VISION STATEMENT MISSION STATEMENT · To learn the fundamental concepts of Stress, Strain and deformation of solids. To know the mechanism of load transfer in beams, the induced stress

VELAMMAL COLLEGE OF ENGINEERING & TECHNOLOGY, MADURAI-625 009

DEPARTMENT OF CIVIL ENGINEERING

2018-2019 ODD SEMESTER

VISION STATEMENT

To inspire and mould Civil Engineering aspirants as competent and dynamic infrastructure

developers to lead the society towards sustainability.

MISSION STATEMENT

Our Mission is to

1. Integrate high quality Civil Engineering Education and Research.

2. Keep the students abreast with the State of art Theory and Practice.

3. Create a supportive environment to meet Professional Challenges.

PROGRAM EDUCATIONAL OBJECTIVES

1. To prepare students for successful careers in Civil Engineering field that meets the needs of

Indian and multinational companies.

2. To develop the confidence and ability among students to synthesize data and technical concepts

and thereby apply it in real world problems.

3. To develop students to use modern techniques, skill and mathematical engineering tools for

solving problems in Civil Engineering.

4. To provide students with a sound foundation in mathematical, scientific and engineering

fundamentals necessary to formulate, solve and analyse engineering problems and to prepare

them for graduate studies.

5. To promote students to work collaboratively on multi-disciplinary projects and make them

PROGRAMME SPECIFIC OUTCOMES

PSO1: Graduates will have the ability to design a system or process related to Civil Engineering

using modern tools to sustain and meet the needs of the society.

PSO2: Graduates will have the ability to be a professional and ethical entrepreneur or to work as

a team member in Civil Engineering projects with due importance on current trends in technology

and project management.

Programme Coordinator




Program Outcomes: (2017 Regulation)

On successful completion of the programme,

PO1. Graduates will demonstrate knowledge of mathematics, science and engineering.

PO2. Graduates will demonstrate an ability to identify, formulate and solve engineering

problems.

PO3. Graduate will demonstrate an ability to design and conduct experiments, analyze and

interpret data.

PO4. Graduates will demonstrate an ability to design a system, component or process as per

needs and specifications.

PO5. Graduates will demonstrate an ability to visualize and work on laboratory and

multidisciplinary tasks.

PO6. Graduate will demonstrate skills to use modern engineering tools, software and equipment

to analyze problems.

PO7. Graduates will demonstrate knowledge of professional and ethical responsibilities.

PO8. Graduate will be able to communicate effectively in both verbal and written form.

PO9. Graduate will show the understanding of impact of engineering solutions on the society

and also will be aware of contemporary issues.

PO10. Graduate will develop confidence for self-education and ability for life-long learning.

PO11: Understand the impact of the professional engineering solutions in societal and

environmental contexts, and demonstrate the knowledge of, and need for sustainable

development.

PO12: Demonstrate knowledge and understanding of the engineering and management principles

and apply these to one’s own work, as a member and leader in a team, to manage projects and in

multidisciplinary environments.

Programme Coordinator




ANNA UNIVERSITY :: CHENNAI

REGULATION 2017

CE8301 STRENGTH OF MATERIALS I 3 0 0 3

OBJECTIVES:

To learn the fundamental concepts of Stress, Strain and deformation of solids.

To know the mechanism of load transfer in beams, the induced stress resultants and

deformations.

To understand the effect of torsion on shafts and springs.

To analyse plane and space trusses

UNIT I STRESS, STRAIN AND DEFORMATION OF SOLIDS 9

Simple stresses and strains – Elastic constants – Relationship between elastic constants – Stress

Strain Diagram – Ultimate Stress – Yield Stress – Deformation of axially loaded member –

Composite bars – Thermal Stresses – State of stress in two dimensions – Stresses on inclined

planes - Principal Stresses and Principal Planes – Maximum shear stress - Mohr's circle method.

UNIT II TRANSFER OF LOADS AND STRESSES IN BEAMS 9

Types of loads, supports, beams – Concept of Shearing Force and Bending Moment – Relationship

between intensity of load, shear force and bending moment – Shear force and bending moment

diagrams for cantilever, simply supported and overhanging beams with concentrated load,

uniformly distributed load, uniformly varying load and concentrated moment. Theory of Simple

Bending – Stress Distribution due to bending moment and shearing force - Flitched Beams – Leaf

springs.

UNIT III DEFLECTION OF BEAMS 9

Elastic curve – Governing differential equation - Double integration method - Macaulay's method

- Area moment method - conjugate beam method for computation of slope and deflection of

determinant beams.

UNIT IV TORSION 9

Theory of Torsion – Stresses and Deformations in Solid and Hollow Circular Shafts – combined

bending moment and torsion of shafts - Power transmitted to shaft – Shaft in series and parallel –

Closed and Open Coiled helical springs – springs in series and parallel – Design of buffer springs.

UNIT V ANALYSIS OF TRUSSES 9

Determinate and indeterminate trusses - Analysis of pin jointed plane determinate trusses by

method of joints, method of sections and tension coefficient – Analysis of Space trusses by tension

coefficient method.

TOTAL : 45 PERIODS

OUTCOMES:

Students will be able to

Understand the concepts of stress and strain, principal stress and principal strain.

Determine Shear force and bending moment in beams and understand the concept of theory of

simple bending.

Calculate the deflection of beams by different methods and selection of method for determining

slope or deflection.

Apply basic equation of torsion in design of circular shafts and helical springs.

Analyse the pin jointed plane and space trusses.

TEXTBOOKS:

1.Rajput.R.K. “Strength of Materials”, S.Chand and Co, New Delhi, 2015.

2.Punmia.B.C., Ashok Kumar Jain and Arun Kumar Jain, SMTS –I Strength of materials, Laxmi

publications. New Delhi, 2015

3.Rattan . S. S, “Strength of Materials”, Tata McGraw Hill Education Private Limited, New

Delhi, 2012

4.Bansal. R.K. “Strength of Materials”, Laxmi Publications Pvt. Ltd., New Delhi, 2010

REFERENCES :

1. Timoshenko.S.B. and Gere.J.M, “Mechanics of Materials”, Van Nos Reinbhold, New Delhi

1999.

2. Vazirani.V.N and Ratwani.M.M, “Analysis of Structures”, Vol I Khanna Publishers, New

Delhi,1995.

3. Junnarkar.S.B. and Shah.H.J, “Mechanics of Structures”, Vol I, Charotar Publishing House,

New Delhi 2016.

4. Singh. D.K., “ Strength of Materials”, Ane Books Pvt. Ltd., New Delhi, 2016

5. Basavarajaiah, B.S. and Mahadevappa, P., Strength of Materials, Universities Press,

Hyderabad, 2010

6. Gambhir. M.L., "Fundamentals of Solid Mechanics", PHI Learning Private Limited., New

Delhi, 2009.

Course Instructor Course Coordinator Module Coordinator Programme Coordinator




Course Code-Title CE8301 – STRENGTH OF MATERIALS I

Course

Component Professional Core R2017

Contact Hours Lecture Tutorial Practical Total Hours Credit

3 0 0 45 3

Course

Assessment

methods

Continuous Semester-end assessment

Unit Tests

Internal Tests

Model Exam

Assignments

Student Course exit survey

End Semester Exam

Prerequisite

Courses:

Knowledge in

Engineering Mechanics.

Basic physical and mathematical concepts

Course Objective

To learn the fundamental concepts of Stress, Strain and

deformation of solids.

To know the mechanism of load transfer in beams, the induced

stress resultants and deformations.

To understand the effect of torsion on shafts and springs.

To analyse plane and space trusses

Course Outcomes

On completion of this course the students will be able to

CO1: Understand the concepts of stress and strain, principal stress and

principal strain.

CO2: Determine Shear force and bending moment in beams and

understand the concept of theory of simple bending.

CO3: Calculate the deflection of beams by different methods and selection

of method for determining slope or deflection.

CO4: Apply basic equation of torsion in design of circular shafts and

helical springs.

CO5: Analyse the pin jointed plane and space trusses.

TOPICS TO BE COVERED

UNIT I STRESS, STRAIN AND DEFORMATION OF SOLIDS 9

Simple stresses and strains – Elastic constants – Relationship between elastic constants – Stress

Strain Diagram – Ultimate Stress – Yield Stress – Deformation of axially loaded member –

Composite bars – Thermal Stresses – State of stress in two dimensions – Stresses on inclined

planes - Principal Stresses and Principal Planes – Maximum shear stress - Mohr's circle method.

UNIT II TRANSFER OF LOADS AND STRESSES IN BEAMS 9

Types of loads, supports, beams – Concept of Shearing Force and Bending Moment – Relationship

between intensity of load, shear force and bending moment – Shear force and bending moment

diagrams for cantilever, simply supported and overhanging beams with concentrated load,

uniformly distributed load, uniformly varying load and concentrated moment. Theory of Simple

Bending – Stress Distribution due to bending moment and shearing force - Flitched Beams – Leaf

springs.

UNIT III DEFLECTION OF BEAMS 9

Elastic curve – Governing differential equation - Double integration method - Macaulay's method

- Area moment method - conjugate beam method for computation of slope and deflection of

determinant beams.

UNIT IV TORSION 9

Theory of Torsion – Stresses and Deformations in Solid and Hollow Circular Shafts – combined

bending moment and torsion of shafts - Power transmitted to shaft – Shaft in series and parallel –

Closed and Open Coiled helical springs – springs in series and parallel – Design of buffer springs.

UNIT V ANALYSIS OF TRUSSES 9

Determinate and indeterminate trusses - Analysis of pin jointed plane determinate trusses by

method of joints, method of sections and tension coefficient – Analysis of space trusses by tension

coefficient method.

TOTAL : 45 PERIODS

TEXT BOOKS

T1. Rajput.R.K. “Strength of Materials”, S.Chand and Co, New Delhi, 2015.

T2. Punmia.B.C., Ashok Kumar Jain and Arun Kumar Jain, SMTS –I Strength of materials,

Laxmi publications. New Delhi, 2015

T3. Rattan . S. S, “Strength of Materials”, Tata McGraw Hill Education Private Limited, New

Delhi, 2012

T4. Bansal. R.K. “Strength of Materials”, Laxmi Publications Pvt. Ltd., New Delhi, 2010

REFERENCES

R1. Timoshenko.S.B. and Gere.J.M, “Mechanics of Materials”, Van Nos Reinbhold, New Delhi

1999.

R2. Vazirani.V.N and Ratwani.M.M, “Analysis of Structures”, Vol I Khanna Publishers, New

Delhi,1995.

R3. Junnarkar.S.B. and Shah.H.J, “Mechanics of Structures”, Vol I, Charotar Publishing House,

New Delhi 2016.

R4. Singh. D.K., “ Strength of Materials”, Ane Books Pvt. Ltd., New Delhi, 2016

R5. Basavarajaiah, B.S. and Mahadevappa, P., Strength of Materials, Universities Press,

Hyderabad, 2010 .

R6. Gambhir. M.L., "Fundamentals of Solid Mechanics", PHI Learning Private Limited., New

Delhi, 2009.

WEB MATERIALS:

W1: http://nptel.ac.in/courses/105106116/ W2: web.mit.edu/emech/dontindex-build/

W3:https://freevideolectures.com/course/96/strength-of-materials

W4:https://freevideolectures.com/course/92/mechanics-of-solids


http://nptel.ac.in/courses/105106116/

https://freevideolectures.com/course/96/strength-of-materials

VELAMMAL COLLEGE OF ENGINEERING AND TECHNOLOGY, MADURAI


Academic Year : 2018 - 2019 Batch : 2017-2021

Branch : Civil Year/ Semester/ Section : II/III

Course Code / Name :CE8301 Strength of Materials I Course Incharge : A.M.Vasumathi

Course Component : Professional Core R2017

Course Outcomes:

Students will be able to

CO1: Understand the concepts of stress and strain, principal stress and principal

strain. K2

CO2: Determine shear force and bending moment in beams and understand the

concept of theory of simple bending. K2

CO3: Calculate the deflection of beams by different methods and selection of

method for determining slope or deflection. K3

CO4: Apply basic equation of torsion in design of circular shafts and helical

springs. K3

CO5: Analyse the pin jointed plane and space trusses. K4

CO - PO - PSO Mapping

CO

PO PO1 PO2 PO3 PO4 PO5 PO6 PO7 PO8 PO9 PO10 PO11 PO12 PSO1 PSO2

K-

level K2 K2 K2 K2 K2 K2 K2 K2 K2 K2 K2 K2 K4 K3

CO1 K2 3 3 3 3 3 - - - - 3 - - 1 1

CO2 K2 3 3 3 3 3 - - - - 3 - - 1 1

CO3 K3 3 3 3 3 3 - - - - 3 - - 1 1

CO4 K3 3 3 3 3 3 - - - - 3 - - 1 1

CO5 K4 3 3 3 3 3 - - - - 3 - - 1 1 Course

Contrib

ution 3 3 3 3 3 - - - - 3 - - 1 1


3 Strong Contribution

2 Moderate Contribution

1 Weak Contribution

VELAMMAL COLLEGE OF ENGINEERING AND TECHNOLOGY, MADURAI - 625009



Course Code-Title : CE8301 – STRENGTH OF MATERIALS I

Degree/Year/Semester/section : B.E-CIVIL/II/III

Name of the Instructor : Dr.A.M.VASUMATHI

COURSE OUTCOME ASSESSMENT METHODS:

Course

Outcomes

Assessment Tools

Period of Assessment

CO1

Unit Test-I After the Completion of ½ Unit

Assignment – 1 After completion of Unit - 1

Pre-Assessment Test After the completion of Unit – 1

CO2

Unit Test-2 End of the Unit-2

Pre-Assessment Test After the completion of ½ unit in Unit - 2

Assignment-2 End of the Unit-2

Internal Assessment Test I Time Schedule given by Anna University

CO3

Assignment –3 After the completion of Unit-3.

Unit Test-3 After the completion of ½ unit in Unit-3.

Internal Assessment Test I Time Schedule given by Anna University

CO4


Unit Test-4 End of the Unit-4

Internal Assessment Test-II Time Scheduled given by Anna University

CO5

Unit test-5 After the completion of ½ unit of Unit-5.


Internal Assessment test-II Time Schedule given by Anna University

CO1-CO5 Course Exit Survey, Internal

Assessment Test – III (Model Exam),

University Exam

End of the semester

CONTENT BEYOND SYLLABUS IMPARTED FOR THE ATTAINMENT OF THE COs/POs.

S.No. Content beyond syllabus Mode of

Delivery

Inside (I) /

Outside (O)

working Hours

CO-PO mapping

1 Material properties and failure phenomena L O CO1-PO7





List of Mode of Delivery Methods & Teaching Aids based on Blooms K-Levels

List of Bloom’s

K-Levels List of Mode of Delivery Methods

List of Teaching

aids

K1 Remember

1. Lecture with Discussion

2. Lecture with Illustration

3. Lecture with Animated Videos

L+D

L+I

L+AV

1. Black Board

2. LCD

3. OHP

4.Computer

5. Models

6. Lab Visits

7. TV

8. Software

K2 Understand

1. Lecture with Discussion.

2. Lecture with

Demonstration(Hardware/Software)

3.Collabrative Learning(Seminar)

4. Problem Solving (Text Problems)

L+D

L+DE(H/S)

CL(S)

PS(Tx)

K3 Apply

1. Group Discussion

2. Role Play

3. Problem Solving (GATE

Questions)

4. Laboratory Work

5.Flipped Class Room

GD

RP

PS(GATE)

LW

FCR

K4 Analyze

1. Think Pair Share

2. Lab Experiment

3. Case Studies

4. Simulations

TPS

LE

CS

SI

K5 Evaluate

1. Case Studies

2. Tutorial Classes

3. Debate

4. Interviews with experts

5. Laboratory Work

CS

T

D

IE

LW

K6 Create 1. Mini Projects

2. Final year Projects

MP

FP




CE 8301 STRENGTH OF MATERIALS I

COURSE OUTCOMES

CO1: Understand the concepts of stress and strain, principal stress and principal strain. K2

CO2: Determine shear force and bending moment in beams and understand the concept

of theory of simple bending. K3

CO3: Calculate the deflection of beams by different methods and selection of method

for determining slope or deflection. K3

CO4: Apply basic equation of torsion in design of circular shafts and helical springs. K3

CO5: Analyse the pin jointed plane and space trusses. K4

List of Mode of Delivery Methods & Teaching Aids based on Blooms K-Levels


List of Bloom’s

K-Levels List of Mode of Delivery Methods

List of Teaching

aids

K2 Understand 1. Lecture with Discussion.

2. Problem Solving (Text Problems)

L+D

PS(Tx) 1. Black Board

2. LCD

3. Models

4. Lab Visits

5. Software

K3 Apply

1. Role Play

2. Problem Solving (GATE

Questions)

3. Laboratory Work

4.Flipped Class Room

RP

PS(GATE)

LW

FCR

K4 Analyze 1. Think Pair Share

2. Simulations

TPS

SI




COURSE PLAN

Degree B.E-CIVIL

Course Code-Title CE8301 - STRENGTH OF MATERIALS I

Batch 2017-2021

Year/Semester/section II/III

Course Component Professional Core R2017

Name of the Instructor A.M.Vasumathi

Sl.

No Topic to be covered

Text/Reference

Book Page No.

Mode of

Delivery

Teaching

Aid

No. of

Hours

Cumulative

No. of

Hours

1

Dissemination of Institution and department Vision, Mission,

PEO, PO & PSO. Discussion about the Course, Course

Objectives and Outcomes, Assessment Methods and Content

beyond the syllabus, pedagogical technique

T1,T2,T3,T4,R1,R2,R3,R

4,R5,R6

L BB 1 1

UNIT I STRESS, STRAIN AND DEFORMATION OF SOLIDS

2 Simple stresses and strains – Elastic constants –

Relationship between elastic constants

T1 : 1-19 & 27-34

T2 : 3-8 & 94-114

T3 : 1-14 & 54-57

T4 : 1-6 & 59 -73

L+D,

PS(TX) BB 2 3

3 Stress Strain Diagram – Ultimate Stress – Yield Stress -

Deformation of axially loaded member

T1 : 20-22

T2 : 10-13

T3 : 52-54

T4 : 6-29

L+D,

PS(TX) BB 1 4

4 Composite bars

T1 : 22-26

T2 : 33-40

T3 : 36-46

T4 : 30-41

L+D,

PS(TX) BB 1 5

5 Thermal Stresses

T1 : 69-70

T2 : 40-50

T3 : 35-46

T4 : 42-54

L+D,

PS(TX) BB 2 7

6 State of stress in two dimensions – Stresses on inclined

planes

T2 : 114-120

T3 : 73-81

T4 : 74-76

L+D,

PS(TX) BB 2 9

7 Principal Stresses and Principal Planes – Maximum

shear stress - Mohr's circle method.

T1 : 91-142

T2 : 120-130

T3 : 81-107

T4 : 85-138

L+D,

PS(TX) BB 1 10

UNIT II TRANSFER OF LOADS AND STRESSES IN BEAMS

8

Types of loads, supports, beams – Concept of Shearing

Force and Bending Moment – Relationship between

intensity of load, shear force and bending moment

T1 : 206-208

T2 : 209-235

T3 : 153-156

T4 : 237-240

L+D,

PS(TX) BB 1 11

9

Shear force and bending moment diagrams for

cantilever, simply supported and overhanging beams

with concentrated load, uniformly distributed load,

uniformly varying load and concentrated moment.

T1 : 208-247

T2 : 235-281

T3 : 156-192

T4 : 240-290

L+D,

PS(TX) BB 2 13

10 Theory of Simple Bending

T1 : 261-262

T2 : 283-286

T3 : 198-200

T4 : 295-298

L+D,

PS(TX) BB 1 14

11 Stress Distribution due to bending moment

T1 : 262-288

T2 : 288-346

T3 : 202-221

T4 : 298-330

L+D,

PS(TX) BB 1 15

12 Stress Distribution due to shearing force

T1 : 366-370

T2 : 347-375

T3 : 271-313

T4 : 345-376

L+D,

PS(TX) BB 1 16

13 Flitched Beams T1 : 288-295 L+D,

PS(TX) BB 2 18

T3 : 224-236

T4 : 330-340

14 Leaf springs

T2 : 682-695

T3 : 561-566

T4 : 728-731

L+D,

PS(TX) BB 1 19

UNIT III DEFLECTION OF BEAMS

15 Elastic curve – Governing differential equation

T1 : 399-401

T2 : 376-379

T3 : 317-319

T4 : 515-518

L+D,

PS(TX) BB 1 20

16 Double integration method for computation of slope

and deflection of determinant beams.

T1 : 401-419

T2 : 380-391

T3 : 320-336

T4 : 518-534 & 559

L+D,

PS(TX) BB 2 22

17 Macaulay's method for computation of slope and

deflection of determinant beams.

T1 : 420-443

T2 : 392-427

T3 : 337-353

T4 : 535-549

L+D,

PS(TX) BB 2 24

18 Area moment method for computation of slope and


T1 : 444-469

T2 : 431-443

T3 : 354-366

T4 : 550-553

L+D,

PS(TX) BB 2 26

19 Conjugate beam method for computation of slope and


T1 : 469-491

T2 : 482-500

T3 : 382-388

T4 : 583-610

L+D,

PS(TX) BB 2 28

UNIT IV TORSION

20 Theory of Torsion

T1 : 724-726

T2 : 637-640

T3 : 498-499

T4 : 679-681

L+D,

PS(TX) BB 1 29

21 Stresses and Deformations in Solid and Hollow

Circular Shafts

T1 : 727-728

T2 : 648

T3 : 499-506

L+D,

PS(TX) BB 1 30

T4 : 681-683

22 Combined bending moment and torsion of shafts

T1 : 728

T2 : 650

T3 : 520-521

T4 : 683-684

L+D,

PS(TX) BB 1 31

23 Power transmitted to shaft

T1 : 728-729

T2 : 641

T3 : 501-506

T4 : 684-719

L+D,

PS(TX) BB 1 32

24 Shaft in series and parallel

T1 : 744-745

T2 : 657

T3 : 509-513

L+D,

PS(TX) BB 1 33

25 Closed Coiled helical springs

T1 : 812-826

T2 : 666-673

T3 : 537-545

T4 : 731-740

L+D,

PS(TX) BB 1 34

26 Open Coiled helical springs

T1 : 826-830

T2 : 675-681

T3 : 552-558

L+D,

PS(TX) BB 1 35

27 Springs in series and parallel

T1 : 834-836

T2 : 689

T3 : 546-547

L+D,

PS(TX) BB 1 36

28 Design of buffer springs T1 : 836,850

L+D,

PS(TX) BB 1 37

UNIT V ANALYSIS OF TRUSSES

29 Determinate and indeterminate trusses

T1 : 992-993

T2 : 745

T3 : 764

T4 : 469-471

L+D,

PS(TX) BB 1 38

30 Analysis of pin jointed plane determinate trusses by

method of joints

T1 : 998 & 1023-1053

T2 : 746

T3 : 766-771

T4 : 471-492

L+D,

PS(TX) BB 2 40


method of sections

T1 : 998 & 1023-1053

T2 : 747

T3 : 772-775

T4 : 492-500

L+D,

PS(TX) BB 2 42


method of tension coefficient T2 : 828-838

L+D,

PS(TX) BB 2 44

33 Analysis of space trusses by tension coefficient method. T2 : 839-854 L+D,

PS(TX) BB 2 46

Content Beyond Syllabus

34 Material properties and failure phenomena T3: 782-790 W1 L+D BB 1 47

TEXT BOOKS

T1. Rajput.R.K. “Strength of Materials”, S.Chand and Co, New Delhi, 2015.

T2. Punmia.B.C., Ashok Kumar Jain and Arun Kumar Jain, SMTS –I Strength of materials, Laxmi publications. New Delhi, 2015

T3. Rattan . S. S, “Strength of Materials”, Tata McGraw Hill Education Private Limited, New Delhi, 2012

T4. Bansal. R.K. “Strength of Materials”, Laxmi Publications Pvt. Ltd., New Delhi, 2010

REFERENCES

R1. Timoshenko.S.B. and Gere.J.M, “Mechanics of Materials”, Van Nos Reinbhold, New Delhi 1999.

R2. Vazirani.V.N and Ratwani.M.M, “Analysis of Structures”, Vol I Khanna Publishers, New Delhi,1995.

R3. Junnarkar.S.B. and Shah.H.J, “Mechanics of Structures”, Vol I, Charotar Publishing House, New Delhi 2016.

R4. Singh. D.K., “ Strength of Materials”, Ane Books Pvt. Ltd., New Delhi, 2016

R5. Basavarajaiah, B.S. and Mahadevappa, P., Strength of Materials, Universities Press, Hyderabad, 2010 .

R6. Gambhir. M.L., "Fundamentals of Solid Mechanics", PHI Learning Private Limited., NewDelhi, 2009.

WEB MATERIALS:

W1: web.mit.edu/emech/dontindex-build

W2: nptel.ac.in/courses/105106116/

W3:https://freevideolectures.com/course/96/strength-of-materials

W4:https://freevideolectures.com/course/92/mechanics-of-solids

Course Instructor Course Coordinator Module Coordinator Programme Coordinator Principal

https://freevideolectures.com/course/96/strength-of-materials




Instructor Report Academic Year : 2018-2019 Batch : 2017-2021

Branch : CIVIL Year/ Semester/ Section : II/III

Course Code / Name : CE8301 STRENGTH OF MATERIALS I

Course Incharge : Dr.A.M.VASUMATHI

Course Component : PROFESSIONAL CORE R2017

Course Incharge remarks

Prerequisite knowledge of students

Comfortability in timely completion of the syllabus unit wise.

Sufficiency / Comfortability of assessment tools

Students’ feedback on handling the course.

Provide a challenging / participating / facilitating environment

Areas of strength

Areas of weakness / improvement

Course Outcome attainment

Module Coordinator remarks


Documents

VISION STATEMENT MISSION STATEMENT · To learn the fundamental concepts of Stress, Strain and deformation of solids. To know the mechanism of load transfer in beams, the induced stress