2.5. Evaluation Process and Reforms - Bhaskaracharya

2.5. Evaluation Process and Reforms

2.5.1 Mechanism of internal assessment is transparent and robust in terms of

frequency and mode

S.No

.

Proofs Page Number

1. University of Delhi Circular regarding Internal

Assessment

2-3

2. University of Delhi Academic Calendar 4-5

3. The academic calendar of all programs 6-39

B.Sc.(H)Biomedical Science 6-7

B.Sc. (H) Botany 8

B.Sc. (H) Chemistry 9-10

B.Sc. (H)Computer Science 11

B.Sc. (H) Electronics 12

B. Sc (H) Food Technology 13

B.Sc. (H) Instrumentation 14

B.Sc. (H)Microbiology 15-16

B.Sc. (H) Physics 17-35

B.Sc. (H)Polymer Science 36-37

B. Sc. (H) Zoology 38-39

4. Internal Assessment Link 40

5. Sample IA sheets 41-51

Department of Biomedical Science

Academic Calendar Odd Semester (3rd and 5th) 2020-21(Tentative)

S.No. Month Date/Period Activity planned

1. August 10-08-20 Academic session start

2. November Third Week Submission of Assignments

3. November 28-11-20 Dispersal of Classes

4. November 28-11-20 Practical Examination Starts

5. November 12-12-20 Theory Examination starts


Academic Calendar Odd Semester (Ist) 2020-21(Tentative)


1. November 18-11-20 Academic session start

2. January

(2021)

Second Week Election of CRs and office bearers

of department society

3. February Fourth week Submission of Assignments

4. March 06-03-21 Practical Examination Starts

5. March 15-03-21 Theory Examination starts


Academic Calendar Even Semester (4th and 6th) 2020-21(Tentative)


1. January 02-01-21 Academic session start

2. March Second Week Submission of Assignments

3. April 30-04-21 Dispersal of Classes

4. April 30-04-21 Practical Examination Starts

5. May 15-05-21 Theory Examination starts


Academic Calendar Even Semester (2nd) 2020-21


1. April 01-04-21 Academic session start

2. June Fourth week Submission of Assignments

3. August 03-08-21 Practical Examination Starts

Activity Calendar (2020-2021)

Department Of Biomedical Science

S.No. Activity planned Tentative Dates

1

Webinar series titled 'Sketchbook 2020'.

Alumni invited to share experiences & achievments

with students

Held on May - July 2020

2

Two-day international webinar in collaboration with

Department of Chemistry on “Prevalent Crisis

Triggered by the Covid19 Pandemic and its

Appraisal”

18th-19th May 2020

3 Summer Training Program 'Unite for COVID warriors' along with Department of Electronics 29th June - 18th July 2020 (20 days)

4

Webinar on 'The journey of creating an informational

video including the research that goes into it'

3rd July 2020

5

Webinar on 'Viruses and Viral diseases'

4th July 2020

6

Webinar on 'Impact of COVID-19 research progress

in life sciences: mitigation of losses and the way ahead'

10th July 2020

7

Webinar on 'Cellular Therapies for Arthritic Disease:

Clinical Translation and Obstacle'

17th July 2020

9

Yoga-cum-meditation programme on 'Change your

mind, Change your life' in collaboration with

Gandhian Study Centre

10th October 2020

10

Breast cancer awareness programme' in collaboration

with Manipal Hospitals, Dwarka and Women Development Cell

17th October 2020

11

Cancer for Women- Awareness talk in collaboration

with Manipal Hospitals, Dwarka, women

Development Center and B R Ambedkar Centre for

Biomedical Research

22nd February , 2021

12 Genesis 2021 (Proposed) March , 2021

Dr. Shivani G. Varmani TIC, Department of Biomedical Sciences

Department of Botany

Bhaskaracharya College of Applied Sciences

University of Delhi

Academic Calendar 2020-2021

Sl.No Month Activities to be organized

1 August 2020 Commencement of Academic Session on 10th August, 2020 for III and V Semesters

2 September 2020 Ozone Day Celebration on 16th September 2020

3 October 2020 Departmental meeting to discuss about teaching and learning process

4

November 2020

● To conduct workshops and hands on training ● To conduct Orientation Programme for First Year

Students ● Commencement of Academic Session on18th November

2020 for I Semester (2020-2021 Batch)

5 December 2020 Departmental moderation committee meeting for internal assessment practical and theory papers for III and V Semesters

6 January 2021 Commencement of Academic Session on 2nd January 2021 for IV and VI Semesters

7

February 2021

● To organize a workshop and hands on training ● To conduct mock practical examination for I Semester

8

March 2021

● Departmental moderation committee meeting for internal assessment practical and theory papers for I Semester

● To organize a workshop and hands on training

9

April 2021

● Commencement of Academic Session on 1st April 2021 for II Semester

● To conduct mock practical examination for IV and VI Semester

10

May 2021

● Departmental moderation meeting for internal assessment practical and theory papers for IV and VI Semester

11 June 2021 ● To organize a workshop and hands on training


Department of Chemistry 2020-21

Sr No Date Name of Event Description Venue

1

3rd week of Sept 2020 Hindi Pakhwara To celebrate Hindi Diwas Online

2

Ist week of October 2020 Farewell Party

Farewell Party to Outgoing 3rd Year

students Online

3 2nd week of Nov 2020

Colourful Diwali Various events for students Online

4 3rd week of Nov 2020

Fresher Party To introduce the 1st year students formally with senior students

Online

5 2nd week of Dec 2020

Quiz National Mathematics Day Online

6 Last week of Jan 2021

Science Exhibition Event to be organised with various school students

Chemistry Dept

7 2nd week of Feb 2021

Plantation Drive To celebrate Basant Panchmi In the college

8 Last week of Feb 2021

Webinar

National Science Day celebration

Chemistry Dept

9 1st week of March 2021 Cleanliness Drive in the department Chemistry Dept

10 2nd week of March 2021

Workshop

To know the instrumental knowledge of

water testing parameters

Chemistry Dept

11

1st week of May 2021

Farewell Party

Farewell Party to Outgoing 3rd Year

students Chemistry Dept

Assignments/seminar/presentation are taken after every 15 days

Class test are held at the end of the month


Department of Chemistry 2020-21

ACADEMIC CALENDER-20-21

Sr No Date Name of Event Description Venue

1 3rd week of Sept 2020 Hindi Pakhwara To celebrate Hindi Diwas Online

2

Ist week of October 2020 Farewell Party

Farewell Party to Outgoing 3rd

Year students Online

3 2nd week of Nov 2020 Colourful Diwali Various events for students Online

4

3rd week of Nov 2020

Fresher Party

To introduce the 1st year students

formally with senior students

Online

5 2nd week of Dec 2020 Quiz National Mathematics Day Online

6 Last week of Jan 2021

Science Exhibition Event to be organised with various

school students Chemistry Dept

7 2nd week of Feb 2021 Plantation Drive To celebrate Basant Panchmi In the college

8 Last week of Feb 2021 Webinar National Science Day celebration Chemistry Dept

9 1st week of March 2021 Cleanliness Drive in the department Chemistry Dept

10

2nd week of March 2021

Workshop

To know the instrumental

knowledge of water testing

parameters

Chemistry Dept

11

1st week of May 2021 Farewell Party

Farewell Party to Outgoing 3rd

Year students

Chemistry Dept

Assignments/seminar/presentation are taken after every 15 days

Class test are held at the end of the month

Computer Science Department


3rd and 5th Semester / 4th and 6th Semester

Mid Semester Break (Odd Semester) NA

Class Test (Odd Semester) 9th November 2020 to 14th November 2020

Assignment (Odd Semester) Before 21st November 2020

Mid Semester Break (Even Semester) 24th March 2021 to 30th March 2021

Class Test (Even Semester) 5th April 2021 to 10th April 2021

Assignment (Even Semester) 17th April 2021

1st and 2nd Semester

Mid Semester Break (Odd Semester) NA

Class Test (Odd Semester) 15th February 2021 to 20th February 2021

Assignment (Odd Semester) Before 27th February 2021

Mid Semester Break (Even Semester) NA

Class Test (Even Semester) 28th June 2021 to 3rd July 2021

Assignment (Even Semester) 10th July 2021

Syllabus coverage as per recommended guidelines available at

http://du.ac.in/du/uploads/RevisedSyllabi1/Annexure-83.%20(BSc(H)-Computer%20Science).pdf (2019)

and http://www.du.ac.in/du/uploads/Syllabus_2015/B.Sc.%20Hon.%20Computer%20Science.pdf

Bhavya Deep

http://du.ac.in/du/uploads/RevisedSyllabi1/Annexure-83.%20(BSc(H)-Computer%20Science).pdf

http://www.du.ac.in/du/uploads/Syllabus_2015/B.Sc.%20Hon.%20Computer%20Science.pdf

Department of Electronics

Activity Calendar 2020-21

S.No. Activity planned Tentative Dates

1. Webinar on “From an idea to a startup’ September 2020

Held on Sept’25,2020

2. Odd Semester

Test/assignment/presentation (Ist component)

Test/assignment/presentation (2nd component)

September 2020

November 2020

3. Even semester

Test/assignment/presentation (Ist component)

Test/assignment/presentation (2nd component)

February 2021

April 2021

4. Online interaction with freshers December 2020

5. Online/offline Lab visit January 2021

6. Annual Technical Fest’21 March 2021

Department of Food Technology Activity Calendar (2020-21 Odd Semester)

August September October November December

Webinar Series (Food Allergy)

Semester practical and

TheoryExaminations

National Nutrition Month

Celebrations, 2020

World Food Day

Celebrations

Virtual Training for students (Label Blind)

Teacher-in-Charge

Class Tests, Assignments

Department of Food Technology Activity Calendar (2020-21 Even Semester)

January February March April May

Virtual Training for students (Label Blind)

Semester practical and

Theory Examinations

Department Technical Fest

Class Tests, Assignments

Teacher-in-Charge

Department of Instrumentation

Academic Calendar (2020-21)

ODD Semester (III & V Semester)

S.No Date Activity

1. 27th October – 3rd November Assignment Submission

2. 5th November – 10th November Class Test

EVEN Semester (IV and VI Semester)

S.No Date Activity

1. 19th March – 23rd March Assignment Submission

2. 1st April – 7th April Class Test

ODD Semester (I Semester)

S.No Date Activity

1. 27th January – 3rd February Assignment Submission

2. 5th February – 10th February Class Test

EVEN Semester (II Semester)

S.No Date Activity

1. 20th June – 25th June Assignment Submission

2. 28th June – 5th July Class Test

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month

Topics / Units Covered

Date of

Test/Assignment (Tentatively)Averag e marks of Tutorial assignments

Date of Test/Assignment (Tentatively)

PPTs presentations based on applications of Nuclear And Particle Physics

Signatures

Lesson Plan for covering the Syllabus : IIIrd semester 2020-21 (Tentatively)

1- Thermal

Physics

Dr. Anand

Bharadvaja

B.Sc (H) Physics,

IIIrd Semester

Unit 1 : Zeroth law August

Unit Thermodynamic potentails and Maxwells equation September

Second Law and Entropy October 21 Oct 20

Kinetic Theory of Gases, Molecular Collisions and Real gaes Nov 16 Nov 20

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month


Date of Test/Assignment

(Tentatively)


(Tentatively) Signatures


1- Generic Elective 3: Waves

and Optics

Dr. Ramesh Kumar B.Sc (H) Physics,

IIIrd Semester

August Superposition of Two Collinear

Harmonic oscillations: Simple

harmonic motion (SHM). Linearity and Superposition

Principle. (1) Oscillations having equal frequencies and

(2) Oscillations having different

frequencies (Beats). Superposition of Two

Perpendicular Harmonic Oscillations: Graphical and

Analytical Methods. Lissajous Figures (1:1 and 1:2) and their

uses.

6 Oct 20 9 Nov 20

September Waves Motion- General:

Transverse waves on a string. Travelling and standing waves

on a string. Normal Modes of a

string. Group velocity, Phase velocity. Plane waves.

Spherical waves, Wave intensity.

Sound: Sound waves,

production and properties.

Intensity and loudness of sound. Decibels. Intensity

levels. General idea of musical notes and musical scale.

Acoustics of buildings (General

idea).

October Wave Optics: Electromagnetic

nature of light. Definition and Properties of wave front.

Huygens Principle. Interference: Interference: Division of amplitude and

division of wavefront. Young’s Double Slit experiment.

Lloyd’s Mirror and Fresnel’s

Biprism. Phase change on reflection: Stokes’ treatment.

Interference in Thin Films: parallel and wedge-shaped

films. Newton’s Rings:

measurement of wavelength and refractive index.

November Diffraction: Fraunhofer diffraction- Single slit; Double

Slit. Multiple slits and Diffraction grating. Fresnel

Diffraction: Half-period zones.

Zone plate. Fresnel Diffraction pattern of a straight edge, a slit

and a wire using half-period zone analysis. Polarization:

Transverse nature of light waves. Plane polarized light –

production and analysis.

Circular and elliptical polarization (General idea).

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month


Test/Assignment

(Tentatively)

Test/Assign

ment Signatures


1- Digital Systems and Applicati Dr. Herendra Kumar B.Sc (H) Physics,

IIIrd Semester

August Introduction to CRO: Block Diagram of CRO. Electron Gun, Deflection System and

Time Base. Deflection Sensitivity. Applications of CRO: (1) Study of Waveform, (2)

Measurement of Voltage, Current, Frequency, and Phase Difference.

Digital Circuits: Difference between Analog and Digital Circuits. Examples of linear and

digital ICs, Binary Numbers. Decimal to Binary and Binary to Decimal Conversion.BCD,

Octal and Hexadecimal numbers. AND, OR and NOT Gates (realization using Diodes

and Transistor). NAND and NOR Gates as Universal Gates. XOR and XNOR Gates and

application as Parity Checkers.

7 Oct 20 11 Nov 20

Hkumar

September Boolean algebra: De Morgan's Theorems. Boolean Laws. Simplification of Logic

Circuit using Boolean Algebra. Fundamental Products. Idea of Minterms and

Maxterms.Conversion of Truth table into Equivalent Logic Circuit by (1) Sum of

Products Method and (2) Karnaugh Map.

Data processing circuits: Multiplexers, De-multiplexers, Decoders, Encoders.

Arithmetic Circuits: Binary Addition. Binary Subtraction using 2's Complement.Half

and Full Adders.Half & Full Subtractors, 4-bit binary Adder/Subtractor.Sequential

Circuits: SR, D, and JK Flip-Flops. Clocked (Level and Edge Triggered)

Flip-Flops. Preset and Clear operations. Race-around conditions in JK Flip-Flop. M/S JK

Flip-Flop.

Hkumar

October Timers:IC 555: block diagram and applications: Astable multivibrator and Monostable

multivibrator.

Shift registers: Serial-in-Serial-out, Serial-in-Parallel-out, Parallel-in-Serial-out and

Parallel-in-Parallel-out Shift Registers (only up to 4 bits).

Counters(4 bits): Ring Counter. Asynchronous counters, Decade Counter. Synchronous

Counter.

Computer Organization: Input/Output Devices. Data storage (idea of RAM and ROM).

Computer memory. Memory organization and addressing. Memory Interfacing. Memory

Map.Intel 8085 Microprocessor Architecture: Main features of 8085. Block diagram.

Components. Pin-out diagram. Buses. Registers. ALU.

Hkumar

November Memory. Stack memory. Timing

and Control circuitry. Timing states. Instruction cycle, Timing diagram of MOV and

MVI.

Introduction to Assembly Language:1 byte, 2 byte and 3 byte instructions.

Hkumar

2- SEC 1: Computational

Physics

Dr. Herendra Kumar B.Sc (H) Physics,

IIIrd Semester

August Introduction: Importance of computers in Physics, paradigm for solving physics

problems for solution. Usage of linux as an Editor.

Algorithms and Flowcharts: Algorithm: Definition, properties and development.

Flowchart: Concept of flowchart, symbols, guidelines, types. Examples: Cartesian to

Spherical Polar Coordinates, Roots of Quadratic Equation, Sum of two matrices, Sum

and Product of a finite series, calculation of sin(x) as a series, algorithm for plotting (1)

lissajous figures and (2) trajectory of a projectile thrown at an angle with the horizontal.

08/10/2020 11/11/2020

Hkumar

September Scientific Programming: Some fundamental Linux Commands (Internal and External

commands). Development of FORTRAN, Basic elements of FORTRAN: Character Set,

Constants and their types, Variables and their types, Keywords, Variable Declaration and

concept of instruction and program. Operators: Arithmetic, Relational, Logical and

Assignment Operators. Expressions: Arithmetic, Relational, Logical, Character and

Assignment Expressions. Fortran Statements: I/O Statements (unformatted/formatted),

Executable and Non-Executable Statements, Layout of Fortran Program, Format of

writing Program and concept of coding, Initialization and Replacement Logic.

Control Statements: Types of Logic(Sequential, Selection, Repetition), Branching

Statements (Logical IF, Arithmetic IF, Block IF, Nested Block IF, SELECT CASE and

ELSE IF Ladder statements), Looping Statements (DO-CONTINUE, DO-ENDDO, DO-

WHILE, Implied and Nested DO Loops),

Hkumar

October Jumping Statements (Unconditional GOTO,

Computed GOTO, Assigned GOTO) Subscripted Variables (Arrays: Types of Arrays,

DIMENSION Statement, Reading and Writing Arrays), Functions and Subroutines

(Arithmetic Statement Function, Function Subprogram and Subroutine), RETURN,

CALL, COMMON and EQUIVALENCE Statements), Structure, Disk I/O Statements,

open a file, writing in a file, reading from a file. Examples from physics problems.

Scientific word processing: Introduction to LaTeX: TeX/LaTeX word processor,

preparing a basic LaTeX file, Document classes, Preparing an input file for LaTeX,

Compiling LaTeX File, LaTeX tags for creating different environments, Defining LaTeX

commands and environments,

Hkumar

November Changing the type style, Symbols from other languages.

Equation representation: Formulae and equations, Figures and other floating bodies,

Lining in columns- Tabbing and tabular environment, Generating table of contents,

bibliography and citation, Making an index and glossary, List making environments,

Fonts, Picture environment and colors, errors.

Visualization: Introduction to graphical analysis and its limitations. Introduction to

Gnuplot.importance of visualization of computational and computational data, basic

Gnuplot commands: simple plots, plotting data from a file, saving and exporting, multiple

data sets per file, physics with Gnuplot (equations, building functions, user defined

variables and functions), Understanding data with Gnuplot

Hkumar

S. No Name of the Paper Name of Teacher Class and Semester Month Topics / Units Covered Date of Test/Assignment

(Tentatively)


(Tentatively)

Signatures

Lesson Plan for covering the Syllabus : 2nd semester 2020-21(Tentatively)

1 Waves and Optics Dr. Ramesh Kumar B.Sc (H) Physics,

2nd Semester

April Superposition of Collinear Harmonic oscillations: Simple harmonic motion (SHM). Linearity and Superposition Principle. Superposition of two

collinear oscillations having (1) equal frequencies and (2) different frequencies (Beats). Superposition of N collinear Harmonic Oscillations with

(1) equal phase differences and (2) equal frequency differences.Superposition of two perpendicular Harmonic Oscillations: Graphical and

Analytical Methods. Lissajous Figures with equal and unequal frequencies and their uses.Wave Motion: Plane and Spherical Waves. Longitudinal

and Transverse Waves. Plane Progressive (Travelling) Waves. Wave Equation. Particle and Wave Velocities. Pressure of a Longitudinal Wave.

Energy Transport. Intensity of Wave.

4 May 21 4 Jun 21

May Superposition of Two Harmonic Waves: Standing (Stationary) Waves in a String: Fixed and Free Ends. Analytical Treatment. Phase and Group

Velocities. Changes with respect to Position and Time. Energy of Vibrating String. Transfer of Energy. Normal Modes of Stretched Strings.

Longitudinal Standing Waves and Normal Modes. Open and Closed Pipes. Superposition of N Harmonic Waves.Wave Optics: Electromagnetic

nature of light. Definition and properties of wave front. Huygens Principle. Temporal and Spatial Coherence.

June Interference: Division of amplitude and wavefront. Young’s double slit experiment. Lloyd’s Mirror and Fresnel’s Biprism. Phase change on

reflection: Stokes’ treatment. Interference in Thin Films: parallel and wedge-shaped films. Fringes of equal inclination(Haidinger Fringes); Fringes

of equal thickness (Fizeau Fringes). Newton’s Rings: Measurement of wavelength and refractive index.Interferometer: Michelson Interferometer-

(1) Idea of form of fringes (No theory required), (2) Determination of Wavelength, (3) Wavelength Difference, (4) Refractive Index, and (5)

Visibility of Fringes. Fabry-Perot interferometer.

July Fraunhofer diffraction: Single slit. Rectangular and Circular aperture, Resolving Power of a telescope. Double slit. Multiple slits. Diffraction

grating. Resolving power of grating.Fresnel Diffraction: Fresnel’s Assumptions. Fresnel’s Half-Period Zones for Plane Wave. Explanation of

Rectilinear Propagation of Light. Theory of a Zone Plate: Multiple Foci of a Zone Plate. Fresnel’s Integral, Cornu`s spiral and its applications.

Straight edge, a slit and a wire.

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month


Test/Assignment

(Tentatively)

Test/Assignment


Lesson Plan for covering the Syllabus : 2nd semester 2020-21 (Tentatively)

1- Electricity and magnetism Dr. Sandeep Kumar B.Sc (H) Physics,

2nd Semester

April Electric Field and Electric Potential: Electric field: Electric field lines.

Electric flux. Gauss Law with applications to charge distributions with

spherical, cylindrical and planar symmetry.Conservative nature of

Electrostatic Field:. Electrostatic Potential. Laplace’s and Poisson

equations. The Uniqueness Theorem. Potential and Electric Field of a

dipole. Force and Torque on a dipole.

5 May 21 15 Jun 21

May Electrostatic energy of system of charge:. Electrostatic energy of a charged

sphere. Conductors in an electrostatic Field. Surface charge and force on a

conductor. Capacitance of a system of charged conductors. Parallel-plate

capacitor. Capacitance of an isolated conductor. Method of Images and

its application to: (1) Plane Infinite Sheet and (2) Sphere.Dielectric

Properties of Matter: Electric Field in matter. Polarization, Polarization

Charges. Electrical Susceptibility and Dielectric Constant. Capacitor

(parallel plate, spherical, cylindrical) filled with dielectric. Displacement

vector D. Relations between E, P and D. Gauss’ Law in dielectrics.

June Magnetic Field: Magnetic force between current elements and definition

of Magnetic Field B. Biot-Savart’s Law and its simple applications: straight

wire and circular loop. Current Loop as a Magnetic Dipole and its Dipole

Moment (Analogy with Electric Dipole).Ampere’s Circuital Law and its

application to (1) Solenoid and (2) Toroid. Properties of B: curl and

divergence. Vector Potential. Magnetic Force on (1) point charge (2)

current carrying wire (3) between current elements. Torque on a current

loop in a uniform Magnetic Field.Magnetic Properties of Matter:

Magnetization vector (M). Magnetic Intensity (H). Magnetic Susceptibility

and permeability. Relation between B, H, M. Ferromagnetism. B-H curve

and hysteresis.

July Electromagnetic Induction: Faraday’s Law. Lenz’s Law. Self Inductance

and Mutual Inductance. Reciprocity Theorem. Energy stored in a

Magnetic Field. Introduction to Maxwell’s Equations. Charge

Conservation and Displacement current.Electrical Circuits: AC Circuits:

Kirchhoff’s laws for AC circuits. Complex Reactance and Impedance.

Series LCR Circuit: (1) Resonance, (2) Power Dissipation and (3) Quality

Factor, and (4) Band Width. Parallel LCR Circuit.

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month



(Tentatively)



Lesson Plan for covering the Syllabus : 2nd semester 2020-21 (Tentatively)

1- Elements of Modern Physics Dr. Anand Bharadvaja B.Sc (H) Physics,

2nd Semester

April Planck’s quantum, Planck’s constant and light as a collection

of photons; Blackbody Radiation: Quantum theory of Light;

Photo-electric effect and Compton scattering. De Broglie

wavelength and matter waves; Davisson-Germer experiment.

Wave description of particles by wave packets.Group and

Phase velocities and relation between them. Double-slit

experiment with electrons. Probability. Wave amplitude and

wave functions.Position measurement : gamma ray

microscope thought experiment; Wave-particle duality

leading to Heisenberg uncertainty principle; Uncertainty

relations involving canonical pair of variables: Derivation from

Wave Packets;

6 May 21 10 Jun 21

May Impossibility of a particle following a trajectory; Estimating

minimum energy of a confined particle using uncertainty

principle; Energy-time uncertainty principle: origin of natural

width of emission lines as well as estimation of the mass of the

virtual particle that mediates a force from the observed range

of the forceTwo-slit interference experiment with photons,

atoms and particles; linear superposition principle as a

consequence; Schrodinger equation for non-relativistic

particles; Momentum and Energy operators; stationary states;

physical interpretation of a wave function, probabilities and

normalization; Probability and probability current densities in

one dimension.

June One dimensional infinitely rigid box : energy eigenvalues,

eigenfunctions and their normalization; Quantum dot as an

example; Quantum mechanical scattering and tunneling in one

dimension : across a step potential & across a rectangular

potential barrier. Lasers: Metastable states. Spontaneous and

Stimulated emissions. Optical Pumping and Population

Inversion.

July Size and structure of atomic nucleus and its relation with

atomic weight; Impossibility of an electron being in the

nucleus as a consequence of the uncertainty principle. Nature

of nuclear force, N-Z graph, Liquid Drop model: semi-empirical

mass formula and binding energy.Radioactivity: stability of the

nucleus; Law of radioactive decay; Mean life and half-life; Alpha

decay; Beta decay: energy released, spectrum and Pauli's

prediction of neutrino; Gamma ray emission, energy-

momentum conservation: electron-positron pair creation by

gamma photons in the vicinity of a nucleus. Fission and fusion:

mass deficit, relativity and generation of energy; Fission :

nature of fragments and emission of neutrons. Fusion and

thermonuclear reactions driving stellar evolution (brief

qualitative discussions).

S. No Name of the Paper Name of Teacher Class and Semester Month Topics / Units Covered Date of Test/Assignment

(Tentatively)


(Tentatively)

Signatures

Lesson Plan for covering the Syllabus : Ist semester 2020-21(Tentatively)

1 Mechanics Dr. Meetu Luthra B.Sc (H) Physics, Ist

Semester

November Fundamentals of Dynamics: Reference frames, Inertial frames, Galilean

transformations, Galilean invariance, Review of Newton's Laws of Motion.

Momentum of variable mass system: motion of rocket. Dynamics of a

system of particles. Principle of conservation of momentum. Impulse.

Determination of Centre of Mass of discrete and continuous objects having

cylindrical and spherical symmetry (1-D, 2-D & 3-D).

6 Jan 21 4 Feb 21

December Work and Energy: Work and Kinetic Energy Theorem. Conservative and

non-conservative forces. Potential Energy. Energy diagram. Stable,

unstable and neutral equilibrium. Force as gradient of potential energy.

Work & Potential energy. Work done by non-conservative forces. Law of

conservation of Energy. Elastic (1-D and 2-D) and inelastic collisions.

Centre of Mass and Laboratory frames. Rotational Dynamics: Angular

momentum of a particle and system of particles. Torque. Principle of

conservation of angular momentum. Rotation about a fixed axis. Moment

of inertia, theorem of parallel and perpendicular axes. Determination of

moment of inertia of discrete and continuous objects [1-D, 2-D & 3-D

(rectangular, cylindrical and spherical)]. Kinetic energy of rotation.

Motion involving both translation and rotation.

January Gravitation and Central Force Motion: Law of gravitation. Gravitational

potential energy. Inertial and gravitational mass. Potential and field due to

spherical shell and solid sphere.Motion of a particle under a central force

field: Two-body problem, its reduction to one-body problem and its

solution. Reduction of angular momentum, kinetic energy and total

energy. The energy equation and energy diagram. Kepler's Laws. Satellite in

circular orbit, Geosynchronous orbits.Oscillations: Idea of SHM.

Differential equation of SHM and its solution. Kinetic energy, potential

energy, total energy and their time-average values. Compound pendulum.

Damped oscillation. Forced oscillations: Transient and steady states,

sharpness of resonance and Quality Factor.

February Non-Inertial Systems: Non-inertial frames and fictitious forces. Uniformly

rotating frame. Centrifugal force. Coriolis force and its

applications.Special Theory of Relativity: Outcomes of Michelson-Morley

Experiment. Postulates of Special Theory of Relativity. Lorentz

Transformations. Simultaneity, Length contraction, Time dilation.

Relativistic transformation of velocity, acceleration, frequency and wave

number. Mass of relativistic particle. Mass-less Particles. Mass-energy

Equivalence. Relativistic Doppler effect (transverse and longitudinal).

Relativistic Kinematics (decay problems, inelastic collisions and Compton

effect). Transformation of Energy and Momentum.

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month



(Tentatively)



Lesson Plan for covering the Syllabus : Ist semester 2020-21 (Tentatively)

1- Generic Elective 1:

Electricity and magnetism

Dr. Sandeep Kumar B.Sc (H) Physics, Ist Semester

November Vector algebra (Scalar and Vector product), gradient, divergence, Curl and their significance, Vector Integration, Line, surface and

volume integrals of Vector fields,

5 Jan 21 4 Feb 20

December Gauss-divergence theorem and Stoke's theorem of vectors (statement only).Electrostatics: Electrostatic Field, electric flux,

Gauss's theorem of electrostatics. Applications of Gauss theorem- Electric field due to point charge, infinite line of charge,uniformly

charged spherical shell and solid sphere, plane charged sheet, charged conductor. Electric potential as line integral of electric

field, potential due to a point charge, electric dipole, uniformly charged spherical shell and solid sphere. Calculation of electric field

from potential. Capacitance of an isolated spherical conductor. Parallel plate, spherical and cylindrical condenser. Energy per unit

volume in electrostatic field.

January Dielectric medium, Polarisation, Displacement vector. Gauss's theorem in dielectrics. Parallel plate capacitor completely filled

with dielectric.Magnetostatics: Biot-Savart's law and its applications- straight conductor, circular coil, solenoid carrying

current.

February Divergence and curl of magnetic field. Magnetic vector potential. Ampere's circuital law.

Magnetic properties of materials: Magnetic intensity, magnetic induction, permeability, magnetic susceptibility. Brief

introduction of dia-, para- and ferro-magnetic materials.Electromagnetic Induction: Faraday's laws of

electromagnetic induction, Lenz's law, self and mutual inductance, L of single coil, M of two coils. Energy stored in magnetic

field.Introduction to Maxwell`s equations.

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month



(Tentatively)



Lesson Plan for covering the Syllabus : Ist semester 2020-21 (Tentatively)

1- Mathematical Physics I Dr. Herendra Kumar B.Sc (H) Physics, Ist

Semester

November Functions: Recapitulate the concept of

functions. Plot and interpret graphs of

functions using the concepts of

calculus.First Order Differential Equations:

First order differential Equations: Variable

separable, homogeneous, non-

homogeneous, exact and inexact differential

equations and Integrating Factors.

Application to physics problems.

11 Jan 21 10 Feb 21

Hkumar

December Second Order Differential Equations:

Homogeneous Equations with constant

coefficients. Wronskian and general

solution. Particular Integral with operator

method, method of undetermined

coefficients and method of variation of

parameters. Cauchy-Euler differential

equation and simultaneous differential

equations of First and Second order.Vector

Algebra: Scalars and vectors, laws of vector

algebra, scalar and vector product, triple

scalar product, interpretation in terms of

area and volume, triple cross product,

product of four vectors. Scalar and vector

fields.

Hkumar

January Vector Differentiation: Ordinary derivative

of a vector, the vector differential

operator??. Directional derivatives and

normal derivative. Gradient of a scalar field

and its geometrical interpretation.

Divergence and curl of a vector field.

Laplacian operator. Vector identities.Vector

Integration: Ordinary Integrals of Vectors.

Double and Triple integrals, Jacobian.

Notion of infinitesimal line, surface and

volume elements. Line, surface and volume

integrals of Scalar and Vector fields.

Hkumar

February Flux of a vector field. Gauss' divergence

theorem, Green's and Stokes Theorems,

their verification (no rigorous proofs) and

applications.Orthogonal Curvilinear

Coordinates: Orthogonal Curvilinear

Coordinates. Derivation of Gradient,

Divergence, Curl and Laplacian in Cartesian,

Spherical and Cylindrical Coordinate

Systems.Probability and statistics:

Independent and dependent events,

Conditional Probability. Bayes' Theorem,

Independent random variables, Probability

distribution functions, special

distributions: Binomial, Poisson and

Normal. Sample mean and variance and

their confidence intervals for Normal

distribution.

Hkumar

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month



(Tentatively)



Lesson Plan for covering the Syllabus : IVth semester 2020-21 (Tentatively)

1- Mathematical Physics III Dr. Herendra Kumar B.Sc (H) Physics,

IVth Semester

January Complex Analysis: Brief Revision of Complex

Numbers and their Graphical

Representation. Euler's formula, De-Moivre's

theorem, Roots of Complex Numbers.

Functions of Complex Variables. Analyticity

and Cauchy-Riemann Equations.

17 Mar 21 19 Apr 21

Hkumar

February Examples of analytic functions.

Singularities: poles, removable singularity,

essential singularity, branch points, branch

cut. Integration of a function of a complex

variable.

Hkumar

March Cauchy-Goursat Theorem, Cauchy's

Inequality. Cauchy's Integral formula.

Simply and multiply connected region.

Laurent and Taylor's expansion.

Hkumar

April Residues and Residue Theorem. Application

of Contour Integration in solving Definite

Integrals.

Hkumar

2- Mathematical Physics III Dr. Ramesh Kumar B.Sc (H) Physics,

IVth Semester

January Fourier Transforms: Fourier Integral

theorem (Statement only). Fourier

Transform (FT). Examples: FT of single pulse,

trigonometric, exponential and Gaussian

functions. FT of derivatives, Inverse FT,

Convolution theorem. Properties of FT s

(translation, change of scale, complex

conjugation, etc.).

22 Feb 21 12 Apr 21

February Solution of one dimensional Wave Equation

using FT. Fourier Sine Transform (FST) and

Fourier Cosine Transform (FCT).Laplace

Transforms: Laplace Transform (LT) of

Elementary functions. Properties of LTs:

Change of Scale Theorem, Shifting Theorem.

LTs of 1st and 2nd order Derivatives and

Integrals of Functions, Derivatives and Integrals of LTs.

March LT of Unit Step function, Periodic Functions.

Convolution Theorem. Inverse LT.

April

Application of Laplace Transforms to 2nd

order Differential Equations, Coupled

differential equations of 1st order. Solution

of 1-D heat equation (semi-infinite bar)

using LT.Dirac delta function: Definition and

properties. Representation of Dirac delta

function as a Fourier Integral. Laplace and

Fourier Transform of Dirac delta function.

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month




Signatures


1- Elements of modern Physics Dr. Ramesh Kumar B.Sc (H) Physics,

IVth Semester

January Planck’s quantum, Planck’s

constant and light as a

collection of photons;

Blackbody Radiation:

Quantum theory of Light;

Photo-electric effect and

Compton scattering. De

Broglie wavelength and matter

waves; Davisson-Germer

experiment. Wave description

of particles by wave packets.

Group and Phase velocities and

relation between them.

Double-slit experiment with

electrons. Probability. Wave

amplitude and wave

functions.Position

measurement : gamma ray

microscope thought

experiment; Wave-particle

duality leading to Heisenberg

uncertainty principle;

Uncertainty relations involving

canonical pair

58 of variables: Derivation from

Wave Packets; Impossibility of

a particle following a

trajectory; Estimating

22 Feb 21 12 Apr 21

February Energy-time uncertainty

principle: origin of natural

width of emission lines as well

as estimation of the mass of the

virtual particle that mediates a

force from the observed range

of the forceUnit 3

Two-slit interference

experiment with photons,

atoms and particles; linear

superposition principle as a

consequence; Schrodinger

equation for non-relativistic

particles; Momentum and

Energy operators; stationary

states; physical interpretation

of a wave function,

probabilities and

normalization; Probability and

probability current densities in

one dimension.

March One dimensional infinitely

rigid box : energy eigenvalues,

eigenfunctions and their

normalization; Quantum dot

as an example; Quantum

mechanical scattering and

tunneling in one dimension :

across a step potential & across

a rectangular potential barrier.

Lasers: Metastable states.

Spontaneous and Stimulated

emissions. Optical Pumping

and Population Inversion.

April Size and structure of atomic

nucleus and its relation with

atomic weight; Impossibility of

an electron being in the

nucleus as a consequence of

the uncertainty principle.

Nature of nuclear force, N-Z

graph, Liquid Drop model:

semi-empirical mass formula

and binding

energy.Radioactivity: stability

of the nucleus; Law of

radioactive decay; Mean life

and half-life; Alpha decay; Beta

decay: energy released,

spectrum and Pauli's

prediction of neutrino;

Gamma ray emission, energy-

momentum conservation:

electron-positron pair creation

by gamma photons in the

vicinity of a nucleus. Fission

and fusion: mass deficit,

relativity and generation of

energy; Fission : nature of

fragments and emission of

neutrons. Fusion and

thermonuclear reactions

driving stellar evolution (brief

S. No

Name of the

Paper

Name of

Teacher

Class and

Semester

Month


Date of

Test/Assignment

(Tentatively)Averag

e marks of Tutorial

assignments


PPTs presentations based on applications

of Nuclear And Particle Physics

Signatures


1- Thermal

Physics

Dr. Sandeep

Kumar

B.Sc (H) Physics,

IVth Semester

January Laws of Thermodynamics: Thermodynamic Description of

system: Zeroth Law of thermodynamics and temperature.

First law and internal energy, conversion of heat into work,

Various Thermodynamical Processes, Applications of First

Law: General Relation between CP and CV, Work Done

during Isothermal and Adiabatic Processes, Compressibility

and Expansion Coefficient, Reversible and irreversible

processes,

February Second law, Entropy, Carnot‟s cycle & theorem, Entropy

changes in reversible and irreversible processes, Entropy-

temperature diagrams, Third law of thermodynamics,

Unattainability of absolute zero.Thermodynamical

Potentials: Enthalpy, Gibbs, Helmholtz and Internal Energy

4 Mar 21 20 Apr 21

March Kinetic Theory of Gases: Derivation of Maxwell's law of

distribution of velocities and its experimental verification,

Mean free path (Zeroth Order), Transport Phenomena:

April Statistical Mechanics: Macrostate and Microstate, phase

space, Entropy and Thermodynamic Probability, Maxwell-

Boltzmann law, Fermi-Dirac distribution law - Bose-Einstein distribution law - comparison of three statistics.

S. No

Name of the

Paper

Name of

Teacher

Class and

Semester

Month


Date of Test/Assignment (Tentatively)Averag e marks of Tutorial assignments

Date of Test/Assignment (Tentatively) PPTs presentations based on applications of Nuclear And Particle Physics

Signatures

Lesson Plan for covering the Syllabus : VIth semester 2020-21 (Tentatively)

1- Statistical Mechanics

Dr. Meetu Luthra B.Sc (H) Physics, VIth Semester

January Statistics: Macrostates and Microstates, Phase Space,

Entropy and Thermodynamic Probability, Maxwell-

Boltzmann Distribution Law, Partition Function,

Thermodynamic Functions of an Ideal Gas, Classical Entropy

Expression, Gibbs Paradox, Sackur-Tetrode equation. Saha’s

Ionization Formula. Law of Equipartition of Energy (with

proof)

February Applications to Specific Heat of gas and solids and its

Limitations, Thermodynamic Functions of a Finite Level

System, Negative Temperature.Bose-Einstein Statistics: B-E

Distribution law, Thermodynamic functions of a strongly

degenerate Bose Gas, Bose Einstein condensation,

4 Mar 21 20 Apr 21

March Fermi-Dirac Statistics: Fermi-Dirac Distribution Law,

Thermodynamic functions of a Completely and strongly

degenerate Fermi Gas, Fermi Energy Electron gas in a

April Theory of Radiation: Properties of Thermal Radiation and

Radiation Pressure. Blackbody Radiation and its spectral

distribution. Kirchhoff law. Stefan-Boltzmann law and its Thermodynamic proof. Wien’s Displacement law. Wien’s

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month




Signatures


1- Nanomaterials and

applications


VIth Semester

January NANOSCALE SYSTEMS: Density

of states (3D, 2D,

1D,0D),Length scales in

physics, Nanostructures: 1D,

2D and 3D confined

nanostructures (thin films,

nanowires, nanorods,

nanodots), Schrodinger

equation- Infinite potential

well, potential step, potential

box,Band structure and

density of states of materials at

nanoscale (Quantitative for

3D, 2D, 1D, 0D), Size Effects in

nano systems, Applications of

quantum confinement of

carriers in 3D, 2D, 1D

nanostructures and its

consequences on electronic

and optical properties.

Numerical problems based on

above topics.

17 Mar 21 19 Apr 21

February SYNTHESIS OF

NANOSTRUCTURE MATERIALS

(Qualitative): Top down and

Bottom up approach,

Photolithography. Ball

milling. Spin coating, Vacuum

deposition: Physical vapor

deposition (PVD): Thermal

evaporation, Sputtering,

Pulsed Laser Deposition (PLD),

electric arc deposition for CNT,

C60, grapheme, Chemical

vapor deposition (CVD).

Preparation through colloidal

methods (Metals, Metal Oxide

nanoparticles), Molecular

Beam Epitaxy (MBE) growth of

quantum

dots.CHARACTERIZATION:

Structure and Surface

morphology: X-Ray Diffraction

(XRD). Scanning Electron

Microscopy (SEM).

Transmission Electron

Microscopy (TEM).Atomic

Force Microscopy

(AFM).Scanning Tunneling

Microscopy (STM).

Spectroscopy:Working

March OPTICAL PROPERTIES:Quasi-

particles and collective

excitations (Qualitative

idea).Quantitative treatment

of excitons, Radiative

processes: General

formalization-absorption,

emission and luminescence.

Optical properties of

nanoparticles as a function of

size, defects and impurities:

deep level and surface defects.

Numerical problems based on

above topics.ELECTRON

TRANSPORT: time and length

scales of electrons in solids,

Carrier transport in

nanostructures: diffusive and

ballistic transport, Charging

effect, Coulomb blockade

effect. Single electron transfer

devices (no derivation).

April Conductance quantization:

2DEG in GaAs and integer

quantum hall effect

(Quantitative), conductance

quantization in 1D structures

using split gate in 2DEG (no

derivation).Numerical

problems based on above

topics.APPLICATIONS

(Qualitative): Applications of

nanoparticles, quantum dots,

nanowires and thinfilms for

photonic devices (LED, solar

cells). CNT based transistors.

Nanomaterial Devices:

Quantum dots

heterostructurelasers, optical

switching and optical data

storage. Magnetic quantum

well; magnetic dots-magnetic

data storage.Micro

Electromechanical Systems

(MEMS),

NanoElectromechanical

Systems (NEMS).

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month



(Tentatively)




1- Classical Dynamics Dr. Herendra Kumar B.Sc (H) Physics,

VIth Semester

January Classical Mechanics of Point Particles:

Review of Newtonian Mechanics;

Application to the motion of a charge

particle in external electric and magnetic

fields- motion in uniform electric field,

magnetic field- gyroradius and gyro-

frequency, motion in crossed electric and

magnetic fields. Degrees of freedom of a

system, Generalized coordinates and

velocities. Hamilton's Principle, Lagrangian

and Lagrange's equations of motion of one-

dimensional simple harmonic oscillators,

falling body in uniform gravity. Cyclic

coordinates. Canonical momenta &

Hamiltonian. Hamilton's equations of

motion. Comparison of Newtonian,

Lagrangian and Hamiltonian mechanics.

17 Mar 21 19 Apr 21

February Applications of Hamiltonian mechanics:

Hamiltonian for a simple harmonic

oscillator, solution of Hamilton's equations

for simple harmonic oscillations (1-D),

particle in a Central Force Field –

conservation of angular momentum and

energy.Small Amplitude Oscillations:

Minima of potential energy and points of

stable equilibrium, small amplitude

oscillations about the minimum, normal

modes of longitudinal simple harmonic

oscillations (maximum 3 masses connected

by 4 springs). Kinetic energy (T) and

potential energy (V) in terms of normal co-

ordinates. T and V matrices: finding eigen-

frequencies and eigen-vectors using these

matrices.

March Special Theory of Relativity: Postulates of

Special Theory of Relativity. Lorentz

Transformations. Minkowski space. The

invariant interval, light cone and world

lines. Space-time diagrams: Time-dilation,

Length contraction, Simultaneity.

Four -vectors: space-like, time-like and light-

like. Four-displacement four velocity, four-

acceleration four-space. Four-momentum

and energy-momentum relation.

April Doppler effect from a 4-vector perspective.

Application to two-body decay of an

unstable particle. Metric tensor and

alternating tensors and their

properties.Fluid Dynamics: Density ρ and

pressure P in a fluid, an element of fluid and

its velocity, continuity equation and mass

conservation, stream-lined motion, laminar

flow, Poiseuille's

μν equation for flow of a liquid through a

pipe. Analogy between liquid flow and

current flow, rate of liquid flow through

capillaries in series and in parallel

combination. Navier Stoke's equation,

Reynolds number.

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month



(Tentatively)



Lesson Plan for covering the Syllabus : Vth semester 2020-21 (Tentatively)

1-

Quantum Mechanics and

Applications

Dr. Meetu Luthra B.Sc (H) Physics,

Vth Semester

August Unit-1 Time dependent

Schrodinger equation and

dynamical evolution of a

quantum state; Properties of

Wave Function.

Interpretation of Wave

Function: Probability and

probability current densities

in three dimensions;

Conditions for Physical

Acceptability of Wave

September Expectation values of

position and moment Wave

Function of a Free Particle.

Problems related to unit -1

Unit-2 Time independent

Schrodinger equation:

Hamiltonian, stationary

Quiz - 16.09.2020

September Unit 3

General discussion of bound

states in an arbitrary

potential: continuity of wave

function, boundary condition

and emergence of discrete

energy levels; application to

one- dimensional problem-

square well

Quiz-08.10.2020

october Radial wavefunctions from

Frobenius method; shapes

of the probability densities

for ground and first excited

states; Orbital angular

momentum quantum

numbers l and m; s, p, d

shells.Unit-5 Atoms in Electric and Magnetic Fields:

Assignment-10.11.2020

November Unit-6 Many electron atoms:

Pauli’s Exclusion Principle.

Symmetric and Anti-

symmetric Wave Functions.

Spin orbit coupling. Spectral

Notations for Atomic States.

Total angular momentum.

Spin-orbit coupling in atoms-

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month



(Tentatively)




1- DSE-Advanced

Mathematical Physics-I

Dr. Ramesh Kumar B.Sc (H) Physics,

Vth Semester

August Transformation of Co-

ordinates and fundamentals of

Tensors. Einstein’s Summation Convention. Relation between

Direction Cosines. Algebra of Tensors: Sum, Difference and

Product of Two Tensors. Contraction.

04-Oct-20 11-Nov-20

September Quotient Law of Tensors. Symmetric and Anti-

symmetric Tensors. Invariant Tensors: Kronecker and

Alternating Tensors. Association of Anti-symmetric

Tensor of Order Two and

Vectors.Vector Calculus using

Cartesian Tensors: Scalar and Vector Products of 2, 3, 4

vectors. Gradient, Divergence and Curl of Tensor Fields.

Tensor notation of Laplacian operator. Proof of Vector

Identities involving scalar and

vector products and vector identities involving Del

operator using Tensor notation. Isotropic Tensors

(Definition only). Tensorial

Character of Physical Quantities. Moment of Inertia

Tensor.

October Stress and Strain Tensors:

Symmetric Nature. Elasticity Tensor. Generalized Hooke’s

Law.Transformation of Co-

ordinates. Contravariant & Covariant Vectors.

Contravariant, Covariant and Mixed Tensors. Kronecker

Delta and Permutation

Tensors.

November Algebra of Tensors. Sum,

Difference & Product of Two

Tensors. Contraction. Quotient Law of Tensors.

Symmetric and Anti- symmetric Tensors. Metric

Tensor in cartesian,

cylindrical, spherical coordinates.

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month




Signatures


1- Solid State Physics Dr. Sandeep Kumar B.Sc (H) Physics,

Vth Semester

August

Crystal Structure: Solids: Amorphous and Crystalline Materials. Lattice Translation Vectors. Lattice with a

Basis. Types of Lattices. Unit Cell, Symmetry and Symmetry Elements. Miller Indices.

Reciprocal Lattice. Brillouin Zones. Diffraction of X-rays: single crystal and powder

method. Bragg’s Law, Laue Condition. Ewalds’ construction. Atomic and Geometrical Factor. Simple numerical problem on SC, BCC, FCC.

September Dynamics: Lattice Vibrations

and Phonons: Linear

Monoatomic and Diatomic

Chains. Acoustical and

Optical Phonons. Qualitative

Description of the Phonon

Spectrum in Solids. Dulong

and Petit’s Law, Einstein and

Debye theories of specific

heat of solids. T3law.

Electrons in Solids:

Electrons in metals-

Introduction to Drude Model,

Density of states (1- D, 2-D,

3-D) (basic idea),

Elementary band theory:

Kronig Penney model. Band

Gap, direct and indirect

bandgap. Effective mass,

mobility, Hall Effect (Metal

and Semiconductor).

Magnetic Properties of

Matter: Dia-, Para-, Ferri-

and Ferromagnetic

Materials. Classical

Langevin Theory of dia– and

Para- magnetism. Hunds’s

rule. Weiss’s Theory of Ferromagnetism and

07-Sep-20 11-Oct-20

October

Dielectric Properties of Materials: Polarization. Local Electric Field in solids. Depolarization Field. Electric Susceptibility. Polarizability. Clausius Mossotti Equation. Classical Theory of Electric

Polarizability. AC polarizability, Normal and Anomalous Dispersion. Complex

Dielectric Constant. Langevin-Debye equation. Introduction to basics of phase transitions: Landau theory for ferromagnetic materials (No derivation).

November Superconductivity: Experimental Results. Critical Temperature. Critical magnetic field. Meissner effect. Type I and type II Superconductors, London’s Equation and Penetration Depth. Isotope effect. Idea

of BCS theory (No derivation).

09-Nov-20

S. No

Name of the Paper

Name of Teacher

Class and Semester

Month



(Tentatively)




1- DSE-Advanced

Mathematical Physics-I


Vth Semester

August Linear Vector Spaces Abstract

Systems: Binary Operations

and Relations. Introduction to Groups and Fields. Vector

Spaces and Subspaces. Linear Independence and

Dependence of Vectors.

September Basis and Dimensions of a Vector Space. Change of basis.

Homomorphism and Isomorphism of Vector

Spaces.Linear

Transformations. Algebra of Linear Transformations. Non-

singular Transformations. Representation of Linear

Transformations by Matrices. Matrices, Addition and

Multiplication of Matrices:

Null Matrices. Diagonal, Scalar and Unit Matrices. Upper-

Triangular and Lower- Triangular Matrices. Transpose

of a

Matrix. Symmetric and Skew- Symmetric Matrices.

23/09/20

October Conjugate of a Matrix.

Hermitian and Skew-Hermitian Matrices.

Singular and Non-Singular matrices. Orthogonal and

Unitary

Matrices. Trace of a Matrix. Inner product of vectors. Eigen-

values and Eigenvectors: Finding Eigen – values and

Eigen vectors of a Matrix.Diagonalization of

Matrices. Properties of Eigen-

values and Eigen Vectors of Orthogonal, Hermitian and

Unitary Matrices. Cayley- Hamiliton Theorem(Statement

only).Finding inverse of a matrix using Cayley-Hamiltion

Theorem.

20/10/2020

November Solutions of ordinary

second order differential

equations and Coupled Linear Ordinary Differential

Equations of first order. Functions of a Matrix.

2.5.1.

Mechanism of internal assessment is transparent and robust in terms of

frequency and mode

(A)


S.No. Month Academic Activity

a.

1st Webinar ofWebinar Series-2020 on the

topic“Indian Polymer Industry- Opportunities,

Challenges & The Way Forward”on 10th October,

2020 (Saturday)

1.

October-2020

Invited Speaker: Shri Kuldeep Negi (DGM (Mktg-

GPTC), GAIL(India) Ltd.)

b.

2nd Webinar of Webinar Series-2020 on “Online

Teaching: Learning Resources & Challenges”on

17th October, 2020 (Saturday)

Invited Speaker: Prof. Kushal Sen, Department of

Textile & Fiber Engineering, IIT Delhi

c. 3rd Webinar of Webinar Series-2020 on

24th October, 2020 (Saturday)

d. Assignment submission by students between 17-20

Oct., 2020

2.

November-

2020

a. 4th Webinar of Webinar Series-2020on

02nd November, 2020 (Monday)

b. Assignment/Test of 3rd& 5th Semester students

between 5th – 10th November, 2020

c. Submission of Assignment and Test Marks before

25th Nov., 2020

d. One Day International Webinar /National

Conference/Symposium/Workshop on Smart

Materials on 25th November, 2020 under

“PEARLS” Departmental Society

Academic Calendar (2020-2021)

Department of Zoology, Bhaskaracharya College of Applied Sciences

Academic Activities

Activity planned Date/Period

Semester I (Batch 2020/First year students)

Classes begin* November 18, 2020

Theory Internal Assessment Tests (Phase I) December 21-30, 2020

Allotment of Assignment/Project topics Latest by December 31, 2020

Theory Internal Assessment Tests (Phase II) February 01-13, 2021

Submission of Assignment/Project reports Latest by February 21, 2021

Theory Internal Assessment marks compilation and submission Latest by February 24, 2021

Conduction of Mock practicals and compilation of Practical Continuous

Assessment marks

February 25, 2021 to

March 03, 2021

Practical Examination begins* March 06, 2021

Theory Examination begins* March 15, 2021

Semester Break* March 28-31, 2021

Semester II (Batch 2020/First year students)

Classes begin* April 01, 2021

Theory Internal Assessment Tests (Phase I) May 03-15, 2021

Allotment of Assignment/Project topics Latest by May 10, 2021

Theory Internal Assessment Tests (Phase II) June 07-19, 2021

Submission of Assignment/Project reports Latest by June 30, 2021

Theory Internal Assessment marks compilation and submission Latest by July 03, 2021


Assessment marks July 05-17, 2021

Practical Examination begins* July 21, 2021

Theory Examination begins* July 29, 2021

Semester Break* August 10-15, 2021

Semester III/V (Batch 2018 and 2019/Second and Third year students)

Classes begin* August 10, 2020

Theory Internal Assessment Tests (Phase I) September 14-26, 2020

Allotment of Assignment/Project topics Latest by September 30, 2020

Theory Internal Assessment Tests (Phase II) October 19-31, 2020

Submission of Assignment/Project reports Latest by November 13, 2020


Assessment marks November 17-25, 2020

Dr. A. K. Bali

Practical Examination begins* November 28, 2020

Theory Internal Assessment marks compilation and submission Latest by December 10, 2020

Theory Examination begins* December 12, 2020

Winter Break* December 29, 2020 to

January 01, 2020

Semester IV/VI (Batch 2018 and 2019/Second and Third year students)

Classes begin* January 02, 2021

Theory Internal Assessment Tests (Phase I) February 08-15, 2021

Allotment of Assignment/Project topics Latest by February 28, 2021

Theory Internal Assessment Tests (Phase II) March 08-20, 2021

Mid-Semester Break* March 24-30, 2021

Class begins after Mid-Semester Break* March 31, 2021

Submission of Assignment/Project reports Latest by April 10, 2021

Theory Internal Assessment marks compilation and submission Latest by April 13, 2021


Assessment marks April 14-24, 2021

Practical Examination begins* April 30, 2020

Theory Examination begins* May 15, 2020

Summer vacation* May 29, 2021 to July 19, 2021

* As per DU calendar

Note: The paper wise date of Theory Internal Assessment tests and date of submission of Assignment/Project will

be determined by the concerned teachers within the allotted time periods for these academic activities.

Extra/Co-curricular Activities

Activity planned Date/Period

Event 1: Election for selecting the student post holders of Eranko (the

Zoological society of BCAS) for academic session 2020-21 Latest by August 31, 2020

Event 2: Webinar entitled “Don't Hesitate : Vaccinate” November 10, 2020

Event 3: Departmental Orientation Programme November 17, 2020

Event 4: Webinar entitled “Managing Mental Health and Promoting

Mindfulness” November 17, 2020

Event 5: Eranko Annual Zoological Festival January 2021

Event 6: Talk/ Seminar/ Workshop/ Competitive activity February 15-20, 2021

Event 7: Talk/ Seminar/ Workshop/ Competitive activity April 01-10, 2021

Teacher-in-charge

Department of Zoology, BCAS

Internal Assessment Link- https://sites.google.com/a/bcas.du.ac.in/internal-assessment/home

Award Type

Exam Flag

TE_IA

CBCS

Date of Exam

Q.P. No.

Ref. No.: CDB/TE_IA/SEM009/RAJ/20

01 Dec 2020

NA

Paper Code

Paper Name

32513903

ROBOTICS

Sr. No. Course Code Paper Code Student Name College Rollno Rollno. Obt. Marks Max Marks

1 558 32513903 AKASH TIWARI 1903018 19009558003 19 25

2 558 32513903 AMIT LAMBA 1903019 19009558004 18 25

3 558 32513903 RITIK NAYAK 1903020 19009558005 22 25

4 558 32513903 CHIRAG BHARDWAJ 1903021 19009558006 24 25

5 558 32513903 GYAN PRAKASH 1903023 19009558007 20 25

6 558 32513903 AANSHU KUMAR 1903024 19009558008 23 25

7 558 32513903 MOHIT KUMAR 1903025 19009558009 23 25

8 558 32513903 CHAHAT KAPOOR 1903026 19009558010 20 25

9 558 32513903 TARUN SHARMA 1903028 19009558011 22 25

10 558 32513903 SIDDHARTH MENDIRATTA 1903031 19009558012 23 25

11 558 32513903 VIPIN YADAV 1903033 19009558013 19 25

12 558 32513903 MADHAV MAHESHWARI 1903037 19009558014 23 25

13 558 32513903 SUSHANT SINGH 1903038 19009558015 23 25

14 558 32513903 PRATEEK 1903043 19009558016 22 25

15 558 32513903 MANJEET 1903044 19009558017 22 25

16 558 32513903 YASHRAJ 1903047 19009558018 23 25

17 558 32513903 AMAN BHOGAL 1903048 19009558019 10 25

18 558 32513903 CHIRAG 1903050 19009558020 11 25

19 558 32513903 ANURAG 1903051 19009558021 20 25

20 558 32513903 SHRESTH PANDEY 1903052 19009558022 10 25

21 558 32513903 ABHISHEK SINGH 1903053 19009558023 22 25

22 558 32513903 DEEPAK KUMAR 1903054 19009558024 11 25

23 558 32513903 PRASHANT 1903055 19009558025 19 25

24 558 32513903 NEERAJ KUMAR 1903056 19009558026 22 25

25 558 32513903 PRASHANT KUMAR 1903058 19009558027 11 25

26 558 32513903 PRINCE KUMAR 1903059 19009558028 18 25

27 558 32513903 ABDUL RAHMAN 1903060 19009558029 18 25

28 558 32513903 RAHUL KUMAR 1903061 19009558030 23 25

29 558 32513903 CHANDRA SHEKHAR 1903062 19009558031 20 25

30 558 32513903 NEERAJ 1903063 19009558032 23 25

31 558 32513903 PRANAV KUMAR 1903065 19009558033 23 25

32 558 32513903 RAHUL GUPTA 1903066 19009558034 24 25

33 558 32513903 ADARSH KUMAR 1903068 19009558036 18 25

34 558 32513903 ROHIT KUMAR 1903070 19009558038 19 25

35 558 32513903 MUSTAFA ANSARI 1903071 19009558039 22 25

36 558 32513903 ANURAG GAROOD 1903072 19009558040 20 25

37 558 32513903 AKSHAY MALIK 1903073 19009558041 20 25

Name and Signature of Evaluators: Shani Kumar

The I.A. marks are displayed on the college website i.e. www.bcas.du.ac.in and representation

received from the students, if any, has been resolved.

University of Delhi

Exam Branch (Semester Examination Nov-Dec 2020)

http://www.bcas.du.ac.in/

Ref. No.: CDB/TE_IA/SEM009/SHE/91

Paper Code 32231402

Paper Name PHYSIOLOGY: LIFE SUSTAINING SYSTEMS

“The I.A marks have been shown

to students and representation

received from the students, if any,

have been resolved”

Name and Signature of Evaluators:

DR ANJALI SAXENA

DR ALIVIA ROY

Download in Excel Sheet

University of Delhi


1 569 32231402 ASHISH RAWAT 1911002 19009569001 21 25

2 569 32231402 PALLAVI GUPTA 1911004 19009569002 25 25

3 569 32231402 SHIVANI PARMAR 1911005 19009569003 24 25

4 569 32231402 MEGHA JOSHI 1911006 19009569004 21 25

5 569 32231402 HARSH BHADANA 1911007 19009569005 0 25

6 569 32231402 PREETI SHARMA 1911008 19009569006 24 25

7 569 32231402 NISHIKA CHHIKARA 1911009 19009569007 24 25

8 569 32231402 HEMANT PALIWAL 1911012 19009569008 0 25

9 569 32231402 DAIDIPYA SINGH 1911015 19009569009 23 25

10 569 32231402 PRACHI 1911016 19009569010 23 25

11 569 32231402 KUMARI KRITIKA 1911017 19009569011 20 25

12 569 32231402 POOJA BHARDWAJ 1911018 19009569012 25 25

13 569 32231402 NAVNEETA THAKUR 1911021 19009569013 24 25

14 569 32231402 JYOTI 1911022 19009569014 20 25

15 569 32231402 KULDEEP NAYAK 1911024 19009569015 4 25

16 569 32231402 DEEPAKSHI CHANDRA 1911025 19009569016 0 25

17 569 32231402 DEEPAK PRATAP 1911027 19009569017 15 25

18 569 32231402 ABHISHEK SINGH 1911028 19009569018 21 25

19 569 32231402 SRISHTI KAINTH 1911030 19009569019 18 25

20 569 32231402 LOKESH KUMAR 1911031 19009569020 17 25

21 569 32231402 AASHIKA MANDAL 1911032 19009569021 23 25

22 569 32231402 HEMRUDRA SINGH 1911033 19009569022 21 25

23 569 32231402 SHREYA SHAKYA 1911035 19009569024 22 25

Award Type TE_IA Date of Exam 18 May 2021

Exam Flag CBCS Q.P. No. NA


Award Type TE_IA Date of Exam 18 May 2021

Exam Flag CBCS Q.P. No. NA

Paper Code 32587903

Paper Name HUMAN GENETICS


1 554 32587903 ROHAN VASHISTH 1701053 17009554039 17 25

2 554 32587903 SURUCHI 1801001 18009554001 17 25

3 554 32587903 MANISHA 1801004 18009554002 19 25

4 554 32587903 ASHUTOSH OJHA 1801005 18009554003 22 25

5 554 32587903 CHHANDASRI MISHRA 1801007 18009554004 22 25

6 554 32587903 AKSHITA 1801008 18009554005 23 25

7 554 32587903 PRIYA 1801009 18009554006 19 25

8 554 32587903 SHIVANGI DASH 1801013 18009554008 18 25

9 554 32587903 SHRUTASWINI BORKAKOTY 1801015 18009554009 22 25

10 554 32587903 ANNSH BHANDARI 1801017 18009554010 13 25

11 554 32587903 HIMANSHU BISHT 1801019 18009554011 22 25

12 554 32587903 ADRIJA SARKAR 1801021 18009554012 22 25

13 554 32587903 SHIKHA PATIL 1801024 18009554013 16 25

14 554 32587903 ANISH CHHILLAR 1801028 18009554014 24 25

15 554 32587903 YASHIKA MEHTA VAID 1801029 18009554015 22 25

16 554 32587903 SHWETA 1801031 18009554016 16 25

17 554 32587903 SHIKHA JAISWAL 1801033 18009554017 15 25

18 554 32587903 PRIYANKA MEENA 1801035 18009554018 25 25

19 554 32587903 SHRAVANTHI LOGISHETTI 1801038 18009554019 14 25

20 554 32587903 SAURAV KUMAR 1801039 18009554020 15 25

21 554 32587903 PRINCE SHARMA 1801040 18009554021 16 25

22 554 32587903 NAVNEET SINGH 1801041 18009554022 23 25

23 554 32587903 AARTI MURALITHARAN 1801043 18009554023 16 25

24 554 32587903 RIYA SACHDEVA 1801045 18009554025 17 25

25 554 32587903 ABHISHEK YADAV 1801046 18009554026 13 25

26 554 32587903 MADEEHA NOOR 1801047 18009554027 19 25

27 554 32587903 SURENDRA KUMAR YADAV 1801048 18009554028 17 25

28 554 32587903 ANURAG 1801049 18009554029 15 25

29 554 32587903 PRACHI 1801050 18009554030 16 25

30 554 32587903 DEVANSH SHARMA 1801051 18009554031 24 25

31 554 32587903 DEBARPITA DAS 1801052 18009554032 23 25

32 554 32587903 KALPANA SINGH 1801053 18009554033 13 25

33 554 32587903 HEMANT MISHRA 1801054 18009554034 11 25

34 554 32587903 ASHWANI KUMAR 1801057 18009554036 13 25

35 554 32587903 ABHISHEK AMROHI 1801058 18009554037 13 25

36 554 32587903 SUGANDH SAXENA 1801059 18009554038 14 25

37 554 32587903 SAMRIDHYA KAR 1801060 18009554039 23 25

38 554 32587903 SAMARTH KUMAR 1801062 18009554040 25 25

39 554 32587903 MO DANISH 1801063 18009554041 15 25

40 554 32587903 TARUN 1801064 18009554042 11 25

41 554 32587903 VAISHNAVI PANT 1801065 18009554043 16 25

42 554 32587903 ESHIKA BINDAL 1801067 18009554044 16 25

43 554 32587903 TARUN 1801068 18009554045 11 25

44 554 32587903 ADITYA KAUSHIK 1801069 18009554046 10 25

45 554 32587903 RAMDEV RAGHAV 1801070 18009554047 10 25

46 554 32587903 JANVI SHETH 1801071 18009554048 12 25

47 554 32587903 BHARTI GHILDIYAL 1801072 18009554049 15 25

48 554 32587903 RIMJHIM KUMARI 1801074 18009554051 14 25


The internal assessment marks have been

shown to the students and representations

received from the students, if any, have been

resolved.


Dr. Uma Dhawan

UniversityofDelhi ExamBranch(SemesterExaminationMay-June2021)

Ref.No.:CDB/TE_IA/SEM009/SHE/49

AwardType TE_IA Date ofExam 18May 2021

ExamFlag CBCS Q.P. No. NA

Paper Code 32205923

Paper Name SENSORY EVALUATION OF FOOD

Sr. No. CourseCode PaperCode StudentName CollegeRollno Rollno. Obt. Marks Max Marks

1 554 32205923 MEENAKSHIKUMARI 1901022 19009554014 20 25

2 554 32205923 RAMESHMUNDA 1901036 19009554019 18 25

3 554 32205923 ASHISHKUMARSUHAG 1901044 19009554025 15 25

4 556 32205923 RUCHIR 1909005 19009556003 21 25

5 556 32205923 SHIVASHISHRATURI 1909012 19009556007 20 25

6 556 32205923 ARYAN RAJ 1909029 19009556021 18 25

7 557 32205923 SUMANMALIK 1910037 19009557017 16 25

8 557 32205923 YASHIKA 1910042 19009557020 20 25

9 558 32205923 DEEPAKKUMAR 1903054 19009558024 14 25

10 562 32205923 ANAMIPRASAD 1905031 19009562018 15 25

11 562 32205923 MAYANK 1905065 19009562045 14 25

12 564 32205923 NANCY 1906003 19009564003 22 25

13 564 32205923 DHRUVSAKKARWAL 1906026 19009564012 21 25

14 564 32205923 ANUSHKASHARMA 1906040 19009564019 23 25

15 564 32205923 VARSHAKUTHAR 1906041 19009564020 21 25

16 564 32205923 VATSALAKAUL 1906042 19009564021 22 25

17 564 32205923 RIMMI 1906045 19009564024 22 25

18 564 32205923 DEEPANSHIKARWALL 1906049 19009564027 23 25

19 564 32205923 DEVENDERSINGH 1906054 19009564032 19 25

20 564 32205923 PRANAVCHAWLA 1906055 19009564033 23 25

21 566 32205923 SUSHILSIHAG 1908002 19009566002 16 25

22 566 32205923 MANIYADAV 1908005 19009566003 16 25

23 566 32205923 UJALA 1908039 19009566028 17 25

24 566 32205923 SHIVA 1908060 19009566045 15 25

25 569 32205923 PREETISHARMA 1911008 19009569006 21 25

26 569 32205923 JYOTI 1911022 19009569014 20 25

27 569 32205923 DEEPAKSHICHANDRA 1911025 19009569016 15 25

28 569 32205923 DEEPAKPRATAP 1911027 19009569017 15 25

29 569 32205923 SRISHTI KAINTH 1911030 19009569019 22 25

30 569 32205923 SHREYASHAKYA 1911035 19009569024 19 25

31 570 32205923 LAVKUMARGUPTA 1902051 19009570031 15 25

32 570 32205923 MOHIT 1902073 19009570052 14 25

The I.A. marks have been shownto the students

andrepresentationreceived from the students, if any, have been

resolved".


Dr. C. Lalmuanpuia

University of Delhi Exam Branch (Semester Examination May-June 2021)


Award Type TE_IA Date of Exam 18 May 2021 Exam Flag CBCS Q.P. No. NA

Paper Code 32201407

Paper Name TECHNOLOGY OF CEREALS, PULSES AND OILSEEDS

Sr. No. C

Student Name College Rollno

Rollno.

Max

1 559 3220140

7

NIKHIL MISHRA 1904001 1900955900

1

25 25

2 559 3220140

7

GOPIKA GOPAN 1904004 1900955900

3

25 25

3 559 3220140

7

VIVEK KUMAR SINGH 1904005 1900955900

4

25 25

4 559 3220140

7

KRISHNA R KURUP 1904007 1900955900

5

24 25

5 559 3220140

7

SHAGUN MISHRA 1904008 1900955900

6

18 25

6 559 3220140

7

YESWANTH A R 1904009 1900955900

7

20 25

7 559 3220140

7

KAJAL GUPTA 1904012 1900955900

8

24 25

8 559 3220140

7

LAKSHAY GOYAL 1904014 1900955900

9

24 25

9 559 3220140

7

DIVYANSHU GUPTA 1904015 1900955901

0

24 25

10 559 3220140

7

ASIF AHMED 1904016 1900955901

1

24 25

11 559 3220140

7

SAAMIR AKHTAR 1904017 1900955901

2

25 25

12 559 3220140

7

RAGHAV KUMAR 1904018 1900955901

3

24 25

13 559 3220140

7

KARTIK SONI 1904019 1900955901

4

24 25

14 559 3220140

7

IMLAS RAHIMAN OP 1904020 1900955901

5

16 25

15 559 3220140

7

FENIL HYDER C K 1904021 1900955901

6

19 25

16 559 3220140

7

PARUL BHUSHAN 1904022 1900955901

7

23 25

17 559 3220140

7

SHIVAM 1904023 1900955901

8

24 25

18 559 3220140

7

PIYUSH MISHRA 1904028 1900955902

0

25 25

19 559 3220140

7

ISHA VISHRANT 1904029 1900955902

1

24 25

20 559 3220140

7

PRAYAG C P 1904031 1900955902

3

19 25

21 559 3220140

7

DEEPALI 1904036 1900955902

5

17 25

22 559 3220140

7

ASHWANI KUMAR 1904037 1900955902

6

15 25

23 559 3220140

7

VINAY KUMAR 1904039 1900955902

7

16 25

24 559 3220140

7

WASIB 1904040 1900955902

8

11 25

25 559 3220140

7

MOHAMED SHAN K 1904041 1900955902

9

10 25

26 559 3220140

7

TEHRIR HASMULLAH ANSARI

1904043 1900955903

1

24 25

27 559 3220140

7

AKSHAT KAUSHIK 1904044 1900955903

2

24 25

28 559 3220140

7

ROZY 1904045 1900955903

3

24 25

29 559 3220140

7

DIKSHA BANSAL 1904046 1900955903

4

25 25

30 559 3220140

7

AMAN YADAV 1904047 1900955903

5

23 25

31 559 3220140

7

HRITIK BHARDWAJ 1904048 1900955903

6

25 25

32 559 3220140

7

SANKALP PREMI 1904049 1900955903

7

24 25

33 559 3220140

7

SHIV SAGAR MAHATO 1904050 1900955903

8

23 25

34 559 3220140

7

LOKESH SINGH 1904052 1900955904

0

16 25

35 559 3220140

7

AMAN KUMAR 1904053 1900955904

1

12 25

36 559 3220140

7

TSERING DOLKAR 1904054 1900955904

2

22 25

37 559 3220140

7

ASHWANI RAJ KHARWAR 1904056 1900955904

3

16 25

38 559 3220140

7

ASHUTOSH RAJ 1904057 1900955904

4

20 25

39 559 3220140

7

RIYA CHANDRA 1904058 1900955904

5

18 25

40 559 3220140

7

ASHIQ ASKAR KV 1904059 1900955904

6

10 25

41 559 3220140

7

RAHUL KUMAR 1904060 1900955904

7

16 25

42 559 3220140

7

H ALDO RALPH 1904062 1900955904

9

10 25

43 559 3220140

7

SACHIN KUMAR 1904063 1900955905

0

22 25

44 559 3220140

7

ANJALI TERESA MINZ 1904064 1900955905

1

21 25

45 559 3220140

7

DESHRAJ 1904065 1900955905

2

20 25

The I.A. marks have been shown to the students and representation received from the students, if any, have been resolved.

Name and Signature of Evaluators: Dr. Vandita Gupta


University of Delhi Exam Branch (Semester Examination May-June 2021)


Award Type

Exam Flag

TE_IA

CBCS

Date of Exam

Q.P. No.

18 May 2021

NA

Paper Code 32201411

Paper Name TECHNOLOGY OF MEAT, POULTRY AND EGG Sr. No. Course Code Paper Code Student Name College Rollno Rollno. Obt. Marks Max Marks

1 559 32201411 NIKHIL MISHRA 1904001 19009559001 24 25

2 559 32201411 GOPIKA GOPAN 1904004 19009559003 22 25

3 559 32201411 VIVEK KUMAR SINGH 1904005 19009559004 24 25

4 559 32201411 KRISHNA R KURUP 1904007 19009559005 24 25

5 559 32201411 SHAGUN MISHRA 1904008 19009559006 24 25

6 559 32201411 YESWANTH A R 1904009 19009559007 24 25

7 559 32201411 KAJAL GUPTA 1904012 19009559008 24 25

8 559 32201411 LAKSHAY GOYAL 1904014 19009559009 24 25

9 559 32201411 DIVYANSHU GUPTA 1904015 19009559010 24 25

10 559 32201411 ASIF AHMED 1904016 19009559011 24 25

11 559 32201411 SAAMIR AKHTAR 1904017 19009559012 24 25

12 559 32201411 RAGHAV KUMAR 1904018 19009559013 24 25

13 559 32201411 KARTIK SONI 1904019 19009559014 24 25

14 559 32201411 IMLAS RAHIMAN OP 1904020 19009559015 18 25

15 559 32201411 FENIL HYDER C K 1904021 19009559016 19 25

16 559 32201411 PARUL BHUSHAN 1904022 19009559017 22 25

17 559 32201411 SHIVAM 1904023 19009559018 24 25

18 559 32201411 PIYUSH MISHRA 1904028 19009559020 24 25

19 559 32201411 ISHA VISHRANT 1904029 19009559021 24 25

20 559 32201411 PRAYAG C P 1904031 19009559023 22 25

21 559 32201411 DEEPALI 1904036 19009559025 23 25

22 559 32201411 ASHWANI KUMAR 1904037 19009559026 20 25

23 559 32201411 VINAY KUMAR 1904039 19009559027 20 25

24 559 32201411 WASIB 1904040 19009559028 19 25

25 559 32201411 MOHAMED SHAN K 1904041 19009559029 15 25

26 559 32201411 TEHRIR HASMULLAH ANSARI 1904043 19009559031 24 25

27 559 32201411 AKSHAT KAUSHIK 1904044 19009559032 24 25

28 559 32201411 ROZY 1904045 19009559033 24 25

29 559 32201411 DIKSHA BANSAL 1904046 19009559034 24 25

30 559 32201411 AMAN YADAV 1904047 19009559035 24 25

31 559 32201411 HRITIK BHARDWAJ 1904048 19009559036 23 25

32 559 32201411 SANKALP PREMI 1904049 19009559037 24 25

33 559 32201411 SHIV SAGAR MAHATO 1904050 19009559038 24 25

34 559 32201411 LOKESH SINGH 1904052 19009559040 18 25

35 559 32201411 AMAN KUMAR 1904053 19009559041 0 25

36 559 32201411 TSERING DOLKAR 1904054 19009559042 24 25

37 559 32201411 ASHWANI RAJ KHARWAR 1904056 19009559043 19 25

38 559 32201411 ASHUTOSH RAJ 1904057 19009559044 23 25

39 559 32201411 RIYA CHANDRA 1904058 19009559045 24 25

40 559 32201411 ASHIQ ASKAR KV 1904059 19009559046 19 25

41 559 32201411 RAHUL KUMAR 1904060 19009559047 19 25

42 559 32201411 H ALDO RALPH 1904062 19009559049 15 25

43 559 32201411 SACHIN KUMAR 1904063 19009559050 23 25

44 559 32201411 ANJALI TERESA MINZ 1904064 19009559051 24 25

45 559 32201411 DESHRAJ 1904065 19009559052 21 25

The Internal assessment marks have been shown to the students and representation received from the students,if any,have been

resolved. Name and Signature of Evaluators:Dr Rizwana

Documents

2.5. Evaluation Process and Reforms - Bhaskaracharya