1st Sem VTU Syllabus For Computer Science

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Sub Code : 10MAT11 IA Marks : 25
Hrs/ Week : 04 Exam Hours : 03
Total Hrs. : 52 Exam Marks : 100
UNIT – 1
Differential Calculus – 1
Determination of nth derivative of standard functions-illustrative examples*.
Leibnitz’s theorem (without proof) and problems.
Rolle’s Theorem – Geometrical interpretation. Lagrange’s and Cauchy’s
mean value theorems. Taylor’s and Maclaurin’s series expansions of function
of one variable (without proof).
6 Hours
UNIT – 2
Differential Calculus – 2
Indeterminate forms – L’Hospital’s rule (without proof), Polar curves: Angle
between polar curves, Pedal equation for polar curves. Derivative of arc
length – concept and formulae without proof. Radius of curvature – Cartesian,
parametric, polar and pedal forms.
7 Hours
UNIT – 3
Differential Calculus – 3
Partial differentiation: Partial derivatives, total derivative and chain rule,
Jacobians-direct evaluation.
Taylor’s expansion of a function of two variables-illustrative examples*.
Maxima and Minima for function of two variables. Applications – Errors and
6 Hours
UNIT – 4
Vector Calculus
Scalar and vector point functions – Gradient, Divergence, Curl, Laplacian,
Solenoidal and Irrotational vectors.
Vector Identities: div (øA), Curl (øA) Curl (grad ø ) div (CurlA) div (A x B )
& Curl (Curl A) .
Orthogonal Curvilinear Coordinates – Definition, unit vectors, scale factors,
orthogonality of Cylindrical and Spherical Systems. Expression for Gradient,
Divergence, Curl, Laplacian in an orthogonal system and also in Cartesian,
Cylindrical and Spherical System as particular cases – No problems
7 Hours

Integral Calculus
Differentiation under the integral sign – simple problems with constant
limits. Reduction formulae for the integrals of
sinn x, cosn x, s i n m x c o s n x and evaluation of these integrals with
standard limits – Problems.
Tracing of curves in Cartesian, Parametric and polar forms – illustrative
examples*. Applications – Area, Perimeter, surface area and volume.
Computation of these in respect of the curves – (i) Astroid:
2 2 2
x 3+y 3 =a 3
(ii) Cycloid: x =a (q -sinq ), y =a (1 – cosq ) and (iii) Cardioid:
r =a (1+ cosq )
6 Hours
Differential Equations
Solution of first order and first degree equations: Recapitulation of the
method of separation of variables with illustrative examples*. Homogeneous,
Exact, Linear equations and reducible to these forms. Applications –
orthogonal trajectories.
7 Hours
Linear Algebra-1
Recapitulation of Matrix theory. Elementary transformations, Reduction of
the given matrix to echelon and normal forms, Rank of a matrix, consistency
of a system of linear equations and solution. Solution of a system of linear
homogeneous equations (trivial and non-trivial solutions). Solution of a
system of non-homogeneous equations by Gauss elimination and Gauss –
Jordan methods.
6 Hours
Linear Algebra -2
Linear transformations, Eigen values and eigen vectors of a square matrix,
Similarity of matrices, Reduction to diagonal form, Quadratic forms,
Reduction of quadratic form into canonical form, Nature of quadratic forms
7 Hours
Note: * In the case of illustrative examples, questions are not to be set.
Text Books:
1. B.S. Grewal, Higher Engineering Mathematics, Latest edition,
Khanna Publishers
2. Erwin Kreyszig, Advanced Engineering Mathematics, Latest
edition, Wiley Publications.
Reference Books:
1. B.V. Ramana, Higher Engineering Mathematics, Latest edition, Tata
Mc. Graw Hill Publications.
2. Peter V. O’Neil, Engineering Mathematics, CENGAGE Learning
India Pvt Ltd.Publishers

Sub Code : 10PHY12/10PHY22 IA Marks : 25
Hrs/ Week : 04 Exam Hours : 03
Total Hrs. : 52 Exam Marks : 100
Modern Physics
Introduction to Blackbody radiation spectrum, Photo-electric effect, Compton
effect. Wave particle Dualism. de Broglie hypothesis – de Broglie
wavelength, extension to electron particle. – Davisson and Germer
Matter waves and their Characteristic properties. Phase velocity, group
velocity and Particle velocity. Relation between phase velocity and group
velocity. Relation between group velocity and particle velocity. Expression
for deBroglie wavelength using group velocity.
7 Hours
Quantum Mechanics
Heisenberg’s uncertainity principle and its physical significance. Application
of uncertainity principle (Non-existence of electron in the nucleus,
Explanation for β-decay and kinetic energy of electron in an atom). Wave
function. Properties and Physical significance of a wave function. Probability
density and Normalisation of wave function. Setting up of a one dimensional,
time independent Schrödinger wave equation. Eigen values and Eigen
functions. Application of Schrödinger wave equation – Energy Eigen values
for a free particle. Energy Eigen values of a particle in a potential well of
infinite depth.
6 Hours
Electrical Conductivity in Metals
Free-electron concept. Classical free-electron theory – Assumptions. Drift
velocity. Mean collision time and mean free path. Relaxation time.
Expression for drift velocity. Expression for electrical conductivity in metals.
Effect of impurity and temperature on electrical resistivity of metals. Failures
of classical free-electron theory.
Quantum free-electron theory – Assumptions. Fermi – Dirac Statistics.Fermienergy
– Fermi factor. Density of states (No derivation). Expression for
electrical resistivity / conductivity. Temperature dependence of resistivity of
metals. Merits of Quantum free – electron theory.
7 Hours
Dielectric & Magnetic Properties of Materials
Dielectric constant and polarisation of dielectric materials. Types of
polarisation. Equation for internal field in liquids and solids (one
dimensional). Classius – Mussoti equation. Ferro and Piezo – electricity
(qualitative). Frequency dependence of dielectric constant. Important
applications of dielectric materials. Classification of dia, para and ferromagnetic
materials. Hysterisis in ferromagnetic materials. Soft and Hard
magnetic materials. Applications.
7 Hours
UNIT – 5
Principle and production. Einstein’s coefficients (expression for energy
density). Requisites of a Laser system. Condition for Laser action.
Principle, Construction and working of He-Ne and semiconductor Laser.
Applications of Laser – Laser welding, cutting and drilling. Measurement of
atmospheric pollutants. Holography – Principle of Recording and
reconstruction of 3-D images. Selected applications of holography.
6 Hours
Optical Fibers & Superconductivity
Propagation mechanism in optical fibers. Angle of acceptance. Numerical
aperture. Types of optical fibers and modes of propagation. Attenuation.
Applications – block diagram discussion of point to point communication.
Temperature dependence of resistivity in superconducting materials. Effect
of magnetic field (Meissner effect). Type I and Type II superconductors –
Temperature dependence of critical field. BCS theory (qualitative). High
temperature superconductors. Applications of superconductors–
Superconducting magnets, Maglev vehicles and squids
7 Hours
Crystal Structure
Space lattice, Bravais lattice – unit cell, primitive cell. Lattice parameters.
Crystal systems. Direction and planes in a crystal. Miller indices. Expression
for inter-planar spacing. Co-ordination number. Atomic packing factor.
Bragg’s Law. Determination of crystal structure by Bragg’s x-ray
spectrometer. Crystal structures of NaCl, and diamond.
6 Hours
1 0
Material Science
Introduction to Nanoscience and Nanotechnology. Nanomaterials: Shapes of
nanomaterials, Methods of preparation of nanomaterials, Wonders of
nanotechnology: Discovery of Fullerene and carbon nanotubes, Applications.
Ultrasonic non-destructive testing of materials. Measurements of velocity in
solids and liquids, Elastic constants.
6 Hours



Sub Code : 10CIV13/10CIV23 IA Marks : 25
Hrs/ Week : 04 Exam Hours : 03
Total Hrs. : 52 Exam Marks : 100
1. Introduction to Civil Engineering, Scope of different fields of Civil
Engineering – Surveying, Building Materials, Construction Technology,
Geotechnical Engineering, Structural Engineering, Hydraulics, Water
Resources and Irrigation Engineering, Transportation Engineering,
Environmental Engineering.
Infrastructure: Types of infrastructure, Role of Civil Engineer in the
Infrastructural Development, Effect of the infrastructural facilities on
socio-economic development of a country.
4 Hours
2. Roads: Type of roads, Components and their functions.
2 Hours
3. Bridges and Dams: Different types with simple sketches.
1 Hour
4. Introduction to Engineering mechanics: Basic idealisations – Particle,
Continuum and Rigid body; Force and its characteristics, types of forces,
Classification of force systems; Principle of physical independence of
forces, Principle of superposition of forces, Principle of transmissibility of
forces; Newton’s laws of motion, Introduction to SI units, Moment of a
force, couple, moment of a couple, characteristics of couple, Equivalent
force – couple system; Resolution of forces, composition of forces;
Numerical problems on moment of forces and couples, on equivalent
force – couple system.
7 Hours
5. Composition of forces – Definition of Resultant; Composition of coplanar –
concurrent force system, Principle of resolved parts; Numerical problems
on composition of coplanar concurrent force systems.
3 Hours
1 5
6. Composition of coplanar – non-concurrent force system, Varignon’s
principle of moments; Numerical problems on composition of coplanar
non-concurrent force systems.
5 Hours
7. Centroid of plane figures; Locating the centroid of triangle, semicircle,
quadrant of a circle and sector of a circle using method of integration,
Centroid of simple built up sections; Numerical problems.
6 Hours
8. Equilibrium of forces – Definition of Equilibrant; Conditions of static
equilibrium for different force systems, Lami’s theorem; Numerical
problems on equilibrium of coplanar – concurrent and non concurrent
force systems. 6 Hours
9. Types of supports, statically determinate beams, Numerical problems on
support reactions for statically determinate beams and analysis of simple
trusses (Method of joints and method of sections).
6 Hours
10. Friction – Types of friction, Laws of static friction, Limiting friction,
Angle of friction, angle of repose; Impending motion on horizontal and
inclined planes; Wedge friction; Ladder friction; Numerical problems.
6 Hours
11.Moment of inertia of an area, polar moment of inertia, Radius of gyration,
Perpendicular axis theorem and Parallel axis theorem; Moment of Inertia
of rectangular, circular and triangular areas from method of integration;
Moment of inertia of composite areas; Numerical problems.
6 Hours
Text Books:
1. Engineering Mechanics by S.Timoshenko,D.H.Young, and J.V.Rao
TATA McGraw-Hill Book Company, New Delhi
2. Elements of Civil Engineering (IV Edition) by S.S. Bhavikatti, New
Age International Publisher, New Delhi, 3rd edition 2009.
3. Elements of Civil Engineering and Engineering Mechanics by
M.N.Sheshaprakash amd G.B.Mogaveer PHI Learning (2009)
1 6
Reference Books:
1. Engineering Mechanics B.Bhattacharryya, Oxford University Press
2. Engineering Mechanics by K.L. Kumar, Tata McGraw-Hill
Publishing Company, New Delhi.
3. Engineering Mechanics by MVS Rao and D.R.Durgaiah. University
Press (2005)
4. Engineering Mechanics by Nelson, Tata McGraw Hill Edn. India
Pvt Ltd.
5. Foundamentals of Engineering Mechanics Ali Hassan and Khan ,
Acme Learning Pvt Ltd.

Sub Code : 10EME14 / 10EME24 IA Marks : 25
Hrs/ Week : 04 Exam Hours : 03
Total Hrs. : 52 Exam Marks : 100
Energy and Steam
Forms, Sources and Classification of energy. Utilization of energy with
simple block diagrams. Steam formation. Types of steam. Steam properties –
Specific Volume, Enthalpy and Internal energy. (simple numerical problems)
Steam boilers – classification, Lancashire boiler, Babcock and Wilcox boiler,
Boiler mountings, Accessories, their locations and applications. (No sketches
for mountings and accessories)
7 Hours
Steam turbines – Classification, Principle of operation of Impulse and
reaction. Delaval’s turbine, Parson’s turbine. Compounding of Impulse
Gas turbines – Classification, Working principles and Operations of Open
cycle and Closed cycle gas turbines.
Water turbines –Classification, Principles and operations of Pelton wheel,
Francis turbine and Kaplan turbine
7 Hours
Internal Combustion Engines
Classification, I.C. Engines parts, 2/4 – Stroke Petrol and 4-stroke diesel
engines. P-V diagrams of Otto and Diesel cycles. Simple problems on
indicated power, Brake power, Indicated thermal efficiency, Brake thermal
efficiency, Mechanical efficiency and specific fuel consumption.
6 Hours
Refrigeration and Air conditioning
Refrigerants, Properties of refrigerants, List of commonly used refrigerants.
Refrigeration – Definitions – Refrigerating effect, Ton of Refrigeration, Ice
making capacity, COP, Relative COP, Unit of Refrigeration. Principle and
working of vapor compression refrigeration and vapor absorption
refrigeration. Principles and applications of air conditioners, Room air
6 Hours
2 1
Lathe and Drilling Machines
Lathe – Principle of working of a centre lathe. Parts of a lathe. Operations
on lathe – Turning, Facing, Knurling, Thread Cutting, Drilling, Taper turning
by Tailstock offset method and Compound slide swiveling method,
Specification of Lathe.
Drilling Machine – Principle of working and classification of drilling
machines. bench drilling Machine, Radial drilling machine. Operations on
drilling machine -Drilling, Boring, Reaming, Tapping, Counter sinking,
Counter boring and Spot facing. Specification of radial drilling machine.
7 Hours
Milling and Grinding Machines
Milling Machine – Principle of milling, Types of milling machines.
Principle & working of horizontal and vertical milling machines. Milling
Processes – Plane milling, End milling, Slot milling, Angular milling, Form
milling, Straddle milling and Gang milling. Specification of universal milling
Grinding Machine – Principle and classification of Grinding Machines.
Abrasives- Definition, Types and applications. Bonding materials. Type of
Grinding machines, Principle and working of surface grinding, Cylindrical
grinding and Centerless grinding.
7 Hours
Joining Processes, Lubrication and Bearings
Soldering, Brazing and Welding
Definitions. Classification and method of Soldering, Brazing and welding
and differences. Brief description of arc welding and Oxy-Acetylene welding
Lubrication and Bearings
Lubricants-Classification and properties. Screwcap, Tell-Tale, Drop feed,
Wick feed and Needle lubricators. Ring, Splash and Full pressure
lubrication. Classification of bearings, Bushed bearing, Pedestal bearing,
Pivot bearing, Collar bearings and Antifriction bearings.
6 Hours
2 2
Power Transmission
Belt Drives – Classification and applications, Derivations on length of belt.
Definitions – Velocity ratio, Creep and slip, Idler pulley, stepped pulley and
fast & loose pulley.
Gears – Definitions, Terminology, Types and uses. Gear drives and
Gear Trains – Definitions and classifications, Simple problems.
6 Hours
Text Books:
1. A Text Book of Elements of Mechanical Engineering – S. Trymbaka
Murthy, 3rd revised edition 2006, I .K. International Publishing House
Pvt. Ltd., New Delhi.
Reference Books:
1. A Text Book of Elements of Mechanical Engineering – K.R.
Gopalkrishna, Subhash Publishers, Bangalore.
2. The Elements of Workshop Technology – Vol I & II , SKH Chowdhary,
AKH Chowdhary , Nirjhar Roy, 11th edition 2001, Media Promotors and
Publishers, Mumbai.
3. Elements of Mechanical Engineering –Dr.A.S.Ravindra, Best
Publications, 7th edition 2009.

Sub Code : 10ELE15/ 10ELE25 IA Marks : 25
Hrs/ Week : 04 Exam Hours : 03
Total Hrs. : 52 Exam Marks : 100
1–a) D. C. Circuits: Ohm’s Law and Kirchhoff’s Laws, analysis of series,
parallel and series- parallel circuits excited by independent voltage sources.
Power and Energy. Illustrative examples.
I–b) Electromagnetism: Faradays Laws, Lenz’s Law, Fleming’s Rules,
Statically and dynamically induced emf’s. Concept of self inductance, mutual
inductance and coefficient of coupling. Energy stored in magnetic field.
Illustrative examples.
2.Single-phase A.C. Circuits: Generation of sinusoidal voltage, definition
of average value, root mean square value, form factor and peak factor of
sinusoidally varying voltage and current, phasor representation of alternating
quantities. Analysis, with phasor diagrams, of R, L, C, R-L, R-C and R-L-C
circuits, real power, reactive power, apparent power and power factor.
Illustrative examples involving series, parallel and series- parallel circuits.
7 Hours
3 Three Phase Circuits: Necessity and advantages of three phase systems,
generation of three phase power, definition of Phase sequence, balanced
supply and balanced load. Relationship between line and phase values of
balanced star and delta connections. Power in balanced three-phase circuits,
measurement of power by two-wattmeter method. Illustrative examples.
6 Hours
4–a) Measuring Instruments: Construction and Principle of operation of
dynamometer type wattmeter and single-phase induction type energy meter
(problems excluded).
3 Hours
2 7
4–b) Domestic Wiring: Service mains, meter board and distribution board.
Brief discussion on Cleat, Casing & Capping and conduit (concealed) wiring.
Two-way and three-way control of a lamp. Elementary discussion on fuse
and Miniature Circuit Breaker (MCB’s). Electric shock, precautions against
shock –Earthing: Pipe and Plate.
3 Hours
5.DC Machines: Working principle of DC machine as a generator and a
motor. Types and constructional features. emf equation of generator, relation
between emf induced and terminal voltage enumerating the brush drop and
drop due to armature reaction. Illustrative examples.
DC motor working principle, Back emf and its significance, torque equation.
Types of D.C. motors, characteristics and applications. Necessity of a starter
for DC motor. Illustrative examples on back emf and torque.
7 Hours
6. Transformers: Principle of operation and construction of single-phase
transformers (core and shell types). emf equation, losses, efficiency and
voltage regulation (Open Circuit and Short circuit tests, equivalent circuit and
phasor diagrams are excluded). Illustrative problems on emf equation and
efficiency only.
7 Hours
7. Synchronous Generators: Principle of operation. Types and
constructional features. emf equation. Concept of winding factor (excluding
derivation of distribution and pitch factors). Illustrative examples on emf.
6 Hours
8. Three Phase Induction Motors: Concept of rotating magnetic field.
Principle of operation. Types and Constructional features. Slip and its
significance. Applications of squirrel – cage and slip – ring motors. Necessity
of a starter, star-delta starter. Illustrative examples on slip calculations.
6 Hours
Text Books:
1. “Basic Electrical Engineering”, D C Kulshreshtha, ,TMH,2009 Edition.
2. “Fundamentals of Electrical Engineering”, Rajendra Prasad, PHI,
Second Edition, 2009.
2 8
Reference Books:
1 “Electrical Technology”, E. Hughes International Students 9th Edition,
Pearson, 2005.
2 “Basic Electrical Engineering”,Abhijit Chakrabarti,Sudipta
nath,Chandan Kumar Chanda,TMH,First reprint 2009.
3 Problems in Electrical Engineering,Parker Smith,CBS Publishers and
Distributors, 9th Edition,2003.

Sub Code : 10WSL16/ 10WSL26 IA Marks : 25
Hrs/ Week : 03 Exam Hours : 03
Total Hrs. : 42 Exam Marks : 50
1. Fitting
i. Study of fitting tools
ii. Study of fitting operations & joints
iii. Minimum 5 models involving rectangular, triangular, semi
circular and dovetail joints.
2. Welding
iv. Study of electric arc welding tools & equipments
v. Minimum 4 Models- electric arc welding-Butt joint, Lap joint,
T-joint & L-joint.
3. Study and demonstration of Sheet metal and soldering work.
4. Study & demonstration of power Tools in Mechanical Engineering
Scheme of Examination:
Fitting 30 Marks
Welding 10 Marks
Viva Voce 10 marks
Reference Book:
1. The Elements of Workshop Technology -, Vol 1 & 2, S.K.H. Choudhury,
A.K.H.Choudhury, Nirjhar Roy, 11th edition, 2001, Media Promoters and
Publishers, Mumbai.
3 2
Subject Code : 10CPL16 / 10CPL26 I A Marks : 25
Hrs/Week : 03 Exam Hours : 03
Total Hrs. : 42 Exam Marks : 50
1. Design, develop and execute a program in C to find and output all the roots
of a given quadratic equation, for non-zero coefficients.
2. Design, develop and execute a program in C to implement Euclid’s
algorithm to find the GCD and LCM of two integers and to output the results
along with the given integers.
3. Design, develop and execute a program in C to reverse a given four digit
integer number and check whether it is a palindrome or not. Output the given
number with suitable message.
4. Design, develop and execute a program in C to evaluate the given
polynomial f(x) = a4x4 + a3x3 + a2x2 + a1x + a0 for given value of x and the
coefficients using Horner’s method.
5. Design, develop and execute a program in C to copy its input to its output,
replacing each string of one or more blanks by a single blank.
6. Design, develop and execute a program in C to input N integer numbers in
ascending order into a single dimensional array and perform a binary search
for a given key integer number and report success or failure in the form of a
suitable message.
7. Design, develop and execute a program in C to input N integer numbers
into a single dimensional array, sort them in ascending order using bubble
sort technique and print both the given array and the sorted array with
suitable headings.
8. Design, develop and execute a program in C to compute and print the word
length on the host machine.
9. Design, develop and execute a program in C to calculate the approximate
value of exp(0.5) using the Taylor Series expansion for the exponential
function. Use the terms in the expansion until the last term is less than the
machine epsilon defined FLT_EPSILON in the header file . Also
print the value returned by the Mathematical function exp( ).
10. Design, develop and execute a program in C to read two matrices A (M x
N) and B (P x Q) and compute the product of A and B if the matrices are
compatible for multiplication. The program must print the input matrices and
3 3
the resultant matrix with suitable headings and format if the matrices are
compatible for multiplication, otherwise the program must print a suitable
message. (For the purpose of demonstration, the array sizes M, N, P, and Q
can all be less than or equal to 3)
11. Design, develop and execute a parallel program in C to add, elementwise,
two one-dimensional arrays A and B of N integer elements and store
the result in another one-dimensional array C of N integer elements.
12. Design and develop a function rightrot (x, n) in C that returns the value of
the integer x rotated to the right by n bit positions as an unsigned integer.
Invoke the function from the main with different values for x and n and print
the results with suitable headings.
13. Design and develop a function isprime (x) that accepts an integer
argument and returns 1 if the argument is prime and 0 otherwise. The
function must use plain division checking approach to determine if a given
number is prime. Invoke this function from the main with different values
obtained from the user and print appropriate messages.
14. Design, develop and execute a parallel program in C to determine and
print the prime numbers which are less than 100 making use of algorithm of
the Sieve of Eratosthenes.
15. Design and develop a function reverses (s) in C to reverse the string s in
place. Invoke this function from the main for different strings and print the
original and reversed strings.
16. Design and develop a function match any (s1,s2) which returns the first
location in the string s1 where any character from the string s2 occurs, or – 1
if s1 contains no character from s2. Do not use the standard library function
which does a similar job! Invoke the function match any (s1. s2) from the
main for different strings and print both the strings and the return value from
the function match any (s1,s2).
Note: In the practical examination, the student has to answer two questions.
One question from Part A and one question from Part B will be selected by
the student by lots. All the questions listed in the syllabus have to be included
in the lots. The change of question (Part A only / Part B only / Both Part A
& Part B) has to be considered, provided the request is made for the same,
within half an hour from the start of the examination. The allotment of marks
is as detailed below:
Activity Max.
1. Procedure Part A 5*
Writing program & procedure for
the assigned problems along with
algorithms / flowchart
Part B 5*
2. Conduction
Execution of the program and
Part A 10
3 4
showing the results in proper
Part B 20
3. Viva-voce** 10
Total Max. Marks 50
Minimum passing Marks (40% of Max. Marks) 20
* To be considered as zero if student has been allowed change of

Sub Code : 10PHYL17/10PHYL27 IA Marks : 25
Hrs/ Week : 03 Exam Hours : 03
Total Hrs. : 10 (To be completed) Exam Marks : 50
1. Series & Parallel LCR Circuits.(Determination of resonant
frequency & quality factor)
2. I-V Characteristics of Zener Diode.(determination of knee voltage,
zener voltage & forward resistance)
3. Characteristics of a Transistor.(Study of Input & Output
characteristics and calculation of input resistance, output resistance
& amplification factor)
4. Photo Diode Characteristics.(Study of I-V characteristics in reverse
bias and variation of photocurrent as a function of reverse voltage &
5. Ultrasonic Interferometer (Measurement of velocity of sounds in
6. Dielectric constant (Measurement of dielectric constant).
7. Magnetic properties (Study of retentivity and coercivity by B-H
graph method).
8. Diffraction (Measurement of wavelength of laser / Hg source using
diffraction grating).
9. Planck’s constant (Using the principle of photoelectric
10. Electrical Resistivity ( Determination of resistivity in semiconductor
by Four probe method).
11. Verification of Stefan’s law.
12. Determination of Fermi energy.(Measurement of Fermi energy in
13. Uniform Bending Experiment.(Determination of Youngs modulus
of material bar)
14. Newtons Rings.(Determination of radius of curvature of
planoconvex lens)


Sub Code : 10CIP18/10CIP28 IA Marks : 25
Hrs/ Week : 02 Exam Hours : 02
Total Hrs. : 26 Exam Marks : 50
1 Preamble to the constitution of India. Fundamental rights under Part
– III – details of Exercise of rights, Limitations & Important cases.
4 Hours
2 Relevance of Directive principles of State Policy under Part – IV.
Fundamental duties & their significance. 3 Hours
3 Union Executive – President, Prime Minister, Parliament & the
Supreme Court of India. 3 Hours
4 State executive – Governors, Chief Minister, State Legislator and
High Courts. 3 Hours
5 Constitutional Provisions for Scheduled Castes & Tribes, Women &
Children & Backward classes. Emergency Provisions. 4 Hours
6 Electoral process, Amendment procedure, 42nd, 44th, 74th, 76th,
86th and 91st Constitutional amendments. 3 Hours
7 Scope & aims of engineering Ethics. Responsibility of Engineers.
Impediments to responsibility. 3 Hours
8 Honesty, Integrity and reliability, risks, safety & liability in
engineering. 3 Hours
Text Books:
1. Durga Das Basu: “Introduction to the Constitution of India”
(Students Edn.) Prentice – Hall EEE, 19th/20th Edn., 2001.
2. “Engineering Ethics” by Charles E.Haries, Michael. S.Pritchard and
Michael J.Robins Thompson Asia, 2003-08-05.
Reference Books:
1. “An Introduction to Constitution of India” by M.V.Pylee, Vikas
Publishing, 2002.
2. “Engineering Ethics” by M. Govindarajan, S.Natarajan, V.S.
Senthilkumar., Prentice – Hall of India Pvt. Ltd. New Delhi, 2004.
Scheme of examination:
Question paper is of objective type. Students have to pass this subject
compulsorily. However, marks will not be considered for awarding

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