itm university naya raipur, raipur university naya raipur, raipur ... electronic devices and...
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ITM UNIVERSITY
Naya Raipur, Raipur
B.Tech (Bachelor of Technology)
Second Year Engineering Syllabus
Third Semester
Electrical and Electronics Engineering
(2016)
2
Department of Electrical and Electronics Engineering
B.Tech Third Semester Syllabus Teaching and Examination Scheme
Subject Code Subject Name
Credits Examination Scheme
Th.+Tut (L+T)
Pr. (P)
Theory Marks
Term Work
(Internal)
Practical (External) Total
Internal Assessment End
Sem. Exam
CT‐1 CT‐ 2 CT
AVG
302301 Applied Mathematics-III 06 ‐ 30 30 30 70 ‐ ‐ 100
302302 Electrical Machines-I 04 ‐ 30 30 30 70 ‐ ‐ 100
302303 Electronic Devices and Circuits
04 ‐ 30 30 30 70 ‐ ‐ 100
302304 Digital Electronics and Logic Design
04 ‐ 30 30 30 70 ‐ ‐ 100
302305 Network Analysis 04 ‐ 30 30 30 70 ‐ ‐ 100
302306 Electromagnetic Field Theory
04 30 30 30 70 - 100
302307 Electrical Machines-I Lab
‐ 02 ‐ ‐ ‐ ‐ 15 35 50
302308 Electronic Devices and Circuits Lab
- 02 ‐ ‐ ‐ ‐ 15 35 50
302309 Digital Electronics and Logic Design Lab
- 02 ‐ ‐ ‐ ‐ 15 35 50
302310 Electrical Engineering
Workshop Lab - 02 ‐ ‐ ‐ ‐ 15 35 50
302311 Report Writing - 02 ‐ 15 35 50
302312 Project ‐ I 04 50 100 150
26 14 180 420 125 275 1000
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Subject Code: 302301 Subject Name: Applied Mathematics – III
Lectures: 6 hrs per week End semester Examination duration: 3 hrs
Detailed Syllabus
Topics
Unit–I- FOURIER SERIES & FOURIER TRANSFORM: Periodic Functions, Fourier series for
function with period 2π, Drichlet’s conditions, Fourier series for functions having finite discontinuities,
Change of Interval, Fourier series for Even and odd functions, Half range Fourier series, Harmonic
analysis.Fourier Transform , Fourier Integral (complex form), Fourier Sine and Cosine transforms,
Properties,Convolution theorem, Parseval’s identity.
Unit–II- LAPLACE TRANSFORM: Definition, conditions for Laplace Transform, Transform of
general functions (e t, t n, sin at, cos at, sinh at, cosh at), Shifting theorem, Laplace transform of
derivative and integral of a function, differentiation and integration of transform (Multiplication and
division by t). Inverse Laplace transform – Methods of finding inverse Laplace transform, Convolution
theorem (without proof).Application – Application in finding value of integrals, Solution of Differential
equations (LDE & Simultaneous linear equations), Laplace transform of some
special functions (Unit step function, Unit Impulse function, Periodic function)
Unit‐III- Z – TRANSFORM: Sequence, Basic operations on sequences, Definition of Z‐ Transform,
Linearity, Change of scale & shifting properties, Z‐transform of standard sequences, Inverse Z-
Transform, Multiplication by n & division by n, Initial value & final value theorems, Convolution of
sequences, Convolution theorem, Inverse Z‐transform by partial fraction, power series and residue
methods. Application to solution of difference equations.
Unit–IV-RANDOM VARIABLE: Random variable, Probability distributions (Discrete and
Continuous), Constants of Probability distributions (Expectation, variance, moment and Mean deviation
from mean),. Repeated Trials, Binomial Distribution & properties Poisson distribution, Poisson’s
Distribution as limiting case of Binomial Distribution, Normal Distribution, Properties, calculation of
probability using Normal curve and chart.. sampling techniques (Probabilistic and non‐ Probabilistic ),
Sampling distributions, Error in Sampling : Chi‐Square, t ,z and F tests
Unit–V- CALCULUS COMPLEX FUNCTIONS: Analytic functions, Cauchy – Riemann Equations,
Harmonic Functions and Orthogonal systems. Construction of analytic functions and flow problems.
Integration of complex functions, Cauchy’s Integral theorem (without proof), Cauchy’s Integral formula
–Extension and generalizations (without proof) Series expansion of Complex functions –Taylor’s and
Laurent’s series Zeroes and Singularities of an analytic function, Residue at pole, calculation of
residues. Evaluation of real integrals using calculus of residues.
Recommended Books:
1. Higher Engineering Mathematics – B. S. Grewal (42nd
Edition) – Khanna Publishers .
2. Advanced Engineering Mathematics – E. Kryzig (9th
Edition) – John Willy Publication.
3. Engineering Mathematics – III – H. K. Pathak – Shiksha Sahitya Prakashan.
4. Engineering Mathematics – H. K. Dass – S. Chand Publication.
5. Advanced Engineering Mathematics - Jain / Iynger – Narosa Publication.
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Subject Code: 302302 Subject Name: Electrical Machines‐I
Lectures: 4 hrs/Week End semester Examination duration: 3 hrs
Detailed Syllabus
Topics
Unit–I- D.C. Generators – Construction & Operation: D.C. Generators – Principle of operation –
Action of commutator – constructional features – armature windings – lap and wave windings –
simplex and multiplex windings – use of laminated armature – E.M.F Equation – Problems
Unit–II- Armature reaction in D.C. Generator: Armature reaction – Cross magnetizing and De-
magnetizing AT/pole – compensating winding – commutation – reactance voltage – methods of
improving commutation.
Unit‐III- Types & Load Characteristics of D.C. Generators: Methods of Excitation – separately
excited and self excited generators – build-up of E.M.F - critical field resistance and critical speed -
causes for failure to self excite and remedial measures.
Load characteristics of shunt, series and compound generators – parallel operation of d.c series
generators – use of equalizer bar and cross connection of field windings – load sharing.
Unit–IV- D.C. Motors: D.C Motors – Principle of operation – Back E.M.F. - Torque equation –
characteristics and application of shunt, series and compound motors – Armature reaction and
commutation.
Unit–V- Speed Control & Testing of D.C. Machines: Speed Control of DC Motors: Armature
voltage and field flux control methods. Ward-Leonard system. Principle of 3 point and 4 point starters
– protective devices. Testing of DC Machines: Losses – Constant & Variable losses – calculation of
efficiency – condition for maximum efficiency. Methods of Testing – direct, indirect and regenerative
testing – brake test – Swinburne’s test –Hopkinson’s test – Field’s test – Retardation test – separation
of stray losses in a d.c. motor test.
Recommended Books:
1. The Performance & design of D.C.Machines by A.E.Clayton, BPB publisher
2. Electrical Machines by P.S.Bhimbra, Khanna Pub.
3. Electric Machinery, 6th
Ed. By Fitzgerald & Kingsley, Tata McGraw-Hills
4. Electrical Machines by I.J.Nagrath and D.P. Kothari 3rd
Ed., Tata McGraw-Hills
5. Theory & performance of Electric Machines, by J.B.Gupta, S.K.Kataria & Sons
6. Electrical Technology, Volume II, by B.L. Teheraja, A.K. Theraja, S.Chand Publications.
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Subject Code: 302303 Subject Name: Electronic Devices and Circuits
Lectures: 4 hrs/Week End semester Examination duration: 3 hrs
Detailed Syllabus
Topics
Unit–I-P-N Junction Diode: Transport Phenomena in semiconductor, Formation of P-N Junction,
Properties of P-N Junction, P-N Junction Diodes; Semiconductor Diodes, V-I Characteristics, Effect of
Temperature on V-I Characteristics, Ideal Diode, Diode equation, Diode Resistance, Diode
Capacitance: Transition and Diffusion Capacitance.
Unit–II- Bipolar Junction Transistor (BJT): Physical behavior of a BJT – Ebers - Moll model, large
signal current gains, Modes of transistor operation - Common Base, Common Emitter and Common
Collector configurations, Input and output characteristics, Early effect, regions of operation, AC and
DC load lines - Need for stability of Q-Point, Bias stability – fixed bias, collector to base bias, self bias.
Transistor switching times - Transistor as a switch and an amplifier, High frequency effects, BJT
ratings.
Unit‐III- Junction Field Effect Transistor (JFET): JFET operation, V-I characteristics, transfer
characteristics, regions of operation. DC analysis - JFET biasing. Small signal JFET model, JFET as a
switch, Voltage variable resistor and an amplifier.
Unit–IV- Metal Oxide Semiconductor Field Effect Transistor (MOSFET):Constructional details -
Operation of Enhancement and Depletion type MOSFETs , V-I characteristics, Transfer characteristics,
analytic expression for drain current, Comparison of PMOS and NMOS devices - MOSFET biasing,
MOSFET as a switch, resistor and amplifier, Introduction to CMOS devices.
Unit–V- Integrated Circuit (IC) Fabrication: Monolithic IC technology - Planar processes, Epitaxial
growth, Oxidation, Photolithography, Diffusion, Ion implantation, Metallization. BJT fabrication -
need for buried layer, Junction and Dielectric isolation, Fabrication of PNP multiple emitter transistors,
Monolithic diodes, Fabrication of FETs, NMOS enhancement and depletion MOSFETs.
Recommended Books:
1. Millman J and Grabiel A, “Microelectronics”, Tata McGraw-Hill Publishing Company Limited,
New Delhi, 3rd Edition, 2000.
2. Boylestead L R and Nashelsky L, “Electronic Devices and Circuit Theory”, Pearson Education
India Series, New Delhi, 9th Edition, 2006.
3. Adel S Sedra and Kenneth C Smith, “Microelectronic Circuits”, Oxford University Press,
London, 4th Edition, 1998.
4. Thomas L. Floyd, “Electronic Devices”, Pearson Education India Series, New Delhi, 7th Edition,
2007.
5. David A Bell, “Electronic Devices and Circuits”, Prentice Hall of India, New Delhi, 4th Edition
2000.
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Subject Code: 302304 Subject Name: Digital Electronics and Logic Design
Lectures: 4 hours per Week End semester Examination duration: 3 hrs
Detailed Syllabus
Topics
Unit–I-Number Systems: Number systems, Conversions, Number Representations, Demorgan’s
Theorem, Boolean algebra and Arithmetic operations. Binary codes, Error detection and correction
codes.
Unit–II-Combinational circuits: Simplification of Boolean functions by K-map method and Q. M.
method, Half adder, Full adder, BCD adder, Subtracted, ALU, Magnitude comparators, Encoders,
Decoders, Multiplexers, De Multiplexer, Implementation using ROM, PLA.
Unit‐III-Sequential circuits: Various types of flip-flops and their conversions. Registers, Timing
issues, Counters- Synchronous, Asynchronous. Finite state machines. Design of Synchronous sequential
circuits. Design of Asynchronous circuits, cycles, races and hazards.
Unit–IV- Memory devices: Classification of Memories, Read Only Memory (ROM), Random Access
Memory (RAM), Memory Decoding, Memory Expansion, Programmable Logic Devices, latest trends
in memories.
Unit–V- Applications of digital Circuits:
Overview, Frequency Counter, Time Meter, Bar Graph Display System, Multiplexed Display System,
Digital Voltmeter, Digital Multimeter.
Recommended Books:
1. Digital Design, 3rd Edition by M. Morries Mano, Pearson Edu. India.
2. Digital Design – Principle & Practice, 3rd Edition by John F. Wokerly, Pub. Pearson
Education.
3. Digital circuits and design- Vikas publishing house, S.Salivahanan
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Subject Code: 302305 Subject Name: Network Analysis
Lectures: 4 hours per week End semester Examination duration: 3 hrs
Detailed Syllabus
Topics
Unit–I-Review of Basic Electrical theorem: Reviews of mesh & nodal analysis, super mesh and super
node. Reciprocity and Millman’s theorem, Maximum power transfer theorem, superposition theorem. Q
factor, Bandwidth and Selectivity in Series & parallel resonance Circuits. Coupled Circuits: Dot
Convention for representing coupled circuits, coefficient of coupling. Loop Analysis of coupled circuits,
single and double tuned coupled circuits.
Unit–II-Time domain analysis of first order differential equation: Transient behavior and initial
conditions: Behavior of circuit elements under switching condition and their Representation, evaluation
of initial and final conditions in RL, RC and RLC circuits for AC and DC excitations.
Unit‐III-Time domain analysis of second order differential equation: Time domain analysis of RLC
networks, Solution of network equations using Laplace transform: frequency domain analysis of RLC
circuits. . Response to step, impulse and ramp inputs S - domain circuits, Network graphs: Topological
description of networks, matrices associated with graphs; incidence, fundamental cut set and fundamental
circuit matrices.
Unit–IV-Two Port networks: Z, Y, h, & ABCD representation of T and TT2 – port, Networks both in
transmission parameters T - TT networks, 2 port networks, Cascade and Parallel Connections. Image and
iterative impedances.
Unit–V-Network Synthesis: Foster’s reactance Theorem, Synthesis of LC, RC and RL networks by
Cauer - I, Cauer - II, Foster - I, & II forms. Filters: Design of low pass, high pass, band pass & band
elimination filters, Active filters, Input Power, Power Transfer and Insertion loss, Synthesis of active
filters: Butterworth and Chebyshev Techniques.
Recommended Books:
1. Network Analysis : M.E Van Valkenbrg
2. Network Analysis & Synthesis : Franklin F. Kua Second Edition
3. A Course in Electrical Circuits and Analysis : M. L. Soni, J. C. Gupta
4. Network Synthesis : M. E. Van Valkenberg
5. Electrical Networks : Alexander & Sadiku
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Subject Code: 302306 Subject Name: Electromagnetic Field Theory
Lectures: 4 hrs/Week End semester Examination duration: 3 hours
Detailed Syllabus
Topics
Unit–I- General Principles: Review of vector algebra, Coordinate systems, Rectangular, Cylindrical and
Spherical Coordinate Systems- Coordinate transformation-Differential Line, Surface and Volume
Elements-Line, Surface and Volume Integrals- Gradient, Divergence and Curl Operators-Divergence
Theorem Stokes’ Theorem.
Unit–II- Electrostatic Fields: Field concept, Charge Distributions, Coulomb’s Law, Electric Field
Intensity- Determination of Electric Field due to Discrete, Line, Surface and Volume Charges- Electric
Potential Relationship between Electric Field Intensity and Electric Potential, Potential due to Electrical
Dipole-Potential due to an Infinite Uniformly Charged Line- Electric Flux and Flux Density Gauss’ Law,
Relation Between Electric Flux and Electric Field Intensity, Electrostatic Energy Laplace’s and
Poisson’s Equations, Dielectrics, Capacitance, Boundary Conditions at the Interface of Two Dielectrics.
Unit‐III-Magnetostatic Fields Current Density: Magnetic Flux, Magnetic Flux Density, Magnetic
Field Intensity, Relationship between Magnetic Field Intensity and Magnetic Flux density, Biot-Savart
Law, Determination of Magnetic Field due to Infinitely Long Straight Conductor, Circular Current Loop
and Rectangular Current Loop, Ampere’s Law, Determination of Magnetic Field due to a Co-axial
Cable using Ampere’s Law, Force and Torque in Magnetic Field- Boundary Conditions at the Interface
of Two Magnetic Materials, Self and Mutual Inductances, Inductance of a Solenoid and a Toroid.
Unit–IV- Electromagnetic Fields Displacement Current: Eddy current, Faraday’s Law, Lenz’s Law,
Transformer and Motional EMF, Maxwell’s Equations.
Unit–V- Electromagnetic Waves Generation: Propagation of Waves in Dielectrics, Conductors and
Transmission lines, Skin effect, Power and the Poynting Vector.
Recommended Books:
1. Joseph. A.Edminister, “Theory and Problems of Electro Magnetics”, 2nd Edition, chaum’s
Outline Series, Tata Mc Graw- Hill Publishing Company Limited, New Delhi, 2005.
2. William H.Hayt Jr., John A.Buck, “Engineering Electro Magnetics”, Tata McGraw-Hill
Publishing Company Limited, New Delhi, 3rd Edition,2007.
3. Matthew N.O. Sadiku, “Elements of Electromagnetics’, Oxford University Press, London, 3
rd Edition 2005.
4. Gangadhar, K.A., “Field Theory”, Khanna Publishers Limited, New Delhi, 15th Edition,
Third Reprint 2004
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Subject Code: 302307 Subject Name: Electrical Machines – I Lab
Practical: 2 hours per week Detailed Syllabus
Term work: Team work shall consist of record of the experiments based upon the following:
List of Experiments:
1. Magnetization characteristics of DC shunt generator and also determination of critical field
resistance and critical speed.
2. Load test on DC shunt generator for determination of characteristics.
3. Hopkinson’s Test on DC shunt machines for determination of efficiency.
4. Separation of losses in DC shunts motor.
5. Swinburne’s Test and speed control of DC shunt motor for determination of efficiencies.
6. Brake Test on DC shunt motor. Determination of performance curves.
7. Retardation Test on DC shunt motor. Determination of losses at rated speed.
8. Load Test on DC series generator for determination of characteristics.
9. Fields Test on DC series machines for determination of efficiency.
10. Load Test on DC compound generator for determination of characteristics.
11. Brake Test on DC compound motor for determination of performance curves.
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Subject Code: 302308 Subject Name: Electronic Devices and Circuit Lab
Practical: 2 hours per week
Detailed Syllabus
Term work: Team work shall consist of record of the experiments based upon the following:
List of Experiments:
1. Familiarization with electronics components.
2. Study of diode (Si, Ge) characteristics.
3. Study of transistor characteristics by using CE mode.
4. Study of characteristics of JFET Amplifier.
5. Study of Half-Wave Rectifier (with and without Filter).
6. Study of Full-Wave Rectifiers (with and without Filter).
7. Study of Integrator and Differentiator using R and C.
8. Study of Voltage Regulator (Series Type).
9. Study of Emitter Follower.
10. Study of RC Phase-Shift Oscillator.
11. Study of Colpitts Oscillator.
12. Study and hands on practice on different fabrication techniques.
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Subject Code: 302309 Subject Name: Digital Electronics and Logic Design Lab
Practical: 2 hours per week
Detailed Syllabus
Term work: Term work shall consist of record of the experiments based upon the following:
Practical:
1. Digital Logic Gates: Investigate logic behavior of AND, OR, NAND, NOR, EX-OR,
EX-NOR. Invert and Buffer gates, use of Universal NAND Gate.
2. Gate–level minimization: Two level and multi level implementation of Boolean functions
3. Combinational Circuits: design construct and test: address and subtractor, code
converters, gray code to binary and 7 segment display.
4. Design, implement and test a given design example with (i) NAND Gates only (ii) XOR
Gates only and (iii) Decide and NAND Gates.
5. Design with multiplexers and de-multiplexers.
6. Flip-Flop: Construct, Test and Investigate operation of S-R, T, D & J-K flip-flops.
7. Shift Registers: Investigate the operation of all types of shift registers with parallel load.
8. Counters: Design, Construct and test various ripple and synchronous counters – decimal
counter, UP/DOWN Counter, Binary counter with parallel load.
9. Memory Unit: Investigate the behavior of RAM unit and its storage capacity – 16 X 4
RAM testing, simulating and memory expansion.
10. Clock-pulse generator- Design implements and test.
11. Parallel Adder and Accumulator: Design, implement and test.
12. Binary Multiplier: Design and Construct a circuit that multiplies 4-bit unsigned numbers
to produce a 8-bit product.
13. VHDL simulation of experiments: choose any from Sr. no 3 to 12 and implement it.
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Subject Code: 302310 Subject Name: Electrical Engineering Workshop Lab
Practical: 2 hours per week
Detailed Syllabus
Term work: Team work shall consist of record of the experiments based upon the following:
List of Experiments:
1. Hands on training of all major tools / Accessories used in electrical workshop. (Symbols &
abbreviations, Safety instructions are also to be explained during first visit to lab.)
2. One lamp controlled by one switch with provision for plug socket with switch control.
3. Two lamps control using two way switches
4. Two lamps control by a single switch.
5. Staircase wiring Circuit.
6. Godown Wiring.
7. Check a fluorescent lamp, choke, and starter (installation)
8. Install a ceiling fan and the regulator.
9. Understand the different system of wiring used for domestic installation.
10. Fabrication of DC regulated power supply.
11. Removal of insulation and fixing of various types of lugs in wire / cable using Crimping tool.
12. To provide service connection for industrial installation (3 phase- 4 Wire)
13. Motor and Fan Rewinding workshop and observing various repairing and testing activities.
14. Replace the old element for heater, kettle, non–automatic electronic iron, room heaters etc.,
with a new one. And test the appliance to ensure proper functioning and safety against shock.
15. Dismantle and reassemble an electric iron, heater, kettle, room heater, toaster,
hair dryer, mixie etc.
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Subject Code: 302311 Subject Name: Report Writing
Practical: 2 hours per week
Detailed Syllabus
Term work: Term work shall consist of record of at least TWO CASE Based Studies.
The record must contain the following:‐
1. Well-defined Case – based Problem
2. Motivation to select such problem
3. General approach to solve such problems
4. Methods Applied to Solve such Problems
5. Flowchart and Algorithm to solve Problem
6. Basic Software and Hardware required to solve such problem
7. Practical Applications
8. Final Observations and Conclusions
9. Any help to the Society through the above said Problem.
Please Note: Based on the above a power point presentation must be given by the candidate and
defended with positive attitude.
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Subject Code: 302312 Subject Name: Project‐ I
Practical: 4 hours per week
Detailed Syllabus
Term work: Term work shall consist of report / thesis submitted based on the topic of one good
Engineering / Research based problem.
1. Formation of team, selection of topic : Presentation on different project topics, Team formation
including students and guide, Literature review in Library and internet on different project topics,
Selection of Project topic and objectives
2. Site Visits (If required): Before undertaking the project design, team should visit sites where the
project is already implemented and get acquainted with different perspectives. They should meet
experienced personalities in the area and take their advice.
3. Preliminary Design : After selection of topic, the team should carry out further literature review
and then come out with the preliminary design of the project in the form of drawing and
explanation.
4. Semester Project Progress Report : A semester project progress report should be prepared
comprising the work done as said above. The report should be presented before the
Department faculty and subject experts.
The Report / Thesis must contain the following:‐
1. Well‐defined Case – based Problem
2. Motivation to select such problem
3. General approach to solve such problems
4. Methods Applied to Solve such Problems
5. Flowchart and Algorithm to solve Problem
6. Basic Software and Hardware required to solve such problem
7. Practical Applications
8. Final Observations and Conclusions
9. Any help to the Society through the above said Problem.
Please Note: Based on the above work a power point presentation must be given by the
candidate and defended with positive attitude. The candidate will be appreciated if he / she
present his / her work in a Conference or publish his / her work in a reputed Journal.