Course Structure and Syllabus for BTech in Electronics and Communication Engineering (to
be applicable from 2010 batch onwards) 

Course No. 
Course Name 
L 
T 
P 
C 

Course No. 
Course Name 
L 
T 
P 
C 
Semester  1 

Semester 2 

CH101 
Chemistry 
3 
1 
0 
8 

BT101 
Modern
Biology 
3 
0 
0 
6 
EE101 
Electrical
Sciences 
3 
1 
0 
8 

CS 101 
Introduction
to Computing 
3 
0 
0 
6 
MA101 
Mathematics
 I 
3 
1 
0 
8 

MA102 
Mathematics
 II 
3 
1 
0 
8 
PH101 
Physics
 I 
2 
1 
0 
6 

ME101 
Engineering
Mechanics 
3 
1 
0 
8 
CH110 
Chemistry
Laboratory 
0 
0 
3 
3 

PH102 
Physics
 II 
2 
1 
0 
6 
ME110/ PH 110 
Workshop
/Physics Laboratory 
0 
0 
3 
3 

CS110 
Computing
Laboratory 
0 
0 
3 
3 
ME 111 ** 
Engineering
Drawing 
0 
0 
3 
3 

EE102 
Basic
Electronics Laboratory 
0 
0 
3 
3 
SA 101 
Physical
Training  I 
0 
0 
2 
0 

PH110/ ME110 
Physics
Laboratory/Workshop 
0 
0 
3 
3 
NCC/NSO/NSS 
0 
0 
2 
0 

SA 102 
Physical
Training  II 
0 
0 
2 
0 

12 
4 
9 
41 


NCC/NSO/NSS 
0 
0 
2 
0 

** For 2010 batch the credit structure is 0033 



14 
3 
9 
43 

Semester 3 

Semester 4 

MA201 
Mathematics
 III 
3 
1 
0 
8 

EE203 
Analog
Integrated Circuits 
3 
0 
0 
6 
EE200 
Semiconductor
Devices and Circuits 
3 
0 
0 
6 

EE221 
Probability
and Random Processes 
3 
1 
0 
8 
EE201 
Digital
Circuits and Microprocessors 
3 
0 
0 
6 

EE230 
Principles
of Communication 
3 
1 
0 
8 
EE220 
Signals,
Systems and Networks 
3 
1 
0 
8 

EE270 
Measurement
and Instrumentation 
3 
0 
0 
6 
HS2xx 
HSS
Elective  I 
3 
0 
0 
6 

HS2xx 
HSS
Elective  II 
3 
0 
0 
6 
EE202 
Digital
Circuits Laboratory 
0 
0 
3 
3 

EE 204 
Analog
Circuits Laboratory 
0 
0 
3 
3 
SA201 
Physical
Training  III 
0 
0 
2 
0 

SA 202 
Physical
Training  IV 
0 
0 
2 
0 
NCC/NSO/NSS 
0 
0 
2 
0 


NCC/NSO/NSS 
0 
0 
2 
0 

15 
2 
3 
37 



15 
2 
3 
37 

Semester 5 

Semester 6 

EE310 
Introduction
to VLSI Design 
3 
0 
0 
6 

EE333 
Communication
Networks 
3 
0 
0 
6 
EE320 
Digital
Signal Processing 
3 
0 
0 
6 

EE 337 
Information Theory and Coding 
3 
0 
0 
6 
EE330 
Digital
Communication 
3 
0 
0 
6 

EE 340 
Electromagnetic
Theory 
3 
0 
0 
6 
EE350 
Control
Systems 
3 
0 
0 
6 

EE360 
Embedded Systems 
3 
0 
0 
6 
HS3xx 
HSS
Elective  III 
3 
0 
0 
6 

XXxxx 
Open
Elective  I 
3 
0 
0 
6 
EE311 
VLSI
Laboratory 
0 
0 
3 
3 

EE 304 
Design
Laboratory 
0 
0 
3 
3 
EE331 
Communication
Laboratory 
0 
0 
3 
3 

EE 371 
Control
and Instrumentation Lab 
0 
0 
3 
3 
15 
0 
6 
36 



15 
0 
6 
36 

Semester 7 

Semester 8 

EE 441 
Microwave
Engineering 
3 
0 
0 
6 

EExxx 
Dept.
Elective  III 
3 
0 
0 
6 
EE 442 
Microwave
Engineering Lab. 
0 
0 
3 
3 

EExxx 
Dept.
Elective  IV 
3 
0 
0 
6 
EExxx 
Dept.
Elective  I 
3 
0 
0 
6 

EExxx 
Dept.
Elective  V 
3 
0 
0 
6 
EExxx 
Dept.
Elective  II 
3 
0 
0 
6 

HS4xx 
HSS
Elective  IV 
3 
0 
0 
6 
XXxxx 
Open
Elective  II 
3 
0 
0 
6 

XXxxx 
Open
Elective  III 
3 
0 
0 
6 
EE498 
Project
 I 
0 
0 
6 
6 

EE499 
Project
 II 
0 
0 
6 
6 
12 
0 
9 
33 



15 
0 
6 
36 
CH 101 Chemistry (3108) Structure
and Bonding; Origin of quantum theory, postulates of quantum mechanics; Schrodinger
wave equation: operators and observables, superposition theorem and
expectation values, solutions for particle in a box, harmonic oscillator,
rigid rotator, hydrogen atom; Selection rules of microwave and vibrational spectroscopy; Spectroscopic term symbol;
Molecular orbitals: LCAOMO; Huckel
theory of conjugated systems; Rotational, vibrational
and electronic spectroscopy; Chemical Thermodynamics: The zeroth
and first law, Work, heat, energy and enthalpies; The relation between C_{v} and C_{p}; Second law:
entropy, free energy (the Helmholtz and Gibbs) and chemical potential; Third
law; Chemical equilibrium; Chemical kinetics: The rate of reaction,
elementary reaction and chain reaction; Surface: The properties of liquid
surface, surfactants, colloidal systems, solid surfaces, physisorption
and chemisorption; The periodic table of elements;
Shapes of inorganic compounds; Chemistry of materials; Coordination
compounds: ligand, nomenclature, isomerism,
stereochemistry, valence bond, crystal field and molecular orbital theories;
Bioinorganic chemistry and organometallic
chemistry; Stereo and regiochemistry of organic
compounds, conformers; Pericyclic reactions;
Organic photochemistry; Bioorganic chemistry: Amino acids, peptides,
proteins, enzymes, carbohydrates, nucleic acids and lipids; Macromolecules
(polymers); Modern techniques in structural elucidation of compounds (UVvis, IR, NMR); Solid phase synthesis and combinatorial
chemistry; Green chemical processes. Texts:
1. P. W. Atkins, Physical Chemistry, 5^{th} Ed., ELBS, 1994. 2. C.
N. Banwell, and E. M. McCash,
Fundamentals of Molecular Spectroscopy,
4^{th} Ed., Tata McGrawHill, 1962. 3. F.
A. Cotton, and G. Wilkinson, Advanced
Inorganic Chemistry, 3^{rd} Ed., Wiley Eastern Ltd., New Delhi, 1972,
reprint in 1988. 4. D. J. Shriver, P. W. Atkins, and C. H.
Langford, Inorganic Chemistry, 2^{nd}
Ed., ELBS ,1994. 5. S. H. Pine, Organic Chemistry, McGrawHill, 5^{th} Ed., 1987 References: 1. I. A. Levine, Physical Chemistry, 4^{th} Ed., McGrawHill, 1995. 2. I. A. Levine, Quantum Chemistry, EE Ed., prentice Hall, 1994. 3. G. M. Barrow, Introduction to Molecular Spectroscopy, International Edition,
McGrawHill, 1962 4. J.
E. Huheey, E. A. Keiter
and R. L. Keiter, Inorganic Chemistry: Principle, structure and reactivity, 4^{th}
Ed., Harper Collins, 1993 5. L. G. Wade (Jr.), Organic Chemistry, Prentice Hall, 1987. 
CS 101
Introduction to Computing (3006)
Introduction:
The von Neumann architecture, machine language, assembly language, high level
programming languages, compiler, interpreter, loader, linker, text editors,
operating systems, flowchart; Basic features of programming (Using C): data
types, variables, operators,
expressions, statements, control structures, functions; Advanced
programming features: arrays and pointers, recursion, records (structures),
memory management, files, input/output, standard library functions,
programming tools, testing and debugging; Fundamental operations on data:
insert, delete, search, traverse and modify; Fundamental data structures:
arrays, stacks, queues, linked lists; Searching and sorting: linear search,
binary search, insertionsort, bubblesort, selectionsort, radixsort,
countingsort; Introduction to objectoriented programming Texts:
1. A Kelly and I Pohl, A Book on C, 4^{th} Ed.,
Pearson Education, 1999. 2. A M Tenenbaum,
Y Langsam and M J Augenstein,
Data Structures Using C, Prentice
Hall India, 1996. References: 1.
H Schildt, C:
The Complete Reference, 4^{th} Ed., Tata Mcgraw
Hill, 2000 2. B Kernighan and
D Ritchie, The C Programming Language,
4^{th} Ed., Prentice Hall of India, 1988. 
CS 110 Computing
Laboratory (0033)
Programming
Laboratory will be set in consonance with the material covered in CS101. This
will include assignments in a programming language like C. References: 1.
B. Gottfried and J. Chhabra, Programming With C,
Tata Mcgraw Hill, 2005 MA 102 Mathematics
 II (3108) Vector functions of one variable –
continuity and differentiability; functions of several variables –
continuity, partial derivatives, directional derivatives, gradient,
differentiability, chain rule; tangent planes and normals,
maxima and minima, Lagrange multiplier method; repeated and multiple
integrals with applications to volume, surface area, moments of inertia,
change of variables; vector fields, line and surface integrals;
Green’s, Gauss’ and Stokes’ theorems and their
applications. First order differential equations –
exact differential equations, integrating factors, Bernoulli equations,
existence and uniqueness theorem, applications; higherorder linear
differential equations – solutions of homogeneous and nonhomogeneous equations, method of variation of
parameters, operator method; series solutions of linear differential
equations, Legendre equation and Legendre polynomials, Bessel equation and
Bessel functions of first and second kinds; systems of firstorder equations,
phase plane, critical points, stability.
Texts: 1.
G. B. Thomas (Jr.) and R. L. Finney, Calculus and Analytic Geometry, 9^{th}
Ed., Pearson Education India, 1996. 2.
S. L. Ross, Differential Equations, 3^{rd} Ed., Wiley India,
1984. References: 1. T.
M. Apostol, Calculus
 Vol.2, 2^{nd} Ed., Wiley India, 2003. 2. W.
E. Boyce and R. C. DiPrima, Elementary Differential Equations and Boundary Value Problems, 9^{th}
Ed., Wiley India, 2009. 3. E.
A. Coddington, An Introduction to Ordinary Differential Equations, Prentice Hall
India, 1995. 4. E.
L. Ince, Ordinary
Differential Equations, Dover Publications, 1958. ME
101 Engineering
Mechanics (3108) Basic principles:
Equivalent force system; Equations of equilibrium; Free body diagram;
Reaction; Static indeterminacy. Structures: Difference between trusses,
frames and beams, Assumptions followed in the analysis of structures; 2D
truss; Method of joints; Method of section; Frame; Simple beam; types of loading and supports; Shear Force and bending Moment diagram
in beams; Relation among load, shear force and bending moment. Friction: Dry
friction; Description and applications of friction in wedges, thrust bearing
(disk friction), belt, screw, journal bearing (Axle friction); Rolling
resistance. Virtual work and Energy method: Virtual Displacement; Principle
of virtual work; Applications of virtual work principle to machines;
Mechanical efficiency; Work of a force/couple (springs etc.); Potential
energy and equilibrium; stability. Center of Gravity and Moment of Inertia:
First and second moment of area; Radius of gyration; Parallel axis theorem; Product of inertia, Rotation of axes
and principal moment of inertia;
Moment of inertia of simple and composite bodies. Mass moment of
inertia. Kinematics of Particles: Rectilinear motion; Curvilinear motion; Use
of Cartesian, polar and spherical coordinate system; Relative and constrained
motion; Space curvilinear motion. Kinetics of Particles: Force, mass and
acceleration; Work and energy; Impulse and momentum; Impact problems; System
of particles. Kinematics and Kinetics of Rigid Bodies: Translation; Fixed
axis rotational; General plane
motion; Coriolis acceleration; Workenergy; Power; Potential energy; Impulsemomentum and associated
conservation principles; Euler
equations of motion and its application. Texts 1. I. H. Shames, Engineering Mechanics:
Statics and Dynamics, 4^{th} Ed., PHI, 2002. 2.
F. P. Beer and E. R. Johnston, Vector Mechanics for Engineers, Vol I  Statics, Vol
II – Dynamics, 3^{rd} Ed., Tata McGraw Hill, 2000. References 1. J.
L. Meriam and L. G. Kraige,
Engineering Mechanics, Vol I –
Statics, Vol II – Dynamics, 5^{th}
Ed., John Wiley, 2002. 2. R. C. Hibbler,
Engineering Mechanics, Vols. I
and II, Pearson Press, 2002. PH 102 Physics
 II
(2106) Vector Calculus: Gradient, Divergence and
Curl, Line, Surface, and Volume integrals, Gauss's divergence theorem and
Stokes' theorem in Cartesian, Spherical polar, and
Cylindrical polar coordinates, Dirac Delta function. Electrostatics: Gauss's law and its
applications, Divergence and Curl of Electrostatic fields, Electrostatic
Potential, Boundary conditions, Work and Energy, Conductors, Capacitors,
Laplace's equation, Method of images, Boundary value problems in Cartesian
Coordinate Systems, Dielectrics, Polarization, Bound Charges, Electric
displacement, Boundary conditions in dielectrics, Energy in dielectrics,
Forces on dielectrics. Magnetostatics: Lorentz force, BiotSavart and Ampere's laws and their applications,
Divergence and Curl of Magnetostatic fields,
Magnetic vector Potential, Force and torque on a magnetic dipole, Magnetic
materials, Magnetization, Bound currents, Boundary conditions. Electrodynamics: Ohm's law, Motional EMF,
Faraday's law, Lenz's law, Self and Mutual inductance, Energy stored in
magnetic field, Maxwell's equations, Continuity Equation, Poynting
Theorem, Wave solution of Maxwell Equations. Electromagnetic waves: Polarization, reflection
& transmission at oblique incidences. Texts:
References:
EE 102 Basic Electronics Laboratory (0033) Experiments using diodes and
bipolar junction transistor (BJT): design and analysis of half wave and
fullwave rectifiers, clipping circuits and Zener
regulators, BJT characteristics and BJT amplifiers; experiments using
operational amplifiers (opamps): summing amplifier, comparator, precision
rectifier, astable and monostable
multivibrators and oscillators; experiments using
logic gates: combinational circuits such as staircase switch, majority
detector, equality detector, multiplexer and demultiplexer;
experiments using flipflops: sequential circuits such as nonoverlapping
pulse generator, ripple counter, synchronous counter, pulse counter and
numerical display.
3.
R.J. Tocci, Digital Systems, 6^{th} Ed.,
2001. 
EE 200
Semiconductor Devices and Circuits
(3006) Energy bands;
semiconductors; charge carriers: electrons and holes, effective mass, doping.
Carrier concentration: Fermi level, temperature dependence of carrier
concentration. Drift and diffusion of carriers: excess carriers;
recombination and life time, Five equations of carrier transport. pn Junction: depletion region, forward and reversebias,
depletion and diffusion capacitances, switching characteristics; breakdown
mechanisms; SPICE model. BJT: carrier distribution; current gain, transit
time, secondary effects; SPICE model. Metalsemiconductor junctions:
rectifying and ohmic contacts. MOSFET: MOS
capacitor; CvIv characteristics; threshold
voltage; SPICE model. Single stage amplifiers: CECBCC and CGCDCS modes of
operation, large signal transfer characteristics of BJT and MOSFET, Different
types of biasing for BJT and MOSFET, Small signal parameters, Body effect in
MOSFET, Parasitic elements, frequency response of CE and CS amplifiers.
Analog ICs: DAC, ADC, VCO, PLL and 555timer. Texts:
References:

EE 201 Digital
Circuits and Microprocessors
(3006) Digital
logic families: TTL, MOS, interfacing between logic families; Combinational
circuits: multiplexer/ demultiplexer, encoder/
decoder, adder/ subtractor, comparator and parity
generators; Sequential circuits: latches and flipflops (RS, JK, D, T, and
Master Slave); Registers; Counters: ripple, ring, and shift register
counters; Design and analysis of synchronous sequential finite state machine;
Programmable logic devices; Introduction to HDL. Microprocessors: 8085
addressing modes, memory interfacing, interrupts, instructions, timing
diagram; Introduction to 8086; Peripheral chips: I/Os, timer, interrupt
controller, USART, DMA.
Penram International Publishing (India), 2000.
PrenticeHall, 1995. 
EE 220
Signals, Systems and Networks
(3108) Signals: classification of
signals; signal operations: scaling, shifting and inversion; signal
properties: symmetry, periodicity and absolute integrability;
elementary signals. Systems: classification of systems; system properties:
linearity, time/shiftinvariance, causality, stability; continuoustime
linear time invariant (LTI) and discretetime linear shift invariant (LSI)
systems: impulse response and step response; response to an arbitrary input:
convolution; system representation using differential and difference
equations; Eigen functions of LTI/ LSI systems, frequency response and its
relation to the impulse response. Signal representation: signal space and
orthogonal bases; Fourier series representation of continuoustime and
discretetime signals; continuoustime Fourier transform and its properties; Parseval's relation, timebandwidth product;
discretetime Fourier transform and its properties; relations among various
Fourier representations. Sampling: sampling theorem; aliasing; signal
reconstruction: ideal interpolator, zeroorder hold, firstorder hold;
discrete Fourier transform and its properties. Laplace transform and
Ztransform: definition, region of convergence, properties; transformdomain
analysis of LTI/LSI systems, system function: poles and zeros; stability. Review
of network theorems: superposition, Thevenin’s,
Norton’s, reciprocity, maximum power transfer, Millman’s
and compensation theorems; Network topology: definition of basic terms,
incidence matrix, tiesets, cutsets; Two port networks: characterization in
terms of impedance, admittance, transmission, hybrid parameters and their
relationships, interconnection of two port networks; Symmetrical two port
network: T and π equivalents, image impedance, characteristic impedance
and Propagation constant.
4^{th}
Ed., Prentice Hall, 1998. 
EE 202
Digital Circuits Laboratory
(0033) Combinational Logic design
using decoders and multiplexers; design of arithmetic circuits using adder
ICs; Flip flop circuit (RS latch, JK & master slave) using basic gates;
Asynchronous Counters, Johnson & Ring counters; Synchronous counters;
Sequential Circuit designs (sequence detector circuit), DAC circuit; Assembly
language programming of 8085: a) sorting and code conversion, b) matrix
multiplication; 8085 interfacing: a) parallel port interface (square wave
generation), b) counter and timer interface (polling and using interrupts);
ADC/DAC interfacing with 8085. Text/References:
8085,
Penram International Publishing (India), 2000. 
EE 203
Analog Integrated Circuits
(3006) Frequency response of amplifiers:
high frequency device models, frequency response, GBW, methods of short
circuit and open circuit time constants, dominant pole approximation;
Feedback amplifiers: basic feedback topologies and their properties, analysis
of practical feedback amplifiers, stability; Power amplifiers: class A, B,
AB, C, D, E stages, output stages, short circuit protection, power
transistors and thermal design considerations; Differential amplifiers: DC
and small signal analysis, CMRR, current mirrors, active load and cascode configurations, frequency response; case study:
741 opamp – DC and small signal analysis, frequency response,
frequency compensation, GBW, phase margin, slew rate, offsets; CMOS
realizations: current source, sink and mirrors, differential amplifiers,
multistage amplifiers; Signal generation and waveform shaping: sinusoidal
oscillators RC, LC, and crystal oscillators, Schmitt trigger; Analog
subsystems: analog switches, voltage comparator, voltage regulator, switching
regulator, bandgap reference voltage source, analog
multiplier, filter approximations: Butterworth, Chebyshev
and elliptic, first order and second order passive/active filter
realizations. Texts:
References:

EE 221
Probability and Random
Processes
(3108) Introduction to
probability: mathematical background  sets, set operations, sigma and Borel fields; classical, relativefrequency and axiomatic
definitions of probability; conditional probability, independence, total
probability, Bayes’ rule; repeated trials;
random variables: cumulative distribution function, continuous, discrete and
mixed random variables, probability mass function, probability density
functions; functions of a random variable; expectation  mean, variance and
moments; characteristic and momentgenerating functions; Chebyshev,
Markov and Chernoff bounds; special random
variablesBernoulli, binomial, Poisson, uniform, Gaussian and Rayleigh; joint
distribution and density functions; Bayes’
rule for continuous and mixed random variables; joint moments, conditional
expectation; covariance and correlation independent, uncorrelated and
orthogonal random variables; function of two random variables; sum of two
independent random variables; random vector mean vector and covariance
matrix, multivariate Gaussian distribution; sequence of random variables:
almost sure and meansquare convergences, convergences in probability and in
distribution, laws of large numbers, central limit theorem; elements of
estimation theory linear minimum meansquare error and orthogonality
principle; random process: discrete and continuous time processes;
probabilistic structure of a random process; mean, autocorrelation and autocovariance functions; stationarity
strictsense stationary and widesense stationary (WSS) processes:
autocorrelation and crosscorrelation functions; time averages and ergodicity; spectral representation of a real WSS
processpower spectral density, crosspower spectral density, linear
timeinvariant systems with WSS process as an input time and frequency
domain analyses; spectral factorization theorem; examples of random
processes: white noise, Gaussian, Poisson and Markov processes.
McGrawHill, 2002.
Wesley, 1993.
2000.
Processing,
Prentice Hall, 2002.
Introduction to Mathematical Finance, 4^{th} Ed., SpringerVerlag, 2003. 
EE 230
Principles of Communication
(3108) Basic
blocks in a communication system: transmitter, channel and receiver; baseband
and passband signals and their representations;
concept of modulation and demodulation. Continuous wave (CW) modulation:
amplitude modulation (AM)  double sideband (DSB), double sideband suppressed
carrier (DSBSC), single sideband suppressed carrier (SSBSC) and vestigial
sideband (VSB) modulation; angle modulation  phase modulation (PM) &
frequency modulation (FM); narrow and wideband FM. Pulse Modulation: sampling
process; pulse amplitude modulation (PAM); pulse width modulation (PWM);
pulse position modulation (PPM) ; pulse code modulation (PCM); line coding;
differential pulse code modulation; delta modulation; adaptive delta
modulation. Noise in CW and pulse modulation systems: Receiver model; signal
to noise ratio (SNR); noise figure; noise temperature; noise in DSBSC, SSB,
AM & FM receivers; preemphasis and deemphasis, noise consideration in
PAM and PCM systems. Basic digital modulation schemes: Phase shift keying
(PSK), amplitude shift keying (ASK), frequency shift keying (FSK) and Quadrature amplitude modulation (QAM); coherent
demodulation and detection; probability of error in PSK, ASK, FSK & QAM
schemes. Multiplexing schemes:
frequency division multiplexing and time division multiplexing.
Texts:
2002. 2. R. E. Ziemer
and W. H. Tranter, Principles of
Communications: Systems, Modulation,
and Noise,
5^{th} Ed., John Wiley & Sons, 2001.
1998. 
EE 270
Measurement and Instrumentation
(3006) Introduction
to instrumentation; Static characteristics of measuring devices; Error
analysis, standards and calibration; Dynamic characteristics of
instrumentation systems; Electromechanical indicating instruments –
AC/DC current and voltage meters, ohmmeter; Loading effect; Measurement of
power and energy; Instrument transformers; Measurement of resistance,
inductance and capacitance; AC/DC bridges; Transducers classification;
Measurement of non electrical quantities – displacement, strain,
temperature, pressure, flow, and force; Signal conditioning; Instrumentation
amplifier, isolation amplifier, and other special purpose amplifiers;
Electromagnetic compatibility; Shielding and grounding; Signal recovery; Data
transmission and telemetry; Data acquisition system; Modern electronic test
equipment – oscilloscope, DMM, frequency counter, wave/ network/
harmonic distortion/ spectrum analyzers, logic probe and logic analyzer;
programmable logic controller; Virtual instrumentation. Texts: 1. E. O. Deobelin, Measurement Systems – Application and Design, Tata McGrawHill, 2004. 2.
M. M. S. Anand, Electronic Instruments and
Instrumentation Technology, PrenticeHall of India, 2006. 3.
A. D. Helfrick and W. D. Cooper, Modern
Electronic Instrumentation and Measuring Techniques, Pearson Education,
2008. References: 1. R. A. Witte, Electronic Test Instruments, Pearson Education, 2002. 2.
B. E. Jones, Instrumentation, Measurement, and Feedback, Tata
McGrawHill, 2000. 3.
R. P. Areny and T. G. Webster, Sensors and
Signal Conditioning, WileyInterscience, 2000. 4.
C. F. Coombs, Electronic Instruments Handbook, McGrawHill,
2000. 5. B. G. Liptak,
Instrument Engineers’ Handbook: Process Measurement and Analysis,
CRC,
2003. 
EE 204
Analog Circuits Laboratory
(0033) Experiments using BJTs,
FETs, opamps and other integrated circuits: Multistage amplifiers, automatic
gain controlled amplifiers, programmable gain amplifiers; frequency response
of amplifiers; voltage regulator with short circuit protection; phase locked
loop; waveform generators; filters.

EE 310
Introduction to VLSI Design
(3006)
Issues and challenges in
Digital IC Design: general overview of design hierarchy, layers of
abstraction, integration density and Moore’s law, VLSI design styles;
MOSFET fabrication: basic steps of fabrication, CMOS pwell and nwell processes,
layout design rules, BiCMOS fabrication process; Latchup immune designs;
CMOS Inverter: MOS device model with submicron effects, VTC parameters (DC
characteristics), CMOS propagation delay, Parasitic capacitance estimation,
Layout of an inverter, Switching, Shortcircuit and leakage Components of
Energy and Power; Interconnects: Resistance, Capacitance Estimation, delays,
Buffer chains, Low swing drivers, Power distribution, and performance
optimization of digital circuits by logical effort sizing; Combinational
logic design: Static CMOS construction, Ratioed
logic, Pass transistor, Transmission gate logic, DCVSL, Dynamic logic design
considerations, Noise considerations in dynamic design, Power dissipation in
CMOS logic, Domino and NORA designs; Sequential circuits design:
Classification, Parameters, Static latches and register, Race condition,
Dynamic latches and registers, Two phase vs. Single phase clock designs,
Pulse based registers; Design of arithmetic building blocks like adders
(static, dynamic, Manchester carrychain, lookahead, linear and squareroot
carryselect, carry bypass and pipelined adders) and multipliers (serial 
parallel, Booth’s and systolic array multipliers); Semiconductor
memories: nonvolatile and volatile memory devices, flash memories, SRAM cell
design, Differential sense amplifiers, DRAM design, Single ended sense
amplifier; Testing in VLSI: Defects, Fault models, Path sensitization, Scan,
Builtinself Test (BIST), IDDQ.
2^{nd} Ed., Prentice Hall of India, 2003.
Education India, 2007. References:
Deep submicron Technology, 3^{rd} Ed., McGraw Hill, 2004.
Hill, 2003. 
EE 320 Digital
Signal Processing
(3006) Review of discrete time
signals, systems and transforms: Discrete time signals, systems and their
classification, analysis of discrete time LTI systems: impulse response,
difference equation, frequency response, transfer
function, DTFT, DTFS and Ztransform. Frequency selective filters: Ideal
filter characteristics, lowpass, highpass, bandpass and bandstop filters, PaleyWiener criterion, digital
resonators, notch filters, comb filters, allpass filters, inverse systems,
minimum phase, maximum phase and mixed phase systems. Structures for
discretetime systems: Signal flow graph representation, basic structures for
FIR and IIR systems (direct, parallel, cascade and polyphase
forms), transposition theorem, ladder and lattice structures. Design of FIR
and IIR filters: Design of FIR filters using windows, frequency sampling, Remez algorithm and least mean square error methods;
Design of IIR filters using impulse invariance, bilinear transformation and
frequency transformations. Discrete Fourier Transform (DFT): Computational
problem, DFT relations, DFT properties, fast Fourier transform (FFT)
algorithms (radix2, decimationintime, decimationinfrequency), Goertzel algorithm, linear convolution using DFT. Finite wordlength effects in digital filters:
Fixed and floating point representation of numbers, quantization noise in
signal representations, finite wordlength effects
in coefficient representation, roundoff noise, SQNR
computation and limit cycle. Introduction to multirate
signal processing: Decimation, interpolation, polyphase
decomposition; digital filter banks: Nyquist
filters, two channel quadrature mirror filter bank
and perfect reconstruction filter banks, subband
coding.
2004.
Applications,
4^{th} Ed., Pearson Education, 2007. References:
2006.
India, 2005.
2003. 
EE 330
Digital Communication
(3006) Geometric representation
of signal waveforms: GramSchmidt procedure for baseband and bandpass signal representation, constellations. Baseband
and Bandpass transmission through AWGN channel:
Baseband and Bandpass modulation schemes MPAM,
QAM, MPSK and MFSK; Coherent and noncoherent
receiver structures, probability of error; Differential modulation schemes,
receiver structure and error performance, Comparison of modulation schemes.
Digital transmission through bandlimited (BL) channel: ISI, Nyquist criterion for zero ISI; Design of BL signals with
zero ISI; Design of BL signals for controlled ISI partial response signals;
Maximumlikelihood sequence detector (MLSD) for partial response signaling;
Design of transmitter and receiver for known channel; Channel equalization.
Synchronization: Frequency and phase synchronization; Symbol synchronization;
Frame synchronization; Channel capacity and coding: channel models, channel
capacity and bounds on communication; Channel coding for reliable
communication. Multiple Access Communication: TDMA, FDMA, DS SS, FHSS, OFDM and their applications.
References:

EE 350
Control Systems
(3006)
Modeling of physical
systems: timedomain, frequencydomain and statevariable models; block
diagram, signal flow graph and Mason’s gain formula; time and frequency
response of first and second order systems; control system characteristics:
stability, sensitivity, disturbance rejection and steadystate accuracy;
stability analysis: RouthHurwitz test, relative
stability, root locus, Bode and Nyquist plots;
controller types: lag, lead, laglead, PID and variants of PID;
controller design based on rootlocus and frequency response plots; modern
design techniques: canonical statevariable models, equivalence between
frequency and timedomain representations, diagonalisation,
controllability and observability, pole placement
by state feedback, state feedback with integral control, observer and
observer based state feedback control.
References:

EE 311
VLSI Laboratory
(0033) Model
Parameter extraction for a diode and MOSFET; NMOS and PMOS characteristics;
Inverter characteristics; Characterization of CMOS Ring Oscillator; Layout of
discrete components; Basic gates using different design styles; Design of a
1bit Shift Register, 4bit sign magnitude adder, 4bit Multiplier cells;
Basic memory cells; FPGA implementation and testing; Differential amplifier
design and characteristics; Current and voltage references, comparator. Texts/References:
2^{nd} Ed., PHI,
2003. 
EE 331
Communication Laboratory
(0033) Amplitude
modulation and demodulation (AM with carrier & DSBSC AM); frequency
modulation and demodulation (using VCO & PLL); automatic gain control
(AGC); pulse width modulation (PWM); pulse code modulation (PCM);
pseudorandom (PN) sequence generation; binary phase shift keying (BPSK);
binary frequency shift keying (BFSK). Texts/References:
Pearson, 2003. 
EE 333
Communication Networks
(3006) Introduction:
Basics of Data Communications for networking; Packet switching,
Store&Forward operation; Layered network architecture, Overview of
TCP/IP operation. Data Link Layer: Framing; error control, error detection,
parity checks, Internet Checksum and Cyclic Redundancy Codes for error
detection; Flow control and ARQ strategies; HDLC protocol. Media Access
Control (MAC): MAC for wired and wireless Local Area Networks (LAN), Pure and
Slotted ALOHA, CSMA, CSMA/CD, IEEE 802.3; ETHERNET, Fast ETHERNET, Gigabit
ETHERNET; IEEE 802.11 WiFi MAC protocol, CSMA/CA;
IEEE 802.16 WiMAX. Network Layer: Routing
algorithms, Link State and Distance Vector routing; Internet routing,
RIP, OSPF, BGP; IPv4 protocol, packet format, addressing, subnetting,
CIDR, ARP, RARP, fragmentation and reassembly, ICMP; DHCP, NAT and Mobile
IP; IPv6 summary. Fundamentals of Queueing
Theory: Simple queueing models, M/M/ Queues,
M/G/1/ Queues, queues with blocking, priority queues, vacation systems,
discrete time queues. Transport Layer: UDP, segment structure and operation;
TCP, segment structure and operation. Reliable stream service, congestion
control and connection management. Selected Application Layer Protocols: Web
and HTTP, electronic mail (SMTP), file transfer protocol (FTP), Domain Name
Service (DNS). Network Security: Basics of cryptographic systems, symmetric
and public key cryptography, certificates, authentication and use of trusted
intermediaries; Security for WiFi systems. Texts:
References:

EE 337 Information
Theory and Coding
(3006) Information
Theory: Entropy and mutual information for discrete
ensembles; Asymptotic equipartition
property; Markov chains; Shannon's noiseless coding theorem; Encoding of
discrete sources. Discrete memoryless channels;
Shannon's noisy coding theorem and converse for discrete channels;
Calculation of channel capacity and bounds for discrete channels; Deferential
entropy; Calculation of channel capacity for Gaussian channels; Rate
distortion function. Coding Theory: Linear Codes, distance
bounds, generator and parity check matrices, errorsyndrome table; a brief
overview of rings and ideals; Cyclic codes, generator and parity check
polynomials, Finite fields, applications of finite fields to cyclic codes;
BCH codes and ReedSoloman Codes; An overview
of convolutional codes. Maximum likelihood
decoding; Introduction to iterative codes and its suboptimal decoding
algorithms. Texts:
References:

EE 340
Electromagnetic Theory
(3006) Static
fields: Coulomb’s and Gauss’ laws for electrostatics,
Poisson’s and Laplace’s equations, Method of images and boundary
value problems; Equation of continuity, Kirchoff’s
voltage and current laws, Boundary conditions for current density; BiotSavart’s law, Gauss’s and Ampere’s
laws for magnetostatics, Magnetic vector potential;
Magnetic dipoles, Magnetization and behavior of magnetic materials.
Maxwell’s equations: Faraday’s law of electromagnetic induction,
Maxwell’s discovery, Maxwell’s equations and boundary conditions,
Timeharmonic fields. Wave equation and plane waves: Helmholtz wave equation,
Solution to wave equations and plane waves, Wave polarization, Poynting vector and power flow in em
fields. Plane waves at a media interface: Plane wave in different media,
Plane wave reflection from a media interface, Plane wave reflection from a
complex media interface. Finitedifference timedomain method: 1, 2 and
3dimensional simulations, Absorbing boundary conditions and perfectly
matched layer, Applications. Antennas & radiating systems: Radiation
fundamentals, Antenna patterns and parameters, Hertz dipole, Wire antennas,
Loop antennas, Antenna arrays. Method of moments: Introductory example from
electrostatics, Basic steps of the method of moments, Linear operator
equation, Applications. Texts:
References:

EE 360
Embedded Systems
(3006) Introduction:
Introduction to embedded systems with examples, embedded system design &
modeling with unified markup language (UML). ARM processor
fundamentals: Introduction to microprocessors and microcontrollers, 8bit and
16 bit, von Neumann and Harvard architectures, CISC and RISC architectures,
open source core (LEOX), ARM versions, ARM instruction set: programming
model, assembly language, Thumb instruction set, memory organization, data
operations and flow control. CPUs: Input/output mechanisms, isolated and
memory mapped IO; interrupts and real time operations, ARM interrupts
vectors, priorities and latency; supervisor modes, exceptions, traps,
coprocessors; cache memory and memory management. Embedded Platforms: CPUs:
bus protocols, system bus configuration, USB and SPI buses, DMA, ARM bus;
memory devices: memory device configuration, ROM, RAM, DRAM; I/O devices:
timers, counters, ADC & DAC, keyboards,
displays and touch screens. Processes and Operating Systems: multiple tasks
and multiple processes; process abstraction; context switching: cooperative
multitasking, preemptive multitasking, process and objectoriented design;
operating systems and RTOS; scheduling polices; interprocess communication.
Networks: distributed embedded architectures: networks
abstractions, hardware and software architectures; networks for embedded
systems: I2C bus, CAN bus; examples. Case studies: Inkjet printer, telephone
exchange,
etc.
Texts:
References:

EE 304
Design Laboratory
(0033) A student has to do an electronic
hardware miniproject in broad areas like communication, electronic systems
design, control and instrumentation, computer, power systems and signal
processing. The project involves laying down the specifications, design,
prototyping and testing. The project must have major hardware modules
involving active discrete components and integrated circuits. 1.
P. Horowitz and W. Hill, Art of
Electronics, 2^{nd} Ed., Cambridge University Press, 1989. 
EE 371 Control and
Instrumentation Laboratory
(0033) Development
of circuits for signal conditioning, signal recovery, telemetry; PC based
instrumentation; Computer controlled test systems; Experiments using modern
electronic test equipment, Programmable logic controller. Modeling of
physical systems, openloop and closedloop control of systems, design of
classical controllers, closed loop control of servo systems and regulatory
systems, statefeedback based design of modern controllers. Text/References:
G.
F. Franklin, J. D. Powell and A. E. EmamiNaeini, Feedback Control of Dynamic Systems, Prentice
Hall, 2006 
EE 441
Microwave Engineering
(3006) Transmission
lines and waveguides: Distributed elements concept, Telegrapher’s
equations, Lossless and lossy lines, Line impedance
and junction, Smith chart, TEM, TE and TM Waves, Coaxial cable, Rectangular
and circular waveguides. Narrowband and broadband
impedance matching: Lsection impedance matching, single and double stub
matching, Quarter wave transformer, Theory of small reflections, Multi section
matching transformer, Tapered lines. Microwave networks: Nport microwave
networks, Impedance, admittance, transmission and scattering matrix
representations, Reciprocal and lossless networks, Network matrices
transformations, Equivalent circuit extraction. Microwave passive circuits:
RLC, microstrip and waveguide cavity resonators;
Periodic structures and microwave filters; Hybrid junctions, directional
couplers and power dividers; Ferrite devices and circulators. Microwave
integrated circuits: Planar transmission lines, characteristics of microwave
integrated circuits; design of single stage amplifier and oscillator using
transistor; PIN diode based control circuits. Microwave tubes: Limitations of
conventional tubes in the microwave frequency ranges, Klystron amplifier,
Reflex klystron oscillator, Magnetrons, Traveling wave tubes. Microwave
solidstate devices: Characteristics of microwave bipolar transistors and
FET, Transferred electron devices, avalanche diode oscillators. Printed microstrip antennas: Basic characteristics, types and
feeding methods of microstrip antennas, analysis of
rectangular microstrip antennas using simplified
models. Texts:
References:

EE 442
Microwave Engineering Laboratory
(0033) Frequency
and wavelength measurements; determination of standing wave ratio and
reflection coefficient; study of characteristics of Klystron tube and Gunn
diodes; simulation and measurements of antenna parameters. Texts/References:
