KIITEE Exam M.Tech ETC Branch Syllabus

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Semester III
3.1 Applied Mathematics
3.2 Electrical Technology
3.3 Network Analysis
3.4 Electronic Devices & Circuits - I
3.5 Digital System Design
3.6 Computer Oriented Numerical Techniques

Semester IV
4.1 Engineering Mathematics
4.2 Electronic Devices & Circuits-II
4.3 Analog Communication
4.4 Electromagnetic Fields & Waves
4.5 Linear Integrated Circuits
4.6 Management And Economics

Third Year
Semester V
5.1 Probability Theory And Random Process
5.2 Control System Engineering
5.3 Transmission Lines And Waveguides
5.4 Digital Communication
5.5 Signals And Systems
5.6 Computer Organization And Design
Semester VI
6.1 Data Structures Using C++
6.2 Introduction To Microprocessors
6.3 Electronic Instrumentation
6.4 Power Electronics
6.5 Antenna And Wave Propagation
6.6 Digital Signal Processing

Fourth Year
Semester VII
7.1 Advanced Communication Systems
7.2 Digital Signal Processing
7.3 Microprocessor and Application
7.4 Elective-I (VLSI Technology)
7.5 Electronic Instruments

Semester VIII
8.1 Microwave Engineering
8.2 Radio and Television Engineering
8.3 Elective-II (Image Processing)

ETC 3.1: APPLIED MATHEMATICS
MODULE 1
Matrices: types of matrices, determinants, adjoin, inverse of matrix, elementary transformation, elementary matrices, rank of matrix, reduction to normal form,, canonical form. Rank using elementary transformation, linear independence and dependence, system of the form AX=0 and AX=B, and their solutions, Eigen values, Eigen vectors with properties, Cay lay Hamilton theorem with its applications

MODULE 2
Fourier series: Periodic functions, Trignometric series, Euler’s formulas, Dirichlets condition, even and odd functions, half range series, Paseralis identity
Fourier transforms: Fourier transform, inverse Fourier transform applications

MODULE 3
Laplace transforms: Definition, Existence condition, properties, inverse Laplace transforms. Laplace transforms of periodic functions, convolution theorem, Laplace transform of Dirac-Delta function, Application of Laplace transform in storing linear differential. Equation with initial condition, system of Linear simultaneous differential equations.

MODULE 4
Z-transforms, properties, convolution and applications to differential equations wave equations: Derivation and solution of one-dimensional wave equation using separation of variable method. Heat equation, its derivation, and solution using separation of variable method.

TEXT BOOKS AND REFERENCES:
1. Xavier: Signals & DSP, S.Chand
2. Grewal B.S.: Higher Engineering Mathematics, Khanna Publications
3. Erusing Kryszig: Advanced Engineering Mathematics, New International Ltd.
4. Frank Ayres: Theory and Problems of matrices-Schaum Outline Series
5. Data K.B. Matrix and Linear Algebra: PHI
6. Kandaswamy P. Engineering Mathematics Vol. III S.Z Chand & Co. New Delhi

ELECTRICAL TECHNOLOGY

MODULE 1
 Principles of electromechanical energy conversion
 DC Motor: principle, voltage equation, torque-equations, motor characteristics, speed control, starting
 Three Phase Induction Motor: Principle, construction, slip, torque-slip characteristics, starting, speed control.

MODULE 2
 Single phase Induction Motor: Principle of operation of split phase type, capacitor start motors.
 Stepper Motors: Types, principle of operation.
 Synchros: Construction, principle of operation and applications.
 Servomotors: DC servomotor, two-phase ac servomotor.
 Drives: Concept of an Electrical Drive, Classification, characteristics and braking of dc motors.

MODULE 3
 Working principle, construction, torque equations of the following analog instruments (a) PMMC (b) Moving iron (c) Electrodynamometer type
Shunts and multipliers for PMMC type instruments and extension of range,
 Electrodynamometer Wattmeter: construction, torque equation
 Induction type Energy meter: construction, torque equation

MODULE 4
 Potentiometers: DC potentiometer: slide wire type and Laboratory type (Crompton’s Potentiometer), applications.
AC Potentiometer: Drysdale Polar type Potentiometer.
 AC bridges : for measurement of inductance, capacitance and frequency: Maxwell Bridge, Hay’s Bridge, Owen’s Bridge, Schering bridge, Wein’s Bridge, Wagner’s Earth bridge.
 Illumination: Definitions, laws of Illumination
 Electrical heating: advantages, principle of resistance heating, high frequency eddy current heating, dielectric heating.

TEXT BOOKS :
1. A Text Book of Electrical Technology-- B.L Theraja.( Vol II)
2. A Course in Electrical and Electronics Measurement and Instrumentation---A.K. Sawhney

REFERENCE BOOKS:
1. Electrical Power : J.B. Gupta
2. A First Course on Electrical Drives: S.K. Pillai

NETWORK ANALYSIS
MODULE 1
(a) Network classification: Distributed and lumped, passive and active, time variable and time invariant, symmetrical and asymmetrical networks
Network analysis: Mesh and nodal analysis; super-node and super-mesh analysis; t-Pi and Pi-T conversions

(b) Network theorems: Review of Thevenins, Nortons, Millman, Compensation, Reciprocity and Tellgen’s Theorems

MODULE 2
(a) Graph theory: Basic definitions, matrices associated with networks graphs: Incidence, Cutset, Tieset Matrices and Duality. Application to Mesh & Nodal Analysis.

(b) Time-Domain Analysis: Network equations in time-domain, first and second-order circuits, internal conditions, analysis of transient and steady state response to step, ramp, impulse and sinusoidal inputs. Application of Laplace Transform to analysis of networks for different inputs (impulse, step, ramp and sinusoidal)

MODULE 3
(a) Resonance: Series and parallel resonance, Band Width, selectivity and Q-factor of response circuits.
(b) Two port networks: Characteristics in terms of Z, Y, H and ABCD parameters, Equivalent circuits, inter-relationship between the two port parameters; Input, output and image impedance of two ports.
Multi-terminal Networks: Multi-terminal networks, indefinite Admittance3 Matrix

MODULE 4
(a) Attenuators and filters: Symmetrical and unsymmetrical, balanced and unbalanced attenuators; analysis and design of T, Pi, Lattice and Bridged-T attenuator, Types of filters, classification of pass-band and stop-band, design and analysis of constant K and m-derived filters; Butterworth and Chebyshev approximations.

(b) Elements of network synthesis: Positive-real functions, Reactance functions, RL and RC functions

TEXT BOOKS:
• Franklin F. Chuo, Network Analysis And Synthesis, Wiley Eastern
• Circuits and networks – Sudhakar & Shyamohan
• Networks & Systems – Roy Choudhary
• N. Balabanian, T.A. Bichkart and Sundaran Seshu- Electric Network Theory, Wiley &sons
• L. O. Chau, C.A. Desoer and E.S. Kuyh, Linear and Non-linear Circuits, McGraw Hill International,1987
• M.E. Vanvalkenbarg, Network Analysis, Prentice (I) Ltd.
• Network theory and filter Design – Aatre

ELECTRONIC DEVICES & CIRCUITS-I
MODULE 1
(a) Review of half wave and full wave rectifiers, L, C, LC, RLC and multiple LC filters, ripple factor, dc voltage. Design of all types of filters. Zener breakdown, Zener regulation for change in input voltage and output load, design of Zener regulators.

(b) Transistor as amplifier, CB, CE, CC configuration, types of biasing of transistor (fixed, emitter, collector bias with and without bypassed emitter resistor, voltage divider bias), stability factor and methods of improvement in all types of biasing, hybrid parameters and re model for all biasing, design of biasing circuits.

MODULE 2
(a) Field effect transistors, Graphical analysis for finding all FET parameters CG, CS, configurations, various biasing techniques, expressions for Ai, Av, Ap, Zi, Zo for all configurations and biasing

(b) MOSFET, characteristics and method of construction, operation of depletion mode and enhancement mode of MOSFET, Graphical analysis for Q-Point Applications, Dual gate MOSFET and Its applications in AGC amplifier, Field Effect diode, handling of MOS Devices, precautions

MODULE 3
(a) Multistage amplifie4rs and methods of coupling (RC, transformer, direct), Differential amplifier, tuned amplifier, frequency response.
(b) Large signal amplifier, Class A,B, AB, push pull circuits, power gain and efficiency calculations, complementary symmetry circuit, Class C operation of amplifier

MODULE 4
(a) Conduction mechanism in semiconductors, carrier density and conductivity of intrinsic semiconductor, hall Effect, Drift and Diffusion currents, compound semiconductors, single crystal growth, Epitaxy and CVD techniques of semiconductor processing, oxidation and electron beam processing, Ion implementation

(b) Principles of fabrication of integrated circuit components (resistors, capacitors, diodes, BJT, FET on wafers, Hybrid IC’s

TEXT BOOKS:
1. Electronic Devices and circuits – Millman and Halkias – McGraw Hill Publications
2. Electronic Devices and Circuits – Allen Mottershed – PHI Publications
3. Electronic Devices and Circuit Theory – Robert Boylestead and Louis Nashelsky – PHI Publications
4. Electronic Devices and Circuit –Bell-
5. Electrical Engineering materials – A.J. Dekkar – PHI
6. Solid State Electronic Devices – B.G. Streetman - PHI

DIGITAL SYSTEM DESIGN
MODULE 1
Number Systems and codes: Decimal, Binary, Hexadecimal, and Octal number systems; Inter conversions, compliments; Addition and Subtraction using 1’s and 2’s complements; Binary Codes, Gray Code, Excess-3 Code.

Boolean Algebra: Basic Boolean functions, Postulates and theorems of Boolean Algebra, Sum-of-Products and Product-of-Sums forms of Boolean functions; Canonical and Standard forms.

• Simplification of Boolean Functions, Plotting of K-Maps, POS and SOP Simplification, NAND and NOR implementation; Plotting and Reading of a K-Map using VEM Process.

MODULE 2
1.Combinational Logic: Design procedure for combinational logic circuits; design and analysis of Half Adder, Full Adder; their use in designing other combinational logic circuits; Analysis & Design of Encoders and Decoders; Multiplexer and demultiplexers; their use in designing combinational circuits.
2.Memory Elements: SR, JK, T, D Flip-flops and Latches, their schematic symbols, Truth table and Excitation Table; Triggering methods if Flip-flops.

MODULE 3
Sequential Circuits: Design procedure for sequential circuits using state diagrams, State Tables; State assignments and State minimization methods; Circuit implementation.
Design and analysis of Counters, Single mode and Multi-mode Synchronous Counters; Modulo Counters, Asynchronous, Ripple and Ring Counters; Application of Counters.

MODULE 4
Types of Shift Registers: SISO, SIPO, PISO, PIPO, Bi-directional Shift Registers, Loading methods for Shift Registers.
Logic Circuits: Positive and Negative logic RTL, DCTL, DTL, HTL, TTL, ECL and IIL gates. MOS gates.

Comparison of logic gates: Memory Organisation: memory Hierarchy, Main Memory [RAM & ROM], Associative memory [only definition], Cache memory [Associative, Direct & Set-Associative Mapping], Virtual Memory [only definition]

REFERENCE BOOKS:
1. Fletcher, An Engineering Approach to Digital Design.
2. M. Morris Mano, Digital Logic and Computer Design.
3. F.J. Hill and G.L. Peterson, Switching Theory and Logic Design, John Wiley, 1981
4. D. A. Hodges and H.G. Jackson, Analysis and Design of Digital Integrated Circuits, International Student Edn, McGraw-Hill, 1983.
5. Herbert Taub and Donald Schilling, Digital Integrated Electronics, McGraw-Hill.


COMPUTER ORIENTED NUMERICAL TECHNIQUES
MODULE 1
Errors and Approximations: introduction, sources of errors, problems in computations, safeguards against errors, floating point arithmetic, absolute error, relative error, percentage error- calculations.
Inter-polation: Newton’s interpolation formula, LaGrange’s Interpolation, Newton’s Dividend difference, interpolation formula

MODULE 2
Solution of transcendendental and polynomial equations in one variable: Newton Raphson method, Regula Falsi method, Successive bisection, Secant method, etc.

MODULE 3
Solution of linear equations: Gauss’s Elimination, pivoting, computation of matrix inverse using Gauss Elimination, Gauss Jordan methods.
Iterative Algorithms – Jacobi, Gauss Seidal methods, Eigen values and Eigen vectors
MODULE 4
Numerical Integration: Trapezoidal rule & Simpson’s rule, Romberg’s formula
Numerical Differentiation: Newton’s forward and backward difference formulae.
Solutions of ordinary differential equation, Euler’s methods, Runge Kutta methods, Predictor Corrector method

TEXTBOOKS:
1. Numerical algorithm – Krishnamurthy & Sen, PHI
2. Introductory methods of numerical analysis – S. S. Sastry – PHI
REFERENCE BOOKS:
1. Computer Oriented Numerical methods – Rajaraman – PHI
2. First Course in Numerical methods – A. Ratson – McGraw Hill
3. Numerical methods in Engineering & Science Dr. B. S. Grewal - Khanna Publication

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