Learning about main classification of relay types and their behavior, mathematical background for
understanding relaying algorithms and also examining line relaying algorithms and protection of transformers, machines and
buses. It will be discussed about several hardware related question-such as the computer hierarchy in the substation, subsystems of a computer relay and analog to digital converters as and system relaying and control.
Course Content
(weekly plan)
Week 1 Introduction to computer relaying Week 9 Postmidterm Review
Week 2 Relaying practices I Week 10 Protection of transformers, machines and buses
Week 3 Relaying practices II Week 11 Hardware organization in integrated systems
Week 4 Mathematical basis for protective relaying algorithms
Week 12 System relaying and control
Week 5 Digital filters Week 13 Relaying applications of traveling waves
Week 6 Transmission line relaying Week 14 Wide area measurement application
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 15 %
Homework 10 % Term Paper 0 %
Project 10 % Attendance 0 %
Midterm
Exam
25 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Acquire a good understanding of digital relays 2. Design power system component protection systems using digital relays
3. Demonstrate knowledge of recent practices for relay testing, modeling and simulation
4. Apply and adapt applications of mathematics in the analysis, comparison, interpretation of various protection schemes 5. Demonstrate familiarity with the recent advances in the area of computer - based relaying ,substation automation and
wide area protection
Instruction Language English Prerequisite courses
Mandatory Literature • Arun G. Phadke and James S. Thorp, Computer Relaying for Power Systems, Second Edition, Wiley, 2009.
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework 1 10 10
Project 1 11 11
Total Workload 125
ECTS Credit (Total Workload / 25) 5
110
Course Code : EEE 375 Course Name:POWER SYSTEM COMMUNICATION
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course gives description to parallel and distributed processing techniques that are applied to power system optimization
and control. It will also give some briefing to load flow in power systems and basic theories about information system
architecture in modern power system control centers. Another feature of the course is learning about transmission congestion management, ancillary services management, state estimation and voltage/var optimization and control.
Course Objectives The objective of this course is to introduce the parallel and distributed processing techniques that are applied to power
system optimization and control. Understanding load flow in power systems. Learning about transmission congestion management, ancillary services management, state estimation and voltage/var optimization and control.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Parallel and Distributed Processing of Power Systems
Week 10 Parallel and Distributed State Estimation
Week 3 Information System for Control Centers Week 11 Distributed Power System Security Analysis
Week 4 Combinational Functions and Circuits
Week 12 Hierarchical and Distributed Control of
Voltage/VAR
Week 5 Common Information Model and Middleware
for Integration Week 13
Transmission Congestion Management Based
on Multi-Agent Theory
Week 6 Parallel and Distributed Load Flow Computation
Week 14 Special Topics in Power Systems Information system
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive Discussions and group workS • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After the course the student should be able to:
1. Describe the functions of the primary equipment in the power system that is relevant for protection, automation
and control. 2. Analyze substations and simple power systems in terms of reliability protection, automation and control needs.
3. Describe the function and architecture of information and control systems used for protection, automation and
control of power systems. 4. Describe the function and architecture of communication systems used for information & control systems for
power system control.
5. Describe the importance of information & control systems for the ability to connect large amounts of renewable power sources.
6. Analyze and develop basic systems for substation automation and protection.
7. Analyze and develop basic information & control systems for system-wide control from control rooms, e.g. SCADA systems and EMS applications.
Instruction Language English Prerequisite courses
Mandatory Literature • Mohammad Shahidehpour and Yaoyu Wang, Communication and Control in Electric Power Systems, Wiley, 2003.
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
112
Course Code : EEE 376 Course Name: SMART GRID
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description In the course Smart Electrical Networks and Systems you will apply your electrical engineering competence on projects that
are of high relevance in the field that is called ‘smart grids’. You will also get the basic concepts on evaluating the business
potential of different technical innovations.
Course Objectives The aim of this course is to examine a set of emerging concepts, technologies, applications, and business models, and the
complex trade off decisions related to transforming the nations century-old, centralized power grid into a more climate,
sustainable-energy, and consumer-friendly “Smart Grid”.
Course Content
(weekly plan)
Week 1 What Is The Smart Grid?
Week 9 The Smart Grid-Enabling Demand Response
The Energyport As Part Of The Smart Grid
Week 2 Electric Energy Efficiency In Power Production & Delivery
Week 10 Policies & Programs To Encourage End-Use Energy Efficiency
Week 3 Electric End-Use Energy Efficiency Week 11 Market Implementation
Week 4 Using Smart Grid To Evolve The Perfect
Power System Week 12
Efficient Electric End-Use Technology
Alternatives
Week 5 DC Distribution & The Smart Grid Week 13 Demand-Side Planning
Week 6 The Intelligridism Architecture For the Smart
Grid Week 14
Demand-Side Evaluation
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive
• Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. describe the benefits and business opportunities that a smart grid will address
2. develop models for the impact of local generation on the voltage variations in a system
3. describe the innovation process of a product development project
4. analyze the influence of fast measurements and data acquisition on control and automation properties of the
electric power network
5. present the recent findings about smart electrical networks
6. judge the needs and business opportunities from a system perspective that future’s electrical networks must have
7. understand the different methods with which local generation can be installed in the power system
8. be aware on where and how information control systems and monitoring/diagnostic systems can be implemented
in the power grids;
Instruction Language English Prerequisite courses
Mandatory Literature • Clark W. Gellings, The Smart Grid Enabling Energy Efficiency And Demand Response, The Fairmont Press, 2009.
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
Seminar / Presentation
114
Course Code : EEE 377 Course Name:SUSTAINABLE DISTRIBUTED POWER GENERATION
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
The first course part about heat and power technology brings up techniqes for large- and small scale electricity and heat
generation in power plants fired on biomass, oil, natural gas or coal. Thermodynamic power cycles and analysis,
combustion, boilers, emissions, life-cycle-cost and availability are all included in this course part. The second part of the course brings up nuclear reactor technology and nuclear power safety and focuses on BWR and PWR technologies. Here
material aspects, fuel cycles and plant control are included. Environment and security issues are brought up.
Course Objectives
The goal of this course is to provide students with solid basic understanding in following areas: introduction to unconventional sources of unconventional sources of electricity; energy conversion, generators selection, voltage levels
selection, storage of energy, regulators selection, power converters; economic implications of usage of non-conventional
energy sources; connecting to the power system network; management and regulation.
Course Content
(weekly plan)
Week 1 Introduction
Week 9 Principles of Control of Distributed Generation
Systems
Week 2 Distributed Generation: An Introduction
Week 10 Economic and Financial Aspects of Distributed Generation
Week 3 Combustion Engine Generator Sets Week 11 The regulatory Environment
Week 4 Combustion Turbines Week 12 Combined Heat and Power (CHP)
Week 5 Photovoltaic systems Week 13 Electric Power Distribution systems
Week 6 Microturbines Week 14 Installation and Interconnection
Week 7 Fuel Cells Week 15 Fuels
Week 8 Midterm Review Week 16 Final Exam
Teaching Methods
Description • Interactive Discussions and group works • Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm
Exam
20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Understand the principles of different power generation methods, both conventional and renewable
2. Analyze the conventional power methods thermodynamically 3. Make a simple economical assessment of a power plant
4. Perform an environmental assessment and suggest measures for emission control in a power plant
5. Compare different power generation alternatives and choose the most suitable for given conditions 6. Understand physics of nuclear power and how such a system can be built up
7. Describe some of the components in a power plant
Instruction Language English Prerequisite courses
Mandatory Literature • Ann-Marie Borbely and Jan F. Kreider, Distributed Generation The Power Paradigm for the New Millenium, CRC
Press LLC, 2001
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
115
Course Code : EEE 378 Course Name:POWER SYSTEM QUALITY
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description This course will provide students with overall understanding of the power quality problems and how do they interact with
the system. In addition, possible measures to solve the power quality problems will also be discussed in this course.
Course Objectives
The aim of this course is to teach some theoretical and practical aspect of power quality and evaluations that are very difficult to organize the material in any cohesive manner. The evaluations can include everything from transmission system
fault studies to transient voltage surge suppression for computer data lines. To make the problem even more difficult, these
concerns need to be explained so that they can be understood by electric utility engineers, facility managers, equipment designers, and end users.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Terms and Definitions Week 10 Long Duration Voltage Variations
Week 3 Voltage Sages and Interruptions Week 11 Distributed Generation and Power Quality
Week 4 Transient Over Voltages Week 12 Wiring and grounding
Week 5 Fundamental of Harmonics Week 13 Monitoring power quality
Week 6 Harmonic Solutions Week 14 Voltage Unbalance
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive Discussions and group works Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Explain the various power quality phenomenon 2. Analyse the characterization of voltage sag and short interruptions
3. Describe the voltage sag –equipment behavior and assessment methods
3. Discuss the mitigation techniques of voltage sag and interruptions 4. Explain the procedure of harmonic evaluation on the utility and end user facilities
5. Discuss the power quality issues with Distribution Generation integration.
Instruction Language English Prerequisite courses
Mandatory Literature • Roger C. Dugan, Mark F. McGranaghan, Surya Santoso, and H. Wayne Beaty, Electrical Power Systems Quality,
McGraw Hill, Second Edition, 2004
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
116
Course Code : EEE 379 Course Name:INDUSTRIAL UTILISATION OF ELECTRICAL ENERGY
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Extensive electricity utilization represents one of the hallmarks of a modern society. In this course, the basic concepts related
to use of electric energy in various industrial applications and important issues related to such usage will be examined. The
course also discusses issues related to economics of energy system usage and the concept of load management. Understanding the analytical methods and modern tools for solution of problems associated with utilization of electric
energy in industrial sectors.
Course Objectives
This course is designed to give seniors in Electrical and Electronics Engineering an ability to represent extensive electricity utilization for the hallmarks of a modern society. Use of electric energy in various industrial applications, issues related to
economics of energy system usage and the concept of load management are also presented within the scope of this course.
The primary objective of the course is to provide students with the skills to understand the analytical methods and modern tools for solution of problems associated with utilization of electric energy in industrial sectors.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Industrial Load Characteristic Week 10 Electrolytic Process
Week 3 Electrical Drives and Industrial Applications Week 11 Electric Traction
Week 4 Industrial Power Factor Control
Week 12 Economics of Electric Power Supply and Utilization
Week 5 Electric Heating and Welding Week 13 Demand Side Management – Part I
Week 6 Illumination Engineering Week 14 Demand Side Management – Part II
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive Discussions and group works Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After the course the student should be able to
1. describe different sources of primary energy and assess their environmental impact.
2. describe the utilisation of energy in the present day society.
3. understand and describe the function of passive systems. 4. Maintain various electric heating and welding equipments used in industries.
5. Maintain Electric Drive and elevator used in industries.
6. Maintain Electric Traction system. 7. Maintain various domestic electrical appliances.
8. Student will be able to design Illumination systems for variousapplications.
Instruction Language English Prerequisite courses
Mandatory Literature • E.R. Laithwaite and L. L. Freris, Electric Energy: Its Generation, Transmission and User, McGraw Hill Co., 1984.
Recommended Literature • C. L. Wadhwa, Generation, Distribution and Utilization of Electrical Energy, 2006
• C. O. Bjork, Industrial Load Management - Theory, Practice and Simulations, Elsevier,
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
Seminar / Presentation
118
Course Code : EEE 380 Course Name: INTRODUCTION TO ROBOT CONTROL
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 3+2 Total Hours: 45+30
Course Description
Introduction to robotics. Robot kinematics: Position analysis, The Denavit-Hartenberg representation. Differential motions
and velocities: The manipulator Jacobian, derivation of the Jakobian, inverse Jakobian. Dynamic analysis and forces: A short
review of Lagrangian mechanics, dynamic equations for MDOF robots, static force analysis of robots. Trajectory planning. Actuators. Sensors. Image processing and analysis with vision systems. Robot control: Independent joint control,
multivariable control, force control, variable structure and adaptive control, fuzzy logic control.
Course Objectives
Dynamics: Review of Lagrangian dynamics, actuator and sensor dynamics. Trajectory planning: Cartesian space, joint space, interpolation methods. Position control: Independent joint control, PID and feed forward control, computing torque
and inverse dynamics, resolved motion control, control of orientation. Force Control: Stiffness and compliance, network
models.
Course Content
(weekly plan)
Week 1 Introduction Week 9 Postmidterm Review
Week 2 Introductory Material and Review Week 10 Actuators
Week 3 Kinematics of Position Week 11 Sensors
Week 4 Differential Motions Week 12 Vision Systems
Week 5 Robot Dynamics and Force Control Week 13 Fuzzy Logic – Part I
Week 6 Path and Trajectory Planning Week 14 Fuzzy Logic – Part II
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive Discussions and group works Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After this course, the candidate should be able to:
1. Design different applications of robotic systems 2. Describe mechanical robotic structures and systems
3. Derive the mathematics involved
4. Do path generation and control of simple robotic systems.
Instruction Language English Prerequisite courses
Mandatory Literature • “Introduction to Robotics – Analysis, Systems, Applications”, Saeed B. Niku, 2001, Prentice Hall. ISBN: 0-13-
061309-6.
Recommended Literature • “Robot Dynamics and Control”, M. W. Spong, Seth Hutchinson and M. Vidyasagar, 2006, John Wiley and Sons.
ISBN: 0-471-64990-2.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 21 21
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
119
Course Code : EEE 381 Course Name:PROCESS CONTROL
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Introduction to process control. Analog and digital signal conditioning. Sensors: Thermal, mechanical, optical. Final control:
Industrial electronics, actuators, control elements. Discrete-state process control: Relay controllers and ladder diagram,
PLCs. Controller principles: Control system parameters, controller modes. Analog controllers. Digital control: Computers in digital control, process-control networks. Control-loop characteristics.
Course Objectives To provide an overview of process control and give introductory concepts. To provide the dynamic behavior of processes.
To consider feedback and feed-forward control methods for process control.
Course Content
(weekly plan)
Week 1 Introduction to Process Control Week 9 Control System Instrumentation
Week 2 Theoretical Models of Chemical Processes Week 10 Overview of Control System Design
Week 3 Laplace Transforms, Transfer Function and
State-Space Models Week 11
Dynamic Behavior and Stability of Closed-
Loop Control Systems
Week 4 Dynamic Behavior of First-Order and Second-
Order Processes Week 12
PID Controller Design, Tuning, and
Troubleshooting
Week 5 Dynamic Response Characteristics of More Complicated Processes
Week 13 Frequency Response Analysis
Week 6 Development of Empirical Models from
Process Data Week 14
Control System Design Based on Frequency
Response Analysis
Week 7 Feedback Controllers Week 15 Feed-forward and Ratio Control
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive Discussions and group works Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Implement dynamic models with or without controllers and perform simulations
using computational tools. 2. Analyze process stability and dynamic responses.
3. Empirically determine process dynamics from step response data.
4. Evaluate dynamic performance of processes via benchmarks and statistics. 5. Read block diagrams and process and instrumentation diagrams.
6. Know frequency analysis of dynamic processes.
7. Design feed forward control, cascade control and Smith predictors. 8. Know MIMO process interactions.
Instruction Language English Prerequisite courses
Mandatory Literature • Process Dynamics and Control, D.E. Seborg, T.F. Edgar, D.A. Mellichamp, 2004, 2nd Edition, John Wiley & Sons,
Inc. ISBN: 978-0-471-00077-8. Book Web page: www.wiley.com/college/seborg
Recommended Literature • Practical Process Control Using Control Station 3.7, Doug J. Cooper, 2004, Control Station LLC. Book Web page:
www.controlstation.com
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
Seminar / Presentation
Total Workload 125
121
Course Code : EEE 383 Course Name:DISCRETE TIME CONTROL SYSTEMS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Review of discrete-time systems and the z-transform. z-plane analysis of discrete-time control systems: Sampling and
reconstruction, the pulse transfer function, realization of digital controllers and digital filters. Stability analysis of closed-
loop systems in the z-plane, transient and steady-state response analysis. State-space analysis. Pole placement and observer design. Polynomial equations approach to control systems design. Quadratic optimal control systems.
Course Objectives
A working knowledge of representation, analysis and design of computer control systems. Time-domain representation of
discrete-systems, frequency domain analysis (z-transform), state space techniques and introduction to the design of computer controller schemes. To model and analyze computer-controlled systems using simulation tools like MATLAB. Emulating
real-time computer controlled systems with the use of analog computers, analog-to-digital and digital-to-analog converters.
To design, implement, and verify computer controlled systems with all these tools combined.
Course Content
(weekly plan)
Week 1
Introduction. Digital control systems.
Quantizing and quantization error. Week 9
Design based on the root-locus method. Design
based on the frequency-response method.
Analytical design method.
Week 2
Data acquisition, conversion, and distribution
systems. Week 10
Design based on the root-locus method. Design
based on the frequency-response method.
Analytical design method.
Week 3
Introduction. The z transform. z transforms of
elementary functions. Week 11
Introduction. State-space representations of
discrete-time systems. Solving discrete-time
state-space equations.
Week 4
Important properties and theorems of the z
transform. The inverse z transform. z transform
method for solving difference equations.
Week 12
Introduction. State-space representations of
discrete-time systems. Solving discrete-time
state-space equations.
Week 5
z-Plane Analysis of Discrete-Time Control
Systems Week 13
Pulse-transfer-function matrix. Discretization
of continuous-time state-space equations.
Liapunov stability analysis.
Week 6
Introduction. Mapping between the s plane and
the z plane. Stability analysis of closed-loop
systems in the z plane. Transient and steady-state response analysis.
Week 14
Pulse-transfer-function matrix. Discretization
of continuous-time state-space equations.
Liapunov stability analysis.
Week 7
Introduction. Mapping between the s plane and
the z plane. Stability analysis of closed-loop systems in the z plane. Transient and steady-
state response analysis.
Week 15
Final Review
Week 8 Midterm Exam
Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive Discussions and group works Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Distinguish mathematical models of linear discrete-time control systems using z domain transfer functions and
state-space models.
2. Analyze transient and steady state behaviors of linear discrete-time control systems. 3. Determine whether performance of linear discrete-time control systems meet specified design criteria
4. Do stability analysis in the z domain. 5. Design controllers for linear discrete-time control systems so that their performance meetspecified design criteria
6. Perform root locus design in z domain.
7. Perform frequency domain design. 8. Verify performance of linear discrete-time control systems using MATLAB and Simulink.
Instruction Language English Prerequisite courses
Mandatory Literature • Discrete-Time Control Systems, Katsuhiko Ogata, 2000, 2nd Edition, Prentice Hall. ISBN: 0-13-034281-5
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
122
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
123
Course Code : EEE 384 Course Name:PROCESS INSTRUMENTATION AND CONTROL
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course focuses on the four major areas in automatic control systems: primary measurements, signal transmission,
automatic controllers, and the final control elements. Describing typical installations as applied in various pulp and
papermaking processes shows how these areas work together as systems. This course also provides a basic introduction to computers and their use in the paper industry.
Course Objectives
Students will demonstrate knowledge of process variables, elements, and instruments as related to process variables
measurement and control. Students will identify, define, and describe measuring devices, control loops, control loop elements, control valves and regulators. Students will demonstrate knowledge of symbology, process diagrams,
instrumentation, sketching and troubleshooting.
Course Content
(weekly plan)
Week 1 Course Introduction Week 9 Postmidterm Review
Week 2 Instrumentation and Control
Methods/Equipment – Part I Week 10
Signal Transmission – Part II
Week 3 Instrumentation and Control Methods/Equipment – Part II
Week 11 Automatic Control – Part I
Week 4 Different Process Measurements – Part I Week 12 Automatic Control – Part II
Week 5 Different Process Measurements – Part II Week 13 Final Control Elements
Week 6 Signal Transmission – Part I Week 14 Process Applications
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactive Discussions and group works Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
Upon successful completion of this course, the student should be able to:
1. Define primary measurement and signal transmission principles and equipment. 2. Define the use of automatic controllers in automated control systems.
3. Describe the use of final control elements in automated control systems.
4. Explain measurement, signal transmission, controller, and control element applications for common process variables
Instruction Language English Prerequisite courses
Mandatory Literature • Platt, George. Process Control - A Primer for the Nonspecialist, 2nd Ed., TAPPI Publications, 1998.
Recommended Literature • Smook, G.M. Handbook for Pulp and Paper Technologist, 3rd Ed., Atlanta, GA: TAPPI Publications, 2002. (Chapter
24: Process Control)
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
124
Course Code : EEE 391 Course Name:HDL BASED LOGIC CONTROL
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
Introduction to electronic design automation. Hardware modeling in HDL. Event-driven simulation and testbenches. Logic
System, data types, and operators for modeling in HDL. User-defined primitives. Propagation delay models. Behavioral
descriptions in HDL. Synthesis of combinational logic. Synthesis of sequential logic. Synthesis of language constructs. Switch-level models. Rapid prototyping with FPGAs.
Course Objectives To learn HDL based logic design including event-driven simulation and testbenches, Logic system, data types, and operators
for modeling in HDL.
Course Content
(weekly plan)
Week 1 Introduction to course Week 9 Postmidterm Review
Week 2 Introduction to HDLs Week 10 Procedure in VHDL
Week 3 Combinatorial design with VHDL – Part I Week 11 Functions in VHDL – Part I
Week 4 Combinatorial design with VHDL – Part II Week 12 Functions in VHDL – Part II
Week 5 Process in VHDL – Part I Week 13 Case studies – Part I
Week 6 Process in VHDL – Part II Week 14 Case studies – Part II
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive Discussions and group works Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. Learn VHDL (Very high speed integrated circuit Hardware Description Language).
2. Utilize VHDL to design and analyze digital systems including arithmetic units and state machines. 3.Learn field programmable gate array (FPGA) technologies and utilize associated computer aided design (CAD) tools to
synthesize and analyze digital systems.
4. Learn testing strategies and construct testbenches. 5.Conduct laboratory experiments using an FPGA based development board to prototype digital systems and to confirm the
analysis done in class.
Instruction Language English Prerequisite courses
Mandatory Literature • VHDL Starters Guide Sudhakar Yalamanchili Publisher: Prentice Hall , ISBN: 0-13-145735-7 Copyright: 2005
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 25 25
Assignment / Homework / Project 21 21
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
125
Course Code : EEE 394 Course Name:EMBEDDED SYSTEMS
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 3+2 Total Hours: 45+30
Course Description
This is practically-orientated and advanced course in the area of electronics design and applications. It is distinctive in that it
provides a strong digital technology core backed up with applications-led modules. Examples of these applications include
medical and electronics, e-health, intelligent building design, automotive electronics, retail and commerce. Another feature of the course is the substantial amounts of practical work, giving students the confidence with software and digital hardware
implementations using microcontrollers or general system-on-chip the methodology.
Course Objectives The aim of this course is to understand the basic issues related to embedded systems. Also to learn the application of embedded systems including medical and electronics, e-health, intelligent building design, automotive electronics, retail and
commerce.
Course Content
(weekly plan)
Week 1 Introduction
Week 9 Basic control theory: Principles of feedback, logic control and finite state machines.
Week 2
Embedded Microcontrollers: Choosing and
using microcontrollers for embedded system design.
Week 10
Software architectures for implementing
controllers.
Week 3
Development environments for embedded
software. Week 11
Real-time operating systems: Interrupts.
Shared data. Latency. Round-robin architectures.
Week 4
Sensors and Sensory processing: Software
aspects of sensory interfacing. Sampling. Analog acquisition.
Week 12
Single vs. multitasking. Semaphores. Real
time computation.
Week 5
Position and Velocity Measurements. Encoders.
Quadrature Decoding. Week 13
Communication protocols: Communicating
between multiple microcontrollers. RS232, I2C, CAN protocols.
Week 6
Actuators and interfacing: Pulse Width
Modulation (PWM). DC motors. Programming with actuators.
Week 14
Designing distributed applications.
Week 7 Midterm Review Week 15 Final Review
Week 8 Midterm Exam Week 16 Final Exam
Week 1 Beginning of classes Week 9 Lab 7: Arduino – RFID Module.
Week 2 Lab 1: Arduino – LED, RGB LED, Button Switch.
Week 10 Lab 8: Introduction to Raspberry Pi
Week 3 Lab 2: Arduino – Photoresistor. Servo Motor. Week 11 Lab 9: Implementation of Student Projects
Week 4 Lab 3: Arduino - LCD1602. Potentiometer. Week 12 Lab 10: Implementation of Student Projects
Week 5 Lab 4: Arduino - Ultrasonic Sensor. Infrared
Motion Sensor. Week 13
Lab 11: Implementation of Student Projects
Week 6 Lab 5: Arduino -.7-segment display, Joystick Module and Keypad Module
Week 14 Lab 12: Implementation of Student Projects
Week 7 Lab 6: Arduino - Buzzer Week 15 Lab 13: Presentation of Projects
Week 8 Midterm Exam Week 16 Final Exam
Teaching Methods
Description • Interactive Discussions and group works Tutorials and Labs
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
1. describe the special requirements that are imposed on embedded systems
2. describe the key properties of microprocessor and digital signal processor 3. sketch a design of an embedded system around a microprocessor or DSP
4. explain how microprocessor, memory, peripheral components and buses interact in an embedded system
5. evaluate how architectural and implementation decisions influence performance and power dissipation
6. produce efficient code for embedded systems
126
7. point out the role of the compiler in the embedded system design process
8. summarize the basic properties of a real-time operating system 9. estimate if additional hardware can accelerate a system
Instruction Language English Prerequisite courses
Mandatory Literature • The 8051 Family of Microcontrollers, R.H. Barnett, 1995, Prentice Hall
Recommended Literature
• Programming and Interfacing the 8051, S.Yeralan, A. Ahluwalia, 1995 Addison Wesley
• Microprocessor and Microcontroller Fundamentals, William Kleitz, 1998, Prentice Hall
• Programming and Customizing the 8051 Microcontroller, Myke Predko, 1999, Mc Graw Hill
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 21 21
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
127
Course Code: EEE 396 Course Name: GENERAL METROLOGY
Level: Undergraduate Year: III Semester: V, VI ECTS Credits: 5
Status: Elective Hours/Week: 3+2 Total Hours: 45+30
Course Description
Metrology (derived from the Greek word “metron” meaning measure, and logos meaning science, studying) represents a
basis for developing all scientific disciplines. Metrology development is related to human civilization development, which
required consistency of measurements in everyday life. This course will cover all essential topics for better understating the metrology topics and their importance in science through the international traceable and accepted measurement results.
Course Objectives
The main objective of this course is to provide the knowledge to the students regarding the metrology and its importance in
science, industry and everyday life, the international system of the units (SI) and practical realization for the seven base units from the metrology perspective, traceability of the measurement results, dissemination of the measurement results,
metrological infrastructure for the internationally accepted measurement results, and the role the international and national
metrological organizations in establishing and maintaining the metrological infrastructure for the uniform measurements.
Course Content
(weekly plan)
Week 1 Introduction to the topic Week 9 ISO/ IEC 17025 - Technical requirements
Week 2 International System of Units Week 10 Understanding the concept of the
measurement results
Week 3 Basic SI units, definitions, and realizations (Realization of the new SI units)
Week 11 Inter-laboratory comparisons and their importance
Week 4 Derived SI units and permitted units of
measurement outside the SI system Week 12 Statistics in Metrology
Week 5
International organizations in metrology (EU
classification of metrology (legal, scientific,
industrial), international organizations (BIPM, OIML, EURAMET)
Week 13 Measurement uncertainty (type A(statistical))
and type B(non-statistical))
Week 6
National organization in metrology (National
Metrology Institutes, National Accreditation
Bodies, National Standard Bodies)
Week 14
Typical uncertainty sources, estimation and
calculation of uncertainty, calibration procedures, examples from different technical
areas
Week 7 How to prove the metrological competences (National and International level)
Week 15 Quantifying the measurement uncertainty and representing the final measurement results
Week 8 Midterm exam Week 16 Final exam
Teaching Methods
Description
• Interactive lectures and communication with students
• Discussion and Group Works
• Presentation
• Projects
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 15 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 5 %
Presentation 10 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to:
• Understanding of metrological system, hierarchy of international organizations
• Develop interpersonal, organizational, and problem-solving skills within a managed environment
• Acquire knowledge regarding basic and other SI units, understand definitions, realizations and dissemination of
units, traceability to higher hierarchical levels
• Presentation of measurement results (uncertainty, correction, ...)
• Understanding and correctly solving measurement problems in practice
Instruction Language English Prerequisite courses
Mandatory Literature
• Zijad Džemić, Alen Bošnjaković, Haris Memić.: Inspection of Medical Devices (Chapter: Regulations and
Directives - Past, Present and Chapter: Legal Metrology System - Past, Present, Future) Springer Verlag,
Singapore, 2018
• BIPM Evaluation of measurement data - Guide to the expression of uncertainty in measurement, JCGM 100:2008
• BIPM, International vocabulary of metrology – Basic and general concepts and associated terms (VIM), JCGM
200:2012
• Morris, A.S.: Measurement and Instrumentation: Theory and Application, ELSEVIER, 2011
• BIPM: "The International System of Units (SI)"
• ISO/IEC 17025 (General requirements for the competence of testing and calibration laboratories)
Recommended Literature
https://www.bipm.org/en/publications/
https://www.euramet.org/publications-media-centre/ https://www.oiml.org/en/publications/documents/publication_view?p_type=2&p_status=1
https://www.welmec.org/guides-and-publications/guides/
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
128
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 16 16
Seminar / Presentation
Total Workload 125
ECTS Credit (Total Workload / 25) 5
129
Course Code: GBE 307 Course Name: BIOINFORMATICS
Level: Undergraduate Year: 3 Semester: 5 ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
The aim of the course is to establish a basic background in the significant and more emerging field of
bioinformatics. Its main subjects are PubMed and Medline databases, DNA- and protein-based bioinformatics tools, as well as several new and emerging information tools. Students are expected to have a working
knowledge of genetics and molecular biology concepts in order to fully benefit from utilization of available
information sources. The course is organized concurrently with a laboratory course in which students are applying bioinformatics in practice in order to analyze DNA, RNA, and protein sequences, as well as to study
phylogeny.
Course Objectives
The cognitive, affective and behavioral objectives of this course are following:
• Showing the importance of bioinformatics as a method to overcome modern biomedical research
problems.
• Enabling skill development in software using, critical evaluation of the results and their interpretation.
• Illustrating how to work with DNA sequences.
• Explaining how to work with protein sequences.
• Illustrating how to construct phylogenetic trees.
Course Content
(weekly plan)
Week 1: Introduction to bioinformatics
Week 2: PubMed
Week 3: Using nucleotide sequence databases
Week 4: Using protein and specialized sequence databases
Week 5: Working with a single DNA sequence
Week 6: Working with a single nucleotide sequence Week 7: Similarity searches on sequence databases
Week 8: MID-TERM EXAM WEEK
Week 9: Comparing two sequences Week 10: Building a multiple sequence alignment
Week 11: Editing and publishing alignments
Week 12: Working with protein 3D structures Week 13: Working with RNA
Week 14: Building phylogenetic trees: NJ method
Week 15: Building phylogenetic trees: UPGMA method Week 16: FINAL EXAM WEEK
LABORATORY CONTENT
Week 1: Beginning of classes Week 2, Lab 1: PubMed
Week 3, Lab 2: Using nucleotide sequence databases
Week 4, Lab 3: Using protein and specialized sequence databases Week 5, Lab 4: Working with a single DNA sequence
Week 6, Lab 5: Working with a single nucleotide sequence
Week 7, Lab 6: Similarity searches on sequence databases
Week 8:MID-TERM EXAM WEEK
Week 9, Lab 7: Comparing two sequences Week 10 Lab 8: Building a multiple sequence alignment
Week 11, Lab 9: Editing and publishing alignments
Week 12, Lab 10: Working with protein 3D structures Week 13, Lab 11: Building phylogenetic trees
Week 14: Preparation for practical exam
Week 15: Practical exam from lab course
Week 16: FINAL EXAM WEEK
Teaching Methods
Description
• Interactive lectures and communication with students
• Discussions and group work
• Presentations
• Laboratory work
Assessment Methods Description
(%)
Quiz 0 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to: 1. Use PubMed for article browsing
2. Employ NCBI for sequence analysis
3. Operate single DNA sequences 4. Perform similarity searches
5. Perform multiple sequence alignments
6. Discover different protein databases 7. Create phylogenetic trees
Prerequisite Course(s) None
130
Language of Instruction English
Mandatory Literature Claverie, J. M. & Notredame, C. (2006). Bioinformatics for Dummies, 2nd ed. Hoboken, NJ, USA: Wiley
Recommended Literature Lesk, A. (2008). Introduction to Bioinformatics, 3rd ed. Oxford, UK: Oxford University Press Campbell, A. M. & Heyer, L. J. (2006). Discovering Genomics, Proteomics, and Bioinformatics, 2nd ed. San
Francisco, CA, USA: Benjamin Cummings
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 13 13
Seminar / Presentation 18 18
Total Workload 125
ECTS Credit (Total Workload / 25) 5
131
Course Code:GBE 321 Course Name: INTELLIGENT SYSTEMS
Level: Undergraduate Year: 3 Semester: 5, 6 ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course will introduce students to the principles of fuzzy logic systems and artificial neural network systems. The focuses
are on using these methods for solving different problems in Bioengineering. Topic include neural networks architectures and
fuzzy systems, learning algorithms and application, Matlab software - Neural Network Toolbox and Fuzzy Logic Toolbox. Student will acquire knowledge various neural network and fuzzy systems models. Student is also expected to work
effectively as part of a team, to develop interpersonal, organizational, and problem solving skills within a managed
environment and to exercise some personal responsibility.
Course Objectives The cognitive, affective and behavioral objectives of this course are following:
• To provide students with an understanding of the fundamental theory of neural networks, fuzzy logic systems,
eule-based systems and expert system development.
Course Content
(weekly plan)
Week 1: Introduction: Characteristics of ANN and Fuzzy Systems, Biological Neuron, Artificial Neuron, Artificial Neural Networks
Week 2: Phases in ANN Operation, Network Classification
Week 3: Phases in ANN Operation, Network Classification; Week 4: Unsupervised Learning: Hebbian Learning, Competitive Learning & Boltzmann Learning
Week 5: Unsupervised Learning: Hebbian Learning, Competitive Learning & Boltzmann Learning
Week 6: Supervised Learning (Error-Correction learning) and Reinforcement Learning Week 7: Supervised Learning (Error-Correction learning) and Reinforcement Learning
Week 8: MID-TERM EXAM WEEK
Week 9: Perceptrons and Multilayer Perceptrons Week 10: Neural network Applications
Week 11: Neural network Applications
Week 12: Fuzzy Sets and Operations Week 13: Fuzzy Representation of Structured Knowledge
Week 14: Fuzzy System application and Fuzzy sense in ANN
Week 15: Expert systems based on fuzzy logic and artificial neural network Week 16: FINAL EXAM WEEK
LABORATORY CONTENTS:
Week 1: Beginning of classes
Week 2, Lab 1: Introduction to nanotechnology
Week 3, Lab 2: Basic phenomena and ideas of nanoscience and nanotechnology Week 4, Lab 3: Basic concepts of nanostructures
Week 5, Lab 4: Nanostructured materials
Week 6, Lab 5: Quantum dots and quantum wells Week 7, Lab 6: Characterization of nanostructures
Week 8:MID-TERM EXAM WEEK
Week 9, Lab 7: Smart materials based on nanostructures Week 10 Lab 8: Introduction to sensors
Week 11, Lab 9: Introduction to nanosensors
Week 12, Lab 10: Application of nanosensors Week 13, Lab 11: Practical examples
Week 14: Preparation for practical exam
Week 15: Practical exam from lab course
Week 16: FINAL EXAM WEEK
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communication with students
• Discussions and group work
• Consultations
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
On successful completion of this course, students should be able to:
1. Designing and applying fuzzy logic system to solve engineering control problems where only expert linguistic
knowledge is available, 2. Designing and applying artificial neural network for solving problems,
3. Different aspects and methods of applying fuzzy logic system and artificial neural network in Bioengineering,
4. The difference between the classical algorithmic way of solving the problems and the corresponding learning procedures of artificial neural networks,
5. Technical possibilities, the advantages and the limitations of the fuzzy logic systems, artificial nerual network
systems, 6. Usage of available software tools such as Matlab Neural Network Toolbox.
7. Developing Intelligent Expert Systems for solving complex problems in the Bioengineering area.
Prerequisite Course(s) None
132
Language of Instruction English
Mandatory Literature
S. Kumar, “Neural Networks: A Classroom Approach,” McGraw Hill, 2005. J.M. Mendel, “Uncertain Rule-Based Fuzzy Logic Systems”, Prentice-Hall, 2001
Timothy Ross, Fuzzy Logic with Engineering Applications, John Wiley & Sons Inc., 2010.
Sandhya Samarasingh, Neural Networks for Applied Sciences and Engineering: From Fundamentals to Complex
Pattern Recognition, Auerbach Publications, 2006
S. Haykin, “Neural Networks: A Comprehensive Foundation”, 2nd Ed, Prentice-Hall,1999
L. Fausett, “Fundamentals of Neural Networks: Architectures, Algorithms, and Application s”, Prentice-Hall, 1994
Recommended Literature None
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 14 14
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 16 16
Seminar / Presentation 16 16
Total Workload 125
ECTS Credit (Total Workload / 25) 5
133
Course Code:GBE 323 Course Name: BIOMEDICAL INSTRUMENTATION
Level: Undergraduate Year: 3 Semester: 5, 6 ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course will introduce the students to basic biomedical engineering technology so that they can understand and
evaluate (and perhaps design) systems and devices that can measure, test, and acquire biological information. The course
will encompass systems of human physiology as well as the bio-signals they generate. The focus will also be on biosensors, transducers, bio-electrodes used for acquisition, and amplifiers for measuring bio-potentials. Some bioethics
will be discussed as well. Introduction to fundamentals of biomedical instrumentation, biomedical sensors and
physiological transducers, biomedical recorders, patient monitoring systems, arrhythmia and ambulatory monitoring instruments, cardiac pacemakers, cardiac defibrillators, MRI and CT systems are the topics covered within the course.
Course Objectives
The cognitive, affective and behavioral objectives of this course are following:
• Introduction to basic biomedical instrumentation.
• Explaining working principles of biomedical instrumentation.
• Familiarizing students with patients’ security.
• Giving an outline of regulations related to biomedical instrumentation.
Course Content
(weekly plan)
Week 1: Introduction to biomedical instrumentation
Week 2: Biomedical sensors and transducers and bioelectric amplifiers
Week 3:Electrocardiographs
Week 4:Blood pressure measurement and physiological pressure and other cardiovascular measurements and
devices Week 5:Instrumentation for measurement of brain parameters
Week 6:Biological impedance measurement
Week 7: Respiratory system and its measurement Week 8: MID-TERM EXAM WEEK
Week 9: Intensive and coronary care units and pacemakers and defibrillators
Week 10: Electrosurgery
Week 11:Lasers and medical imaging equipment
Week 12:Radiology and nuclear medicine equipment and medical ultrasound
Week 13: Magnetic resonance imaging Week 14: Computed tomography imaging
Week 15: Patients’ security and law
Week 16: FINAL EXAM WEEK
LABORATORY CONTENT:
Week 1-11: This course is designed so that the students get acquainted with all the instruments mentioned in the lectures through a series of virtual labs. Through these labs they will learn how to handle the instruments and, at the same time,
interpret the results they obtain.
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communication with students,
• Discussions and group work,
• Consultation • Laboratory work
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
On successful completion of this course, students should be able to:
1. Recall basic terminology related to biomedical instrumentation
2. Recognize biomedical instrumentation
3. Practice on a huge area of biomedical instrumentation
4. Interpret principles of work of biomedical instrumentation
5. Evaluate patients' security and law
Prerequisite Course(s)
(if any) None
Language of Instruction English
Mandatory Literature Raden, J.F. (2010). Handbook of Modern Sensors, Physics, Designs and Applications. New York, NY, USA: Springer-Verlag
Recommended Literature
Enderle, J. & Bronzino, J. (2011). Introduction to Biomedical Engineering,3rd ed. Burlington, MA, USA: Elsevier Academic Press
Webster, J.G. & Eren, H. (2014). Measurement, Instrumentation, and Sensors Handbook, 2nd ed. Boca Raton, FL, USA: CRC
Press
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
134
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 14 14
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 14 14
Seminar / Presentation 18 18
Total Workload 125
ECTS Credit (Total Workload / 25) 5
135
Course Code: GBE 325 Course Name: BIOMEDICAL SIGNALS AND SYSTEMS
Level: Undergraduate Year: 3 Semester: 5, 6 ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course will introduce students to medical and biomedical engineering concepts. The focuses are on how signal analysis
can clarify the understanding of biomedical signal interpretation and diagnosis. Topics include EEGs, ECGs, EMGs,
respiratory and blood pressure (how they are generated and measured), biosignals as random processes, spectral analysis, wavelets, time-frequency functions, and signal processing for pattern recognition.
Course Objectives
The cognitive, affective and behavioral objectives of this course are following:
• Introduction to the principles of biomedical signals and systems through ECG, EEG, EMG, NIBP, IBP and
respiratory examples.
• Explaining the importance of engineering in medicine.
• Giving an outline of characteristics of biomedical signals.
• Providing basic concepts about the human heart.
• Providing basic concepts about the respiratory system.
Course Content
(weekly plan)
Week 1: Summary and history of biomedical engineering
Week 2: Cell physiology, bio-potentials, membrane, and active potentials
Week 3: Bioelectrical phenomena, neurons, synaptic transmission
Week 4: Biomedical signals: ECG, EEG, EMG, EOG, respiratory signal, biomedical sensors, biomedical signals
processing
Week 5: Human heart, cardio-cycle, electrocardiogram, vectocardiogram, electrical field of the heart, methods of ECG signal acquisition
Week 6: Methods for acquisition, processing and visualization of ECG signal, heart’s rhythm diagnostic
Week 7: ECG waveform and significant segments, ECG interpretation and diagnostics, pacemaker WEEK 8: MID-TERM EXAM WEEK
Week 9: Respiratory signal, measurement, extraction from ECG, and measuring respiratory signals Week 10: Blood pressure, invasive and non-invasive measurement methods, biosensors and transducers
Week 11: Methods for acquisition, processing and visualization of EEG signal
Week 12: Recording and interpretation of EEG, basic concepts and EEG phenomena Week 13: Electrodes for bio-potential measurement, basic electrochemical processes in the cell and tissues, aspects and
methods of bioimpedance measurement
Week 14: Electrochemical sensors and dialysis: Chemical sensors, separation of the blood components Week 15: Preparation for the final exam
WEEK 16: FINAL EXAM WEEK
LABORATORY CONTENT:
Week 1-11: The laboratory course is designed so that the students go through a series of virtual labs and analyze the studied
equipment: their modes of functioning, components, and therapeutic importance in determining diagnosis.
Teaching Methods
Description
(list up to 4 methods)
• Interactive lectures and communication with students
• Discussions and group work
• Consultations • Laboratory work
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
On successful completion of this course, students should be able to: 1. Define biomedical system modeling
2. Assess different aspects and methods of applying engineering principles in medicine
3. Review characteristics of biomedical signals 4. Arrange principles of design and implementation of medical devices for physiological signal processing
5. Interpret results of ECG and EEG signals
Prerequisite Course(s)
(if any) None
Language of Instruction English
Mandatory Literature Raden, J.F. (2010). Handbook of Modern Sensors, Physics, Designs and Applications. New York, NY, USA: Springer-
Verlag
Recommended Literature
Enderle, J. & Bronzino, J. (2011). Introduction to Biomedical Engineering, 3rd ed. Burlington, MA, USA: Elsevier
Academic Press
Webster, J.G. & Eren, H. (2014). Measurement, Instrumentation, and Sensors Handbook, 2nd ed. Boca Raton, FL, USA: CRC Press
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
136
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 14 14
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 14 14
Seminar / Presentation 18 18
Total Workload 125
ECTS Credit (Total Workload / 25) 5
137
Course Code: GBE 330 Course Name: BIOSENSORS
Level: Undergraduate Year: 3 Semester: 5, 6 ECTS Credits: 5
Status: Elective Hours/Week: 2 + 2 Total Hours: 30 + 30
Course Description
Biosensors have emerged as an exciting research area due to the integration of molecular biology with electronics to form
devices of modern time. This course will introduce fundamentals of microbiology and biochemistry from engineering
prospective and give a comprehensive introduction to the basic features of biosensors. Types of most common biological agents and the ways in which they can be interfaced with a variety of transducers to create a biosensor for biomedical
applications will be discussed. Focus will be on optical biosensors, immunobiosensors, and nanobiosensors. New
technologies, related research highlights, and main machine interface will also be covered.
Course Objectives
The cognitive, affective and behavioral objectives of this course are following:
• Introduction to sensors, especially biosensor-technology to genetics and bioengineering students and the ones
who are interested in the subject.
• Explaining basic concepts in biosensing and bioelectronics.
• Clarifying typical problems in biosensing and bioelectronics.
Course Content
(weekly plan)
Week 1: Introduction/Overview of the field and applications of biosensors
Week 2: Measurement accuracy and sources of errors Week 3: Characteristics and operational modes of sensors
Week 4: Static and dynamic characteristics of biosensors
Week 5: Measurement standards Week 6: Sensor networks and communication
Week 7: Preparation for mid-term exam
Week 8: MID-TERM EXAM WEEK
Week 9: Biological sensing elements
Week 10: Calorimetric biosensors
Week 11: Potentiometric biosensors Week 12: Amperometric biosensors
Week 13: Optical biosensors
Week 14: Piezoelectric biosensors Week 15: Immunobiosensors
Week 16: FINAL EXAM WEEK
LABORATORY CONTENT
Week 1: Beginning of classes
Week 2, Lab 1: Introduction/Overview of the field and applications of biosensors Week 3, Lab 2: Measurement accuracy and sources of errors
Week 4, Lab 3: Characteristics and operational modes of sensors
Week 5, Lab 4: Static and dynamic characteristics of biosensors
Week 6, Lab 5: Measurement standards
Week 7, Lab 6: Sensor networks and communication
Week 8:MID-TERM EXAM WEEK
Week 9, Lab 7: Biological sensing elements
Week 10 Lab 8: Calorimetric biosensors Week 11, Lab 9: Potentiometric and amperometric biosensors
Week 12, Lab 10: Optical biosensors
Week 13, Lab 11: Piezoelectric and immunobiosensors Week 14: Preparation for practical exam
Week 15: Practical exam from lab course
Week 16: FINAL EXAM WEEK
Teaching Methods
Description
• Interactive lectures and communication with students
• Discussions and group work
• Presentations
• Laboratory work
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
1. Describe physical operating principles of biosensors
2. Describe the biology of sensing elements 3. Differentiate a variety of biosensors
4. Recognize limitations of biosensors 5. Predict application areas for different types of biosensors
6. Distinguish measurement accuracy and sources of errors in biosensors
7. State technical characteristics of biosensors
8. Discuss measurement standards and sensors network and communication
Prerequisite Course(s)
(if any)
None.
138
Language of Instruction English
Mandatory Literature Raden, J.F. (2010). Handbook of Modern Sensors, Physics, Designs and Applications. New York, NY, USA: Springer-Verlag
Recommended Literature
Enderle, J. & Bronzino, J. (2011). Introduction to Biomedical Engineering, 3rd ed. Burlington, MA, USA: Elsevier
Academic Press Webster, J.G. & Eren, H. (2014). Measurement, Instrumentation, and Sensors Handbook, 2nd ed. Boca Raton, FL, USA:
CRC Press
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 14 14
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 1 18 18
Seminar / Presentation 1 14 14
Total Workload 125
ECTS Credit (Total Workload / 25) 5
139
Course Code: CEN
221 Course Name: OBJECT ORIENTED PROGRAMMING
Level: Undergraduate Year: III Semester: V ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30=60
Course Description
This course is intended to provide in-depth object-oriented problem solving. This class focuses on object-oriented design of
applications. While Java is the language used in the course, and you do much with Java, it is not specifically a Java course. Java
programming language will be used as a tool for implementation and for building graphical user interfaces. Students will
critically analyze and explore programming methodologies and apply their studies to the design and implementation of
contemporary software applications. Topics include objects, classes, methods, UML, inheritance, polymorphism, abstract classes
and interfaces, GUIs and event driven programming, and other advanced issues in OOP.
Course Objectives To give students an introduction to the object oriented programming paradig and equip them with practical application
development skills by usin OOP principles.
Course Content
(weekly plan)
Week 1 Introduction to Java Week 9 Polymorphism
Week 2 Elementary programming in Java Week 10 Abstract Classes and Interfaces
Week 3 Objects and Classes (UML, Identifying classes and
methods, encapsulation, information hiding) Week 11
Graphical User Interface (GUI)
Week 4 Objects and Classes (UML, Identifying classes and
methods, encapsulation, information hiding) Week 12
Event Driven Programming
Week 5 Thinking in Objects (has-a relationships, aggregation, composition, association, UML)
Week 13 Exceptions, Java I/O, Basic Design Patterns for OOD - Project Presentation
Week 6 Inheritance (Is-a relationships) Week 14 Projects
Week 7 Inheritance (Is-a relationships) Week 15 Preparation for final exam
Week 8 Midterm exam -
Teaching Methods
Description
• Interactive lectures and communication with students
• Discussions and group work
• Practical sessions
• Problem solving or case studies
Assessment Methods
Description (%)
Quiz 20 % Lab/Practical Exam 25 %
Homework 15 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 10 % Class Deliverables 0 %
Presentation 0 % Final Exam 30 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
• Define and describe objects
• Implement programs using object oriented design
• Demonstrate an understanding of the fundamental principles of object-oriented programming
• Explain the difference between functional programming and object-oriented programming
• Demonstrate an understanding of software engineering principles
• Evaluate the quality of programs according to object oriented principles.
Prerequisite Course(s) None
Instruction Language English
Mandatory Literature • Introduction to java programming comprehensive version, 9th edition international edition, Y. Daniel Liang
Recommended Liter.
• Java Software Solutions, International edition, 7th edition, Lewis and Loftus, 2012
• Object-Oriented Design & Patterns, 2nd edition, Cay Horstmann, 2006
• Object-Oriented Programming and Java, 2nd edition, Danny Poo et al. , Springer 2007
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
140
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 10
Preparation for Final Examination 1 20 11
Assignment / Homework / Project 5 5 20
Preparation for Lab/Practical Exam 1 11 20
Total Workload 125
ECTS Credit (Total Workload / 25) 5
141
Course Code : CEN 254 Course Name: DATA STRUCTURES
Level: Undergraduate Year: 3 Semester: 6 ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description This course covers basic data structures that are used in programming. Implementation and applications of various data
structures together with analysis of algorithms are discussed.
Course Objectives Objective of the course is to introduce to students basic data structures and their implementations: array based lists, linked lists, stacks, queues, hash tables, trees, and graphs; programming techniques using recursion; various searching and sorting
methods such as insertion sort, merge sort, and quick sort and basic analysis of algorithms.
Course Content
(weekly plan)
• Introduction
• Review of Object-oriented programming
• Containers, array based list
• Linked Lists
• Recursion
• Stacks
• Midterm Review
• Midterm Exam
• Queues
• Trees
• Binary Trees, Binary Search Trees
• Graphs
• Graph Algorithms
• Hashing
• Final Review
• Final Exam
Teaching Methods
Description
(list up to 4 methods)
• Interactivelectures
• Tutorial
Assessment Methods
Description (%)
Quiz 15 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 35 % Attendance 10 %
Midterm Exam 15 % Class Deliverables 0 %
Presentation 0 % Final Exam 25 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After completion of this course, students should be able to:
1. Demonstrate an understanding of the basic data structures. 2. Explain the difference between various sorting algorithms.
3. Implement various data structures.
4. Demonstrate how data structures are used in programming. 5. Analyse computational complexity of basic algorithms.
Prerequisite Course(s)
(if any)
-
Language of Instruction English
Mandatory Literature • D. S.Malik, Data Structures Using C++, 2nd Edition, Cengage Learning, 2010.
Recommended Literature
• M. A. Weiss, Data Structures and Algorithm Analysis in C++, Addison Wesley, 2006
• Peter Drake, Data Structures and Algorithms in Java, Prentice Hall, 2005.
• Frank Carrano, Data Structures and Abstractions with Java, 2E, Pearson, 2007.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 3 45
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 10 10
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 25 25
Seminar / Presentation -
Total Workload 129
ECTS Credit (Total Workload / 25) 5
142
Course Code: CEN 263 Course Name: COMPUTER NETWORKS
Level: Undergraduate Year: III Semester: V ECTS Credits: 5
Status: Elective Hours/Week: 2+2 Total Hours: 30+30
Course Description
This course focuses on the principles and practice of computer networking, with emphasis on the Internet; the structure and
components of computer networks, packet switching, layered architectures, TCP/IP, physical layer, error control, window flow control, local area networks (Ethernet, Token Ring; FDDI), network layer, congestion control, quality of service,
multicast.
Course Objectives
The main objective of this course is to answer the basic question "how do computer networks and internets operate?" in the broadest sense. The course will provide a comprehensive, self-contained tour through all of networking from the lowest
levels of data transmission and wiring to the highest levels of application software. At each level, we will see how the
facilities and services provided by lower levels are used and extended in the next level.
Course Content
Week 1 Introduction to course Week 9 The Transport Layer (3)
Week 2 Computer Networks and The Internet (1) Week 10 The Network Layer (1)
Week 3 Computer Networks and The Internet (2) Week 11 The Network Layer (2)
Week 4 Application Layer (1) Week 12 The Network Layer (3)
Week 5 Application Layer (2) Week 13 The Link Layer (1)
Week 6 Transport Layer (1) Week 14 The Link Layer (2)
Week 7 Transport Layer (2) Week 15 The Physical Layer
Week 8 Midterm Exam -
Teaching Methods
Description • Interactive lectures
• Tutorial
Assessment Methods
Description (%)
Quiz 10 % Lab/Practical Exam 20 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 0 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
• Discuss basic computer network technology.
• Discuss and explain Data Communications System and its components.
• Identify the different types of network topologies and protocols.
• Identify the layers of the OSI model and TCP/IP. Explain the function(s) of each layer.
• Identify the different types of network devices and their functions within a network.
• Demonstrate the skills of subnetting and routing mechanisms.
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature • James F.Kurose, Keith W. Ross, Computer Networking- A top-down approach, Pearson, 2013
Recommended Literature
• Dr. K.V. Prasad, Principles of Digital Communication Systems and Computer Networks, Charles River Media, 2003
• Nader F. Mir, Computer and Communication Networks, Prentice Hall, 2006.
• Andrew S. Tanenbaum, Computer Networks, Fourth Edition, Prentice Hall, 2003.
• Diane Barrett and Todd King, Computer Networking Illuminated, Jones and Bartlett Publishers Inc., 2005.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 13 13
Preparation for Final Examination 1 23 23
Assignment / Homework / Project 2 10 20
Seminar / Presentation 0 0 0
Total Workload 120
144
Course Code: CE 113 Course Name: ENVIRONMENT 1
Level: Undergraduate Year: I Semester: I ECTS Credits: 2
Status: Elective Hours/Week: 0+2 Total Hours: 0+30
Course Description
The course has been designed to provide scientific knowledge and understanding of environmental issues.
This course seeks to provide basic environmental literacy, as well as to promote more holistic framework of environmental
issues and interdisciplinary approach. The course provides fundamental knowledge and understanding of global and local environmental challenges facing human societies and their future.
Course Objectives
To acquire and apply scientific knowledge about environmental issues.
The course is designed to develop a deeper understanding of interdisciplinary character of environmental issues , as well as to develop pro-environmental values and attitudes that foster environmental responsibility.
Course Content
(weekly plan)
Week 1: Introduction to Environmental science
Week 2:Science of environment Week 3: Evolution,biodiversity
Week 4: Ecosystems
Week 5: Structuring and functioning of ecosystems Week 6: Sustainable biodiversity
Week 7: Human population
Week 8: Midterm Exam
Week 9: Natural resources ,land use
Week 10: Geology and minerals
Week 11: Water resources Week 12:Food production and environment
Week 13: Forest management
Week 14: Energy resources-nonrenewable energy Week 15: Renewable energy resources
Week 16: Final Exam
Teaching Methods
Description
• Interactive lectures and communication with
students
• Discussions and group work
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam
Homework 10% Term Paper 0 %
Project 0 % Attendance
Midterm Exam 35 % Class Deliverables 0 %
Presentation 15% Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After this course, the student will be able to:
- Define the principles of environmental science and sustainability -To understand and describe Earth systems( ecosystems, land, water,atmosphere)
- To describe the human population characteristics and growth
-To understand the forms of natural resources and their characteristics - To understand and describe energy resources , nonrenewable and renewable and their impact on environment
Instruction Language English Prerequisite courses
Mandatory Literature
• Introduction to EnvironmentalScience;2 nd edition
Open Textbook
C.Zehnder,K.Manoylov, S.Mutiti et al Georgia College and State University
Recommended Literature
Basics of Environmental Science; 2 nd edition
M.Allaby
Routledge;London and New York; 2002.
Principles of EnvironmentalScience and Technology
K.Saravanan,S.Ramachandran; R.Baskar
New Age Int. Publishers; 2005.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
Midterm Examination (1 week) 1 2 2
145
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 5 5
Preparation for Final Examination 1 5 5
Assignment / Homework / Project 1 5 5
Seminar / Presentation 1 5 5
Total Workload 54
ECTS Credit (Total Workload / 25) 2
146
Course Code: CE 114 Course Name: ENVIRONMENT 2
Level: Undergraduate Year: I Semester: II ECTS Credits: 2
Status: Elective Hours/Week: 0+2 Total Hours: 0+30
Course Description
The course has been designed to provide scientific knowledge and understanding of environmental issues, and it is
continuation of the course content Environment 1.
This course seeks to provide basic environmental literacy, as well as to promote more holistic framework of environmental issues and interdisciplinary approach. The course provides fundamental knowledge and understanding of environmental
issues , such as climate changes, air pollution, water and soil pollution and waste management.
Course Objectives
To acquire and apply scientific knowledge about environmental issues related to pollution. The course is designed to develop a deeper understanding of interdisciplinary character of environmental issues , as well as
to develop pro-environmental values and attitudes that foster environmental responsibility.
To introduce the basics of environmental and governmental policy related to environmental issues as well as sustainable life.
Course Content
(weekly plan)
Week 1: Introduction to Environment 2
Week 2: Energy resources- Nuclear energy
Week 3: Atmosphere; Air quality
Week 4: Air pollution Week 5: Climate
Week 6: Global climate change
Week 7: Water pollution Week 8: Midterm Exam
Week 9: Water purification technologies
Week 10.Soil pollution Week 11:Waste management
Week 12: Hazardous waste; waste minimization
Week 13: Environment hazards and human health
Week 14: Urban environment-sustainable cities
Week 15: Economy of environmental protection and environmental laws Week 16: Final Exam
Teaching Methods
Description
• Interactive lectures and communication with
students
• Discussions and group work
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0%
Homework 10 % Term Paper 0 %
Project 0 % Attendance 0%
Midterm Exam 35 % Class Deliverables 0 %
Presentation 15 % Final Exam 40 %
Total 100 %
Learning Outcomes
(please write 5-8 outcomes)
After this course, the student will be able to: - Define the main environmentalissues
-To understand and describe basic scientific foundations of the quality of atmosphere
- To describe the processes of global climate change -To understand the forms of pollution of natural resources (water, soil)
- To understand and describe the basics of waste management
-To understand the basic economical and legal aspects of environmental issues
Instruction Language English Prerequisite courses
Mandatory Literature
• Introduction to EnvironmentalScience;2 nd edition
Open Textbook
C.Zehnder,K.Manoylov, S.Mutiti et al
• Georgia College and State University
Recommended Literature
Basics of Environmental Science; 2 nd edition
M.Allaby
Routledge;London and New York; 2002.
Principles of EnvironmentalScience and Technology
K.Saravanan,S.Ramachandran; R.Baskar
• New Age Int. Publishers; 2005.
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 2 30
147
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 5 5
Preparation for Final Examination 1 5 5
Assignment / Homework / Project 1 5 5
Seminar / Presentation 1 5 5
Total Workload 54
ECTS Credit (Total Workload / 25) 2
148
Course Code : MAN 112 Course Name: BUSINESS COMMUNICATION SKILLS
Level : Undergraduate Year : I Semester : I ECTS Credits : 2
Status : Compulsory Hours/Week : 2 Total Hours : 2 x 15 = 30hrs
Course Description
Communication skills are an essential element every employee and manager must have as part of their standard tool set. In this
course, through interactive lectures, self-assessments, role-playing activities and video simulations, students gain practical
experience passed on a flexible, genuine and self-confident approach. They also gain the skills to collaborate on written reports
and oral presentations honing their communications skills.
Course Objectives
This course is designed to help develop strong oral and written communication skills. The student will be given opportunities to
practice writing and editing professional correspondence. Additionally, the student will compose and deliver oral presentations.
Assignments will include the use of inductive and deductive approaches to conveying a variety of messages, and applying the
rules for proper grammar and punctuation.
Course Content
• Business Communication, Management and Success
• Adapting Your Message to Your Audience
• Making Oral Presentations
• Planning, Writing, and Revising
• Designing Documents, Slides, and Screens
• You-Attitude
• Midterm
• Positive Emphasis
• Formats for Letters and Memos and Informative and
Positive Messages
• Persuasive Messages
• E-Mail Messages, Web Writing, and Technology
• Researching Jobs
• Résumés
• Job Application Letters and Job Interviews
• Final Exam preparation
Teaching Methods
Description
• Interactive lectures and communication with students
• Discussions, presentations and group work
• Lectures and videos
• Problem solving, critical thinking and case studies
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 0 % Attendance 0%
Midterm Exam 30 % Class Deliverables 0 %
Presentation/Participation 30 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
1. Determine the appropriate situations in which to use the deductive approach to convey information.
2. Determine the appropriate situations in which to use the inductive approach to convey information.
3. Compose concise and effectively written material (letters, memos, e-mail, reports, newsletters, news releases, and
business presentations) presented in accurately keyed format with correct grammar, usage, and rules of style.
4. Compose and present concise and effectively worded oral reports.
5. Work collaboratively in a team setting by sharing in collective decision-making, meeting deadlines, and presenting
group progress in an oral report.
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature Barbara G. Shwom, Lisa Gueldenzoph Snyder - Business Communication_ Polishing Your Professional Presence (2015,
Pearson)
Recommended Literature -
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week)
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 5 5
Preparation for Final Examination 1 5 5
Assignment / Homework / Project 10 1 10
Seminar / Presentation 1 2 2
Total Workload 56
ECTS Credit (Total Workload / 25) 2
149
Course Code: MAN 309 Course Name: ENTREPRENEURSHIP
Level: Undergraduate Year: II Semester: III ECTS Credits: 4
Status: Elective Hours/Week: 2+1 Total Hours: 30+15=45
Course Description
This course will provide students with an understanding of issues facing entrepreneurs and an exposure to the skills
involved in addressing them. We will explore how executives should approach making critical decisions during the different phases of an entrepreneurial company's life. Starting from the vantage point of the individual, we will put ourselves in the
shoes of decision makers ranging from technology entrepreneurs to venture capitalists, from real estate developers to
inventors.
Course Objectives
• This course aims to develop the following skills: understand entrepreneurship and the entrepreneurial process as a critical
part of economic system of a country or territory, assess the feasibility of new business concepts and ideas, develop the
ability to manage new business ventures including opportunity recognition, business model construction, market assessment, and financial planning. Identify resources and skills needed to grow a new venture business. Analyze various
exit strategies for new business ventures. Create business plans for development and financing of new business ventures.
Course Content
Week 1 Introduction to entrepreneurship its power and global impact
Week 9 Idea evaluation minimum viable product
Week 2 Opportunity analysis Week 10 Pitching and communicating ideas
Week 3 Entrepreneurial marketing Week 11 The business planning process
Week 4 Founding team and culture Week 12 Entrepreneurial finance: fundraising for
growth
Week 5 Customer discovery and validation Week 13 Financial statements and projections
Week 6 The business model canvas Week 14 Leadership and sustaining growth
Week 7 Operations in small business and managing
growth Week 15 Social entrpreneurship
Week 8 Midterm exam -
Teaching Methods
Description • Interactive lectures and communication with students
• Discussions, presentations and group work
• Lectures and videos
• Problem solving, critical thinking and case studies
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 10 % Final Exam 30 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
• Identify and evaluate potentially valuable new business opportunities.
• Develop marketing plan with very few resources leveraging knowledge of internet search engines, and other
digital and unconventional marketing methods.
• Understand how to manage an entrepreneurial organization once it has been established.
• Recognize what critical aspects are needed for a business to be a sustainable enterprise.
• Create a business plan and determine the business and financial model of your company.
• Understand the motivations and role of early investors and financing market.
• Analyze example case situations and recommend solutions to problems faced by the protagonists using
theoretical frameworks and unique but practical action plans.
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature Entrepreneurship, W.D. Bygrave & Zacharakis, 2011 2nd ed. John Wiley & Sons.
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 1 15
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 16 16
Assignment / Homework / Project 10 10
151
Course Code: MAN 107 Course Name: INTRODUCTION TO BUSINESS
Level: Undergraduate Year: II Semester: IV ECTS Credits: 3
Status: Elective Hours/Week: 1+1 Total Hours: 15+15 =30
Course Description This course presents a balanced view of business; the strengths, weaknesses, successes, failures, problems, and challenges.
It provides students a base for more advanced courses.
Course Objectives The objective of this course is to provide students a clear and complete description of the concepts underlying business and
illustrate the dynamism and liveliness of business organizations and people who operate them with real life examples.
Course Content
Week 1 Introduction: Motives and functions of a business Week 9 Managing effectively
Week 2 Business ethics and research responsibility Week 10 Organizational structure
Week 3 Assessing economic conditions (Part I) Week 11 Improving productivity and quality
Week 4 Assessing economic conditions (Part II) Week 12 Motivating employees
Week 5 Assessing global conditions Week 13 Hiring, training and evaluating employees
Week 6 Selecting a form of business ownership Week 14 Creating and pricing products
Week 7 Entrepreneurship and business planning Week 15 Distributing products
Week 8 Midterm exam
Teaching Methods
Description
• Interactive lectures and communication with students
• Discussions and group work
• Problem solving or case studies
• Exercises
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 0 % Attendance 0 %
Midterm Exam 30 % Class Deliverables 0 %
Presentation 10 % Final Exam 50 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
• Be intoduced with the general idea of business
• Be introduced with global conditions influencing the business development
• Understand organizational structure and functions fo its units
• Understand how to deal with employees in the business
• Understand how to set up marketable prices
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature Madura, J. (2005). Introduction to Business, 4 Edition, USA.
Recommended Literature
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 1 15
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 30 20
Preparation for Final Examination 1 30 30
Assignment / Homework / Project 10 10
Seminar / Presentation 10 10
Total Workload 119
ECTS Credit (Total Workload / 25) 5
152
Course Code: MAN 223 Course Name: LEADERSHIP
Level: Undergraduate Year: III Semester: IV ECTS Credits: 3
Status: Elective Hours/Week: 1+1 Total Hours: 15+15=30
Course Description The student are learning about theoretical aspects of leadership and how to implement that knowledge into practice.
Course Objectives Upon completion of this course the student will develop a working knowledge of leadership theory and practice. The student
will also develop self-knowledge of his or her leadership philosophy and preferred leadership styles along with a skill for
successful analysis of cases involving leadership.
Course Content
Week 1 Introduction: the nature Week 9 Dyadic relations, attributions
Week 2 Managerial traits and skills Week 10 Charismatic and transformational leadership
Week 3 The nature of managerial work Week 11 Leading change in organizations
Week 4 Perspectives on effective leadership behavior Week 12 Ethical, servant, spiritual
Week 5 Participative leadership, delegation and
empowerment Week 13 Leadership in teams and decision groups
Week 6 Early contingency theories of effective leadership Week 14 Strategic leadership by executives
Week 7 Power and influence – midterm Week 15 Developing leadership skills
Week 8 Midterm exam -
Teaching Methods
Description
• Lectures
• Presentations
• Seminar
• Project
• Assignments
• Demonstration
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 10 % Term Paper 0 %
Project 20 % Attendance 0 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 10 % Final Exam 40 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
• Understand the range of perspectives about leadership
• Become prepared as a potential leader to be more discerning about how you enact the role of leader within your
organization
• Increase your awareness in terms of your own strengths (or areas needing strength) as a leader
• Better appreciate which areas should be further developed to improve as a leader
• Be aware of the range of choice available in the enactment of the leadership role
Prerequisite Course(s) -
Language of Instruction English
Mandatory Literature Richard L. Hughes, Robert C. Ginnett, Gordon J. Curphy, Leadership enhancing the Lessons of Experience, 7th Ed.
Recommended Literature Yukl, Gary (2010) Leadership in Organizations, 7th Ed. Upper Saddle, NJ: Pearson- Prantice
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 1 15
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 15 15
Preparation for Final Examination 1 15 15
Assignment / Homework / Project 20 20
Seminar / Presentation 20 20
Total Workload 119
ECTS Credit (Total Workload / 25) 5
153
Course Code: MAN 321 Course Name: OPERATIONS RESEARCH
Level: Undergraduate Year: III Semester: V-VI ECTS Credits: 5
Status: Elective Hours/Week: 2+1 Total Hours: 30+15=45
Course Description
Operations research helps in solving problems in different environments that needs decisions. The
module converts topics that include: linear programming, Transportation, Assignment, and
CPM/MSPT techniques. Analytic techniques and computer packages will be used to solve problems
facing business managers in decision environments.
Course Objectives
This module aims to introduce students to use quantitative methods and techniques for effective
decisions–making; model formulation and applications that are used in solving business decision
problems.
Course Content
• Introduction to operations research (OR)
• Introduction to foundation mathematics
and statistics
• Linear programming (LP), LP and
allocation of resources, LP definition,
linearity requirement
• Maximization then minimization
problems.
• Graphical LP minimization solution,
introduction, simplex method definition,
formulating the simplex model.
• Mixed limitations
• Preparation for Midterm
• Midterm exam
• Example containing mixed constraints,
minimization example for similar
limitations.
• Sensitivity analysis: changes in objective
function, changes in RHS, the
transportation model
• Basic assumptions
• Solution methods:
• Feasible solution: the northwest method,
the lowest cost method;
• Optimal solution: the stepping stone
method, modified; distribution (MODI)
method.
• The assignment model: - basic
assumptions
Teaching Methods
Description
• Interactive lectures
• Discussions and group works
• Project
• Presentations
• Guest Lectures
Assessment Methods
Description (%)
Quiz 0 % Lab/Practical Exam 0 %
Homework 0 % Term Paper 0 %
Project 10 % Attendance 10 %
Midterm Exam 20 % Class Deliverables 0 %
Presentation 10 % Final Exam 50 %
Total 100 %
Learning Outcomes
After completion of this course, students should be able to:
1. Knowledge and understanding
2. Be able to understand the characteristics of different types of decision-making
environments and the appropriate decision-making approaches and tools to be used in
each type.
3. Cognitive skills (thinking and analysis)
4. Be able to build and solve transportation models and assignment models.
5. Communication skills (personal and academic).
6. Be able to design new simple models, like: CPM, MSPT to improve decision –making
and develop critical thinking and objective analysis of decision problems.
7. Practical and subject specific skills (Transferable Skills).
8. Be able to implement practical cases, by using TORA, WinQSB
Prerequisite Course(s) /
Language of Instruction English
Mandatory Literature Operations Research: Applications and Algorithms, Wayne L Winston, Publisher: Indian University, 4th edition, 2004
Recommended Literature Taha, Hamdy, Operations Research, 7th edition, (USA: Macmillan Publishing Company), 2003
ECTS (ALLOCATED BASED ON STUDENT’S WORKLOAD)
Activities Quantity Duration Workload
154
Lecture (15 weeks x Lecture hours per week) 15 2 30
Laboratory / Practice (15 weeks x Laboratory / Practice hours per week) 15 1 15
Midterm Examination (1 week) 1 2 2
Final Examination (1 week) 1 2 2
Preparation for Midterm Examination 1 20 20
Preparation for Final Examination 1 30 30
Assignment / Homework / Project 1 30 30
Seminar / Presentation
Total Workload 129
ECTS Credit (Total Workload / 25) 5