ELECTRIC CIRCUIT THEORY
Review of circuit analysis using Kirchoff’s laws, nodal and mesh
analysis, solution by classical method and Laplace transform, concept of independent
and dependent sources,
of special signal waveforms,
duality of networks,
Superposition and Reciprocity theorem, Thevenin’s and
Norton’s theorem, Millman’s theorem, maximum power transfer theorem,
compensation, Tellegan’s theorem, analysis of circuits using
Transient Analysis of Networks
Network elements, Transient response of R
C for DC and sinusoidal
excitation, Initial condition, Solution using
differential equation approach and Laplace
ance, Coefficient of coupling, dot convention analysis of
coupled circuits, analysis of single tuned & double tuned circuits.
Introduction, different parameters and relationship between
different parameters, inter
connections of two port
networks, open circuit and short
circuit impedances and ABCD constants, image impedance, image parameters.
Network and Systems by D. Roy Chowdhury
Engineering Circuit Analysis by W. H. Hayt and J.E. Kemmerly, “
e in Electrical Circuit Analysis by Soni and Gupta, “
Dhanpat Rai & Sons
Modern Network Synthesis
. E. Van Vallkenburg
Electronic devices and Circuit theory by R.L. Boylestad and L. Nashelesky,
ELECTRICAL & ELECTR
L T P
3 1 2
Errors & Accuracy:
Static error, Static calibration, Error calibration curve, Limiting
Relative limiting errors, Types of errors
Gross Errors, Systematic Errors, Random
(Residual) Errors, Acc
uracy and precision, Static sensitivity, Linearity, Hysteresis,
Dead Time, Resolution of instrument,
effects, Introduction to
Electrical & Magnetic Measurements:
Introduction, D’Arsonval galvanometer,
& moving coil instruments, Electrodynamometer, Electrostatic Instruments,
meter, wattmeter. Determination of B
H curve and Hysteresis
Methods of measurement of low, medium and high
surement of earth resistance, localization of cable faults by Murray and
Varley loop test.
Inductance and capacitance Measurements:
Measurement of inductance and
A.C. Bridge methods, Q
factor and dissipation factor. Sources of errors in
Shielding of bridge elements, Wagner Earthing Device.
Measurement of Power Factor and Frequency:
Single phase, three phase
type power factor meter. Moving iron Power factor meters, Types
l resonance type, Electrical resonance type, Ratio meter
type and Weston
Basic D.C. potentiometer circuit, Modern form of D.C.
measurement of voltage, current, Resistance and calibration of voltmeter
D.C. potentiometer, volt ratio box, A.C. potentiometers and their
Introduction, Use of Instrument transformers, Ratios,
constructional features of C.T.and P.T., ratio & phase angle errors, Reduct
1. A course of Electrical and Electronics Measurements and Instrumentation by A.K. Sawhney.
2. Electronic Instrumentation and Measurement Techniques by W.D. Cooper & A.D. Helfrick.
3. Electrical Measurement & Measuring Instruments by
DIGITAL ELECTRONICS & LOGIC DESIGN
L T P
3 1 2
Number system & Codes:
Binary, Octal, Hexadecimal number systems and their
Binary Arithmetic (Addition, Subtraction, Multiplication and Divis
radix and radix compliments, BCD codes, 8421 code, Excess
3 code, Gray
code, error detection and
correction, Hamming code.
Logic Gates, Boolean Algebra & Logic Families:
Axiomatic definition of Boolean
Basic Theorems and prope
rties of Boolean Algebra, Boolean Functions,
Canonical and Standard
forms, Digital Logic Gates. Various Logic Families like TTL and
ECL etc., working and their
characteristics, MOS and CMOS devices.
Combinational Logic Design:
The map method, Two, Thre
e, Four and Five variable
of products and Product of Sums Simplification, NAND and NOR
specified functions, Ex
OR functions, The tabulation
method, Determination of Prime implicants,
Selection of Essential Prime impli
cube notation, Sharp operation, Iterative Consensus,
Minimization of Multiple output switching functions, Determining Prime
using Generalized Consensus, Finding a Minimum cover, Breaking cyclic and similar
MSI and PLD Components:
Binary adder and subtractor, Multiplexers, Decoders /
Demultiplexers, Read Only Memory, Programmable Logic Arrays, Programmable Array
Logic.Implementation of Combinatorial Logic using these devices.
flops, Triggering of Flip
Analysis ofclocked sequential circuits, state reduction and assignment, Flip
Excitation tables, Design
procedures, Design of counters and registers, Hazards and
Glitches, Race conditions,
1. M. Morris Mano, Digital Design, Prentice Hall of India.
2. Thomas Downs and Mark F Schulz, Logic Design with Pascal, Van Nostrand Reinhold
L T P
1. ALGEBRAIC AND TRANSCENDENTAL EQUATIONS
Bisection method, iterative method, Regula
falsi method, Newton
Raphson method, Secant
method, Generalized Newton’s method for multiple roots, solution of non
2. SYSTEM OF S
IMULTANEOUS ALGEBRAIC EQUATIONS
Direct methods: Gauss and Gauss Jordan elimination method, Triangularization(Crout) method,
Partitioning method. Iterative methods: Jacobi’s method, Gauss
Seidal method, Relaxation
method. Eigen values and eigen vectors
wer method and Jacobi’s method.
3. INTERPOLATION AND FUNCTION APPROXIMATIONS
Least square curve fit
Finite differences and difference operators, Newtons interpolation
formulae Stirling, Bessel’s and Evertte’s formulae, Inter
with unevenly spaced data points
4. NUMERICAL DIFFERENTIATION AND INTEGRATION
Numerical differentiation, errors in numerical differentiation, Maximum and minimum values of
a tabulated function, Numerical integration
ezoidal, Simpson’s 1/3 and 3/8 rules, Boole’s
and Weddle’s rules, Romberg integration
recuusive formulae, Evaluation of double integrals by
Trapezoidal and Simpson’s rules.
5. ORDINARY DIFFERENTIAL EQUATIONS
Taylor’s series method, Picard’s method, Euler’
s method, Modified Euler’s method, Runge
Kutta methods of 2nd and 4th order, Solution of simultaneous and higher order equations.
6. LINEAR AND DYNAMIC PROGRAMMING PROBLEMS
Formulation of LPP, Solution of LPP by graphical and Simplex method, Dynamic prog
problems, Different models of DPP based on return function and constraints and their solution,
Dynamic Programming approach for solving linear programming problems.
1. Numerical Methods for Engineers and Scientists: by J.N. Sharma.
osa Publishing House, New Delhi/Alpha Science Int. Ltd, UK.
2. Numerical Analysis: by F. B. Hildbrand, McGraw Hill.
3. OPERATIONS RESEARCH, by S. D. Sharma, Kedar Nath Ram Nath Meerut.
1. Numerical Method for Engineers and Scientists: by
M. K. Jain, S. R. K. Lyngar and R. K.
Jain, Wiley Estern.
2. Introductory Methods of Numerical Analysis: by S.S. Sastry, PHI.
3. OPERATIONS RESEARCH (Theory and Applications), by J. K. Sharma, MACMILLAN.
4. OPERATIONS RESEARCH, by Kanti Swarup, P. K. Gup
ta, Man Moham, Sultan Chand and
Sons, New Selhi
5. OPERATIONS RESEARCH?(An Introduction), H. A. Taha, PHI