3RD SEMESTER
|
CODE |
THEORY |
Contacts
periods Per
week |
Total |
Credits | |||
|
L |
T |
P | |||||
|
A. THEORY: |
|
|
|
|
| ||
|
EE301 |
Circuit Theory &
Networks |
3 |
1 |
- |
4 |
4 | |
|
EE302 |
Electrical & Electronic
Measurement |
3 |
1 |
- |
4 |
4 | |
|
CS302 |
Data Structure &
Algorithms |
3 |
1 |
- |
4 |
4 | |
|
MS301
|
Materials Science
|
3 |
0 |
- |
3 |
3 | |
|
M
302 |
Mathematics
|
3 |
1 |
- |
4 |
4 | |
|
CS312 |
Numerical Methods &
Programming |
3 |
0 |
- |
3 |
3 | |
|
|
TOTAL OF THEORY |
|
|
|
22 |
22 | |
|
B. PRACTICAL |
|
|
|
|
| ||
|
EE
391 |
Circuits & Network
Lab |
0 |
0 |
3 |
3 |
2 | |
|
EE
392 |
Electrical & Electronic
Measurement Lab |
0 |
0 |
3 |
3 |
2 | |
|
CS
392 |
Data Structure
Lab |
0 |
0 |
3 |
3 |
2 | |
|
CS382 |
Numerical Methods & Programming
Lab |
0 |
0 |
3 |
3 |
2 | |
|
|
TOTAL OF PRACTICAL
|
|
|
|
12 |
8 | |
|
|
TOTAL of
Semester : |
34 |
30 | ||||
Syllabus
of B.Tech. in Electrical Engineering
CIRCUIT THEORY
& NETWORKS
Code: EE
301
Contact: 3L + IT
Credit:
4
Different
types of systems & networks: continuous & Discrete, Fixed and Time
varying, Linear and Non-linear, Lumped and distributed, Passive & Active
Networks & Systems
Network
theorems and their applications in circuit analysis, Formulation of network
equations, Source transformations,
Graph of
network, concept of tree branch, tree link. Incidence matrix, Tie-set matrix and
loop currents, Cut set matrix and node pair potentials
Two port
networks, Open circuit Impedance and Short circuit Admittance parameters,
Transmission parameters, hybrid parameters, and their inter-relations
Indefinite
admittance matrix- their applications to the analysis of active
network
Active filter
analysis and synthesis using operational amplifier
SPICE: How
SPICE works. Model statement, models for passive and active device, D.C.
circuits analysis, small signal analysis, capacitors and inductors in D.C.
Circuits, steady state and transient, plotting and printing, input and output
Impedance, D.C. sensitivity analysis, harmonic decomposition (Fourier Series),
Harmonic re-composition, voltage controlled components
Text books
:
1. Sudhakar:Circuits &
Networks:Analysis & Synthesis 2/e TMH
2. Engineering circuit analysis with
PSPICE and probe-Roger,MH
3. Engg Circuit Analysis,: Hayt 6/e
Tata Mcgraw-Hill
4. Valkenburg M. E. Van, “Network
Analysis”, Prentice Hall
5. A. Chakravarty: Networks, Filters
& Transmission Lines
6. D.Chattopadhyay and P.C.Rakshit:
Electrical Circuits
7. A.V. Oppenheimer and A.S.Wilsky:
Signals & Systems, PHI
8 R.V.Jalgaonkar.: Network
Analysis & Synthasis.
9 Sivanandam: Electric Circuits
Analysis
10 Gupta: Circuit Analysis with
Computer Application, New Age International
11 Mann: Introductory A.C.Circuit
Theory, Universities Press
12 Aatre: Network Theory & Filter
Design, New Age International
13 Adby: Applied Circuit Theory, New
Age International
14 Wadhwa: Network Analysis &
Synthesis, New Age International
15 Roychowdhury: Linear Integrated
Circuits, New Age International
16 Roy Choudhury D., “Networks and
Systems”, New Age International Publishers.
17 V.K. Chandna, A Text Book of
Network Theory & Circuit Analysis, Cyber Tech
18 Badrinarayanan: Electric Cirucit
Theory-Scitech Publications
References
:
1. Reza F. M. and Seely S., “Modern
Network Analysis”, Mc.Graw Hill Book Company
2. Kuo F. F., “Network Analysis &
Synthesis”, John Wiley & Sons.
Code : EE 302
Contacts : 3L + 1T
Credits
:4
General features –
Construction and principle of operation of moving coil, moving iron,
Dynamometer, Thermal and Rectifier type
deflecting instruments. Deflecting, controlling and damping torques,
extension of instrument ranges using shunts, multipliers and instrument
transformers. Measurement of low, medium and high resistances, Kelvins double
bridge, multimeters, megger, localization of cable
faults.
D.C. and A.C.
potentiometers, Measurement of high
voltage, Electrostatic instruments, measurement of inductances, capacitance and
frequency by A.C. Bridges.
Measurement of power in
polyphase circuits, various
wattmeter connections. A.C. and D.C. energy
meters.
C.R.O. construction &
principle measurement of voltage, current, frequency and phase by oscilloscope.
Electronic voltmeters – analog and digital. Digital
multimeters, Audio oscillators, signal generators and frequency
counter.
Text
Books:
1. Golding E.W. & Wides F.C. :
Electrical Measuring Instruments & Measurements ;
Wheeler
2. Electronic Instrumentation – H.S.
Kalsi, ISTE/EXCEL BOOKS
3 Singh:Industrial
Instrumentation &control 2/e Tata Mcgraw-Hill,NewDelhi
4
Kalsi:Electronic
Instrumentation ,TMH
5
Sawhney A K : A course in
Electrical & Electronic Measurements & Instruments, Dhanpat rai
6 Heltrick A.D. & Cooper
W.D. : Modern Electronic Instrumentation & Measuring Instruments; Wheeler
7 Patranabis D: Sensors & Transducers, Wheeler 96
8 R.V.Jalgaonkar.: Electronics Instrumentation.
9 Sutko: Industrial
Instrumentations
10
11
Reissland: Electrical Measurement, New Age International
DATA STRUCTURES AND
ALGORITHMS
Code: CS 302
Contact: 3L + IT
Overview of C language
Time and Space analysis of
Algorithms - Order Notations.
Linear Data Structures -
Sequential representations - Arrays and Lists, Stacks, Queues and Dequeues,
strings, Application.
Linear Data Structures, Link
Representation - Linear linked lists, Circularly linked lists. Doubly linked
lists, application.
Recursion - Design of
recursive algorithms, Tail Recursion, When not to use recursion, Removal of
recursion.
Non-linear Data Structure:
Trees - Binary Trees, Traversals and Threads, Binary Search Trees, Insertion and
Deletion algorithms, Height-balanced and weight-balanced trees, B-trees, B+
-trees, Application of trees; Graphs - Reppresentations, Breadth-first and
Depth-first Search.
Hashing - Hashing Functions,
collision Resolution Techniques.
Sorting and Searching
Algorithms, Bubble sort, Selection Sort, Insertion Sort, Quicksort, Merge Sort,
Heap sort and Radix Sort.
File Structures - Sequential
and Direct Access. Relative Files, Indexed Files - B+ tree as index.
Multi-indexed Files, Inverted Files, Hashed Files.
Text books:
1. Data
Structures and Algorithms – O.G. Kakde and U.A. Deshpande, ISTE/EXCEL
BOOKS
2. Aho Alfred V., Hopperoft
John E., UIlman Jeffrey D., “Data Structures and Algorithms”, Addison Wesley
3. Drozdek A –Data
Structures and Algorithms
4. Pujari A.K. –
Data Mining & Techniques, Universities Press
5. Ajay Agarwal- Data Structure Through C, Cyber
Tech
6.Radhaganesan,P -C and Data Structures-Scitech
Publications
References :
1.Heileman :data structures
algorithms &OOP Tata McGraw Hill
2. Data Structures Using C –
M.Radhakrishnan and V.Srinivasan, ISTE/EXCEL BOOKS
3. Weiss Mark Allen,
“Algorithms, Data Structures, and Problem Solving with C++”, Addison Wesley.
4. Horowitz Ellis & Sartaj Sahni,
“Fundamentals of Data Structures”, Galgotria Pub.
5.Tanenbaum A. S. , “Data
Structures using ‘C’ ”
Code : MS 301
Contacts : 3L
Credits
:3
Introduction :
Classification of materials; Structure-property Relations; Metals & Alloys,
Ceramics, Polymers, Composites and Semiconductors. Atomic Structure &
Interatomic Bonding ; Fundamentals of Atomic Structure and Chemical Bonding;
Atomic Bonding in Solids.
Phase Diagrams : Phase
Rules; Single component and Binary Phase diagrams; The Level Rule; Hume-Rothery
rules of alloying.
Diffusion in solids : Fick’s
Laws of Diffusion; The Atomic Model of Diffusion
Phase Transformations:
Nucleation and Growth , Recovery, Re crystallization and Grain
Growth.
Environmental Degradation of materials : Oxidation and
Corrosion; Thermal and Photo Degradation ; Chemical Degradation ; Radiation
Damage.
Structure of solids :
Crystalline and Non-crystalline states; Crystallographic directions and phases;
Determination of crystal structures.
Defects and imperfections in
solids : Point, Line and Planer defects; Interfacial defects and volume defects;
impurities in solids.
Elastic, Plastic and
Viscoelastic Behaviour of materials: Stress-strain relationship; relaxation and
creep; strengthening mechanism and fracture.
Thermal properties of
materials : Heat capacity; Thermal expansion and thermal
conductivity.
Electrical properties :
Electronic and Ionic conduction; Energy Band structures in solids ; Electron
Mobility ; Temperature variation of conductivity.
Dielectric behaviour :
Capacitance ; Types of polarization ; Frequency dependence of dielectric
constant; Ferroelectricity and
Piezoelectricity in materials.
Magnetic properties :
Diamagnetic; Ferromagnetic, antiferromagnetic and Ferrimagnetic behaviour of
materials; soft and hard magnetic materials;
superconductivity.
Optimal properties : Light
interaction with solids; Absorption, Transmission and Reflection; Luminescence;
Photoconductivity ; Lasers.
Materials selection:
Material properties and Engineering Design parameters; General effects of
processing on parameters; selection of structural; Electronic and Magnetic
Materials – case studies.
Text Books:
1. L.H. Van Vlack - Elements of
Materials Science & Engineering – Addison-Wesley Publishing Company, New
York.
2. V Raghavan – Materials Science
& Engineering. – Prentice Hall of India Pvt. Ltd., New
Delhi.
3. Murthy & Jena: Structure and
properties of Engineering Materials ,TMH New Delhi
4. W D Callister, Jr. – Materials Science &
Engineering – An Introduction – John Willey & Sons, Inc, New
York.
5. J F Shackelford – Introduction to
Materials Science for Engineers – Maxwell Macmilan International Editions,
Singapore.
6. C M Srivastava & C Srinivasan –
Science of Engineering materials – New Age International (P) Ltd. Publishers,
New Delhi.
7. Palnisamy:Materials
Science-Scitech Publications
Reference
Books:
1. J W Mayer and S S Lau – Electronic
Materials Science - Maxwell Macmilan International Editions, Singapore
2. R E Hummel – Electronic
Properties of Materials – Narosa Publishing House, New
Delhi.
Code : M
302
Contacts : 3L +
1T
Credits:
4
Fourier Series, Integrals
and Transforms :
Properties, Inverse, Fourier
Transform of Derivative, Convolution, use of Fourier Series and Transforms in
solving Partial Differential Equations.
Partial Differential
Equations :
Boundary and Initial
Conditions, Solution of Laplace's and Heat Conduction Equations
Complex Analysis
:
Functions, Limits and
Continuity, Analytic Functions, Cauchy Riemann Conditions, Analytic Continuation, Complex Integration and
Cauchy's Theorem, Cauchy's Integral Formula, Taylor's and Laurent Series, Reside
Theorem and it's application to evaluation of integral, Introduction to
Conformal Mapping.
Probability and Statistics
:
Mean, Median, Mode, Standard
Deviation, Moments, Skewness, Kurtosis. Definition of Laws of Probability,
Conditional probability, Multiplication, Independence of Events, Bayes' Rule,
Sample Space, Random Variable, Discrete and Continuous Probability Distributions
- Cumulative Distribution Functions-Mathemmatics Expectancy, Standard Probability
Models - Binomial, Poisson, Normal, Sampling and its Distribution, Correlation
and Regression, Method of Least Square - Fittings.
Graph Thoery
:
Graphs, Digraphs,
Isomorphism, Walks, Paths, Circuits, Shortest Path Problem, Dijkstra's
Algorithm, Trees, Properties of Trees, Cotrees and Fundamental Circuits,
Shortest Spanning Trees - Kruskal's Algorithm, Cut Sets, Fundamental Cut Sets
and Cut Vertices, Planar and Dual Graphs, Metric Representation of Graphs,
Networks, Flow Augmenting Path, Ford-Fulkerson Algorithm for Maximum
Flow.
Text Books
:
1. Gupta S . C and Kapoor V K :
Fundamentals of Mathematical Statistics - Sultan Chand &
Sons.
2. Lipschutz S: Theory and Problems of
Probability (Schaum's Outline Series) - McGraw Hill Book.
Co.
3. Spiegel M R : Theory and Problems
of Probability and Statistics (Schaum's Outline Series) - McGraw Hill Book Co.
4. Goon A. M., Gupta M K and Dasgupta
B: An Outline of Statistical Theory-Vol.I - The World Press Pvt.
Ltd.
5. Goon A.M., Gupta M K and Dasgupta
B: Fundamental of Statistics - The World Press Pvt. Ltd.
6. Spiegel M R : Theory and Problems
of Complex Variables (Schaum's Outline Series) - McGraw Hill Book
Co.
7. Bronson R: Differential Equations
(Schaum's Outline Series) - McGraw Hill Book Co.
8. Ross S L : Differential Equations -
John Willey & Sons.
9. Sneddon I. N. : Elements of Partial
Differential Equations - McGraw Hill Book Co.
10. Deo N: Graph Theory with Applications to
Engineering and Computer Science - Prentice Hall.
11. Rathor,Choudhari,: Descrete Structure And
Graph Theory.EPH
12. Grewal B S : Higher Engineering
Mathematics (thirtyfifth edn) - Khanna Pub.
13. Kreyzig E: Advanced Engineering
Mathematics - John Wiley and Sons.
14. Jana- Undergraduate Engineering
Mathematics
15. Lakshminarayan- Engineering
MathematicsVol 1.2.3
16. Iyengar- Discrete Math
Vikas
17. Rao – Differential Equations with
Application & Programs, Universities Press
18. Murray – Introductory Courses in
Differential Equations, Universities Press
19. Delampady – Probability & Statistics,
Universities Press
20. Prasad – Partial Differential Equations,
New Age International
21. Sarvswara – Engineering Mathematics,
Universities Press
22. Jain: Computational Methods for Partial
Differential Equations, New Age International
23. Sharma: Complex Analytical Functions, New
Age International
24. Bhat: Modern Probability Theory: An
Introductory Textbook, New Age International
25. Dutta: A Textbook of Engineering
Mathematics Vol.1 & 2, New Age International
26. Chowdhury: Elements of Complex Analysis,
New Age International
27. Agrawal: Basic Statistics, New Age
International
28.
Arumugham,S etal:Engineeering Mathematics-Scitech
Publications
29.Arumugham,S etal :
Invitation to Graph Theory-Scitech pulications
Code : CS
312
Contacts : 3L
Credits
:3
Approximation in numerical
computation, Truncation and rounding errors;
Interpolation: Lagrange’s
Interpolation, Newton forward & backward differences Interpolation, Newton
divided difference;
Numerical Integration:
Trapezoidal, Rule, Simson’s 1/3 Rule, Weddle’ Rule;
Numerical Solution of a
system of linear equation
Gauss elimination method,
Matrix Inversion, LU Factorization method, Gauss Jacobi method, Gauss Seidel
method;
Algebraic Equation:
Bisection method, Secant method, Regular-Falsi method, Newton-Raphson
method;
Numerical solution of
ordinary differential equation: Taylor’s series method, Euler’s method,
Runge-kutta method, and Predictor-Corrector method;
C
Language Overview: Loop, recursion, function, array, pointers, structures,
various types of file access methods: Sequential, Indexed Sequential,
Random;
Various types of files in C
and various types file handling statements in C
Text
Books:
1. Numerical Analysis &
Algorithms, Pradeep Niyogi, TMH, 1st ed.
2. Numerical Mathematical Analysis by
J.B.Scarborough
3. C Language and Numerical Methods by
C.Xavier
4. Introductory Numerical Analysis by
Dutta & Jana
5. Balagurusamy: Numerical Methods
6. Discrete Mathematical Structure –
Rakesh Dube and Vijay Vir, EXCEL BOOKS
7. Numerical Methods (Problems and
Solution) by Jain, Iyengar , &
Jain
8. Numerical Methods In Computer
Applications – P.U.Wayse. EPH
9. Computer Orinted Numerical Method-
N. Dutta vikash
10. Numerical Methods with Programs in Basic
Fortran Pascal & C++ - S.B.Rao, Universities Press
11. Computer Programming & Numerical
Analysis – N.Dutta, Universities Press
12. Numerical Methods for Engineers – Gupta,
New Age International
13. Numerical Solutions of Differential
Equations – Jain M.K.,New Age International
14. Numerical Methods for Scientific &
Engg Computation – Jain M.K.,New Age International
15. Numerical Analysis – Rao G.S.,New Age
International
16. Discrete Mathematical Structures – Rao
G.S., New Age International
17. Foundations of Discrete Mathematics –
Joshi K.D., New Age International
18. Applied Discrete Structures – Joshi, New
Age International
19. Groups, Rings & Modules with
Applications – Adhikari, M.R.,Universities Press
20. Numerical Methods -Arumugham ,s etal-Scitech
publications
Code: EE
391
Credit:
2
List
of Experiments:
1. Transient response in R-L and R-C
Network: Simulation/hardware
2. Transient response in R-L-C Series
& Parallel circuits
Network: Simulation/hardware
3. Determination of Impedance (Z) and
Admittance(Y) parameters of two port network
4. Frequency response of LP and HP
filters
5. Frequency response of BP and BR
filters
6. Generation of Periodic,
Exponential, Sinusoidal, Damped sinusoidal, Step, Impulse, Ramp signals using
MATLAB in both discrete and analog form
7. Evaluation of convolution integral,
Discrete Fourier transform for periodic & non-periodic signals and
simulation of difference equations using MATLAB
8. Representation of poles and zeros
in z-plane, determination of partial fraction expansion in z-domain and cascade
connection of second order system using MATLAB
9. Determination of Laplace transform
and inverse Laplace transformation using MATLAB
10. Spectrum analysis of different
signals
Note: An Institution/College
may opt for some other software or
hardware simulation wherever possible in place of MATLAB
Code: EE
392
Contact: 3P
Credit:
2
List
of Experiments:
1. Instrument workshop- observe the
construction of PMMC, Dynamometer, Electro thermal and Rectifier type
instrument, Oscilloscope and digital multimeter
2. Calibrate moving iron and
electrodynamometer type ammeter/volmeter by potentiometer
3. Calibrate dynamometer type
Wattmeter by potentiometer
4. Calibrate A.C. energy
meter
5. Measure the resistivity of material
using Kelvin Double
Bridge
6. Measurement of Power using
Instrument transformer
7. Measurement of Power in Polyphase
circuits
8. Measurement of Frequency by Wien
Bridge using Oscilloscope
9. Measurement of Inductance by
Anderson Bridge
10. Measurement of Capacitance by De Sauty
Bridge
Code: CS
392
Contact: 3P
Credit:
2
Experiments
should include but not limited to :
Implementation
of array operations
Stacks and
Queues : adding, deleting elements Circular Queue : Adding & deleting
elements Merging Problem : Evaluation of expressions operations on Multiple
stacks & queues :
Implementation
of linked lists: inserting, deleting, inverting a linked list. Implementation of
stacks & queues using linked lists:
Polynomial
addition, Polynomial multiplication
Sparse
Matrices: Multiplication, addition.
Recursive and
Non-recursive traversal of Trees
Threaded
binary tree traversal. AVL tree implementation.
Application of
Trees, Application of sorting and
searching algorithms
NUMERICAL
METHODS & PROGRAMMING LAB
Code: CS
382
Contact: 3P
Credit:
2
1. Assignments on Interpolation:
Newton forward & backward, Lagrange
2. Assignments on Numerical
Integration: Trapezoidal Rule, Simson’s 1/3 Rule, Weddle’s
Rule
3. Assignments on Numerical
solution of a system of linear
equation: Gauss elimination, Gauss Jacobi, Matrix Inversion, Gauss
Seidal
4. Assignments on Algebric Equation:
Bisection, Secant, Regular-falsi, Newton Raphson
5. Assignments on Ordinary
Differential Equation: Taylor Series, Euler’s method,
Runga-Kutta
Assignments
on Statistical Problem: Mean, Median, Mode, Standard deviation ( for simple
& frequency type data), Correlation & Regression
West Bengal University of
Technology
Structure of B.Tech in
ELECTRONICS AND INSTRUMENTATION ENGINEERING
A.
THEORY | |||||||
|
Sl.
No. |
Code |
Subjects |
Contacts (periods/week) |
Credit
points | |||
|
L |
T |
P |
Total |
| |||
|
1. |
M
302 |
Mathematics |
3 |
1 |
- |
4 |
4 |
|
2. |
EE
301 |
3 |
1 |
- |
4 |
4 | |
|
3. |
EC
301 |
Solid State Devices &
Circuits |
3 |
0 |
- |
3 |
3 |
|
4. |
EE
302 |
Electrical and
Electronic Measurement |
3 |
1 |
- |
4 |
4 |
|
5. |
CS
302 |
Data Structure &
Algorithms |
3 |
1 |
- |
4 |
4 |
|
CS
312 |
Numerical Methods and
Programming |
3 |
0 |
- |
3 |
3 | |
Total of
Theory |
22 |
22 | |||||
|
B.
PRACTICALS | |||||||
|
7. |
EE
391 |
Circuits and Networks
Lab. |
- |
- |
3 |
3 |
2 |
|
8. |
EE
392 |
Electrical and
Electronic Measurement Lab. |
- |
- |
3 |
3 |
2 |
|
9. |
CS
392 |
Data Structure
Lab |
- |
- |
3 |
3 |
2 |
|
10. |
CS
382 |
Numerical Methods
& Programming Lab. |
- |
- |
3 |
3 |
2 |
Total of
Practical |
12 |
8 | |||||
|
Total of Semester
- |
34 |
30 | |||||
West
Bengal University of Technology
Syllabus of
B.Tech in
ELECTRONICS
AND INSTRUMENTATION ENGINEERING
3rd
SEMESTER
Code : M
302
Contacts : 3L
+ 1T
Credits:
4
Fourier
Series, Integrals and Transforms :
Properties,
Inverse, Fourier Transform of Derivative, Convolution, use of Fourier Series and
Transforms in solving Partial Differential Equations.
Partial
Differential Equations :
Boundary and
Initial Conditions, Solution of Laplace's and Heat Conduction Equations
Complex
Analysis :
Functions,
Limits and Continuity, Analytic Functions, Cauchy Riemann Conditions,
Analytic Continuation, Complex
Integration and Cauchy's Theorem, Cauchy's Integral Formula, Taylor's and
Laurent Series, Reside Theorem and it's application to evaluation of integral,
Introduction to Conformal Mapping.
Probability
and Statistics :
Mean, Median,
Mode, Standard Deviation, Moments, Skewness, Kurtosis. Definition of Laws of
Probability, Conditional probability, Multiplication, Independence of Events,
Bayes' Rule, Sample Space, Random Variable, Discrete and Continuous Probability
Distributions - Cumulative Distribution Functions-Mathematics Expectancy,
Standard Probability Models - Binomial, Poisson, Normal, Sampling and its
Distribution, Correlation and Regression, Method of Least Square -
Fittings.
Graph Thoery
:
Graphs,
Digraphs, Isomorphism, Walks, Paths, Circuits, Shortest Path Problem, Dijkstra's
Algorithm, Trees, Properties of Trees, Cotrees and Fundamental Circuits,
Shortest Spanning Trees - Kruskal's Algorithm, Cut Sets, Fundamental Cut Sets
and Cut Vertices, Planar and Dual Graphs, Metric Representation of Graphs,
Networks, Flow Augmenting Path, Ford-Fulkerson Algorithm for Maximum
Flow.
Text Books
:
1. Rathor,Choudhari,:
Descrete Structure And Graph Theory.
2 Gupta S . C and Kapoor V K :
Fundamentals of Mathematical Statistics - Sultan Chand &
Sons.
3 Lipschutz S: Theory and
Problems of Probability (Schaum's Outline Series) - McGraw Hill Book.
Co.
4 Spiegel M R : Theory and
Problems of Probability and Statistics (Schaum's Outline Series) - McGraw Hill Book Co.
5 Goon A.M., Gupta M K and Dasgupta B: Fundamental of
Statistics - The World Press Pvt. Ltd.
6 Spiegel M R : Theory and
Problems of Complex Variables (Schaum's Outline Series) - McGraw Hill Book
Co.
7 Bronson R: Differential
Equations (Schaum's Outline Series) - McGraw Hill Book Co.
8 Ross S L : Differential
Equations - John Willey & Sons.
9 Sneddon I. N. : Elements of
Partial Differential Equations - McGraw Hill Book Co.
10 West D.B. : Introduction to Graph
Theory - Prentice Hall
11 Deo N: Graph Theory with
Applications to Engineering and Computer Science - Prentice
Hall.
12 Grewal B S : Higher Engineering
Mathematics (thirtyfifth edn) - Khanna Pub.
13 Kreyzig E: Advanced Engineering
Mathematics - John Wiley and Sons.
14 Jana- Undergradute Mathematics
15 Lakshminarayan- Engineering Math
1.2.3
16 Gupta- Mathematical Physics
(Vikas)
17 Singh- Modern
Algebra
18 Rao B: Differential Equations with
Applications & Programs, Universities Press
19 Murray: Introductory Courses in
Differential Equations, Universities Press
20 Delampady, M: Probability &
Statistics, Universities Press
21 Prasad: Partial Differential
Equations, New Age International
22 Chowdhury: Elements of Complex
Analysis, New Age International
23 Bhat: Modern Probability Theory,
New Age International
24 Dutta: A Textbook of Engineering
Mathematics Vol.1 & 2, New Age International
25 Sarveswarao: Engineering
Mathematics, Universities Press
26 Dhami: Differential Calculus, New
Age International
27. Arumugam,S
et.al:Engineering Mathematics-Scitech publications
28. Arumugam,S et.al: Complex anaysis-
Scitech Publications
29 Bhishma Rao:Probability and
Statstics for Engineers-Scitech Publications
30. Arumugam,S et.al:Invitation to graph
theory
CIRCUIT THEORY
& NETWORKS
Code: EE
301
Contact: 3L + IT
Credit:
4
Different
types of systems & networks: continuous & Discrete, Fixed and Time
varying, Linear and Non-linear, Lumped and distributed, Passive & Active
Networks & Systems
Laplace
transform of impulse and sinusoidal steps waveforms for RL, RC, LC and RLC
Circuits. Transient
analysis of different electrical circuits with and without initial conditions,
Fourier Series and Fourier Transform
Network
theorems and their applications in circuit analysis, Formulation of network
equations, Source transformations, Loop variable analysis and node variable
analysis
Graph of
network, concept of tree branch, tree link. Incidence matrix, Tie-set matrix and
loop currents, Cut set matrix and node pair potentials
Two port
networks, Open circuit Impedance and Short circuit Admittance parameters,
Transmission parameters, hybrid parameters, and their inter-relations
Indefinite
admittance matrix- their applications to the analysis of active
network
Active filter
analysis and synthesis using operational amplifier
SPICE: How
SPICE works. Model statement, models for passive and active device, D.C.
circuits analysis, small signal analysis, capacitors and inductors in D.C.
Circuits, steady state and transient, plotting and printing, input and output
Impedance, D.C. sensitivity analysis, harmonic decomposition (Fourier Series),
Harmonic re-composition, voltage controlled components
Text books
:
1. Sudhakar:Circuits &
Networks:Analysis & Synthesis 2/e TMH New Delhi
2. Valkenburg M. E. Van, “Network
Analysis”, Prentice Hall.
3.Engineering circuit analysis with PSPICE and probe-Roger,
MH
4.Engg Circuit Analysis,: Hayt 6/e Tata Mcgraw-Hill
5.A. Chakravarty: Networks, Filters & Transmission
Lines
6.D.Chattopadhyay and P.C.Rakshit: Electrical
Circuits
7.A.V. Oppenheimer and A.S.Wilsky: Signals & Systems,
PHI
8.R.V.Jalgaonkar.: Network Analysis &
Synthasis.EPH.
9.Gupta: Circuit Analysis with Computer Application, New Age
International
10.Mann: Introductory A.C.Circuit Theory, Universities
Press
11.Aatre: Network Theory & Filter Design, New Age
International
12.Adby: Applied Circuit Theory, New Age
International
13.Wadhwa:
Network Analysis & Synthesis, New Age International
14.Roychowdhury: Linear Integrated Circuits, New Age International
15.Roy Choudhury D., “Networks and Systems”, New Age International
Publishers.
16. V.K. Chandna, A Text Book of Network Theory & Circuit Analysis,
Cyber Tech
17.Badrinarayanan :Electric Circuit Theory
References
:
1. Reza F. M. and Seely S., “Modern
Network Analysis”, Mc.Graw Hill Book Company
2. Kuo F. F., “Network Analysis &
Synthesis”, John Wiley & Sons.
SOLID
STATE DEVICES & CIRCUITS
Code: EC
301
Contacts: 3L
Credits:
3
Transport phenomena in
solids – drift and diffusion. Properties of p-n and metal semiconductor
junctions, rectifier and detector diodes, photovoltic effect-solar cells, zener
and tunnel diodes
Varactor gunn and impatt
diodes, Bipolar transistor – physical mechanism, current gain, punch-through and
avalanche effect
High voltage and high power
transistors
Field effect transistors
–JFETS and IJFETS.
MOS-capacitors-flat band and threshold voltages –P-and N-channel
MOSFETS, CMOS and VLSI MOSFETS,
Semi conductor sensors and detectors.
LEDs & LCDs, Elements of device fabrications technology
Different configurations of
feedback amplifiers-voltage series, voltage shunt, current series and current
shunt, effects on gain, i/p and o/p impedance’s, positive feedback and
oscillator circuits- phase shift, wien bridge, hartlay, colpit and crystal
oscillators.
Books
:
1.
Millman & Halkias
-
Integrated Electronics, THH
2.
Millman & Grabel,
-
MGH Micro-Electronics
3.
Neaman:Semiconductor physics &devices MGH
4.
Malvino
-
Principle of Electronics, TMH
6. Kasap:Principles of electronic
Materials &devices 2/e TMH,New Delhi
7. Linear Integrated
Circuits and Applications – Y.Venkatramani, ISTE/EXCEL
BOOKS
6.
Chattopadhyay,Rakshit,Saha&Purkait,2nd,Edn--:Foundation of
Electronics
7. Manish
Mukherjee.: Foundation Of Electronics Devices &Circuits.
EPH.
8. Basavraj- Basic Electronics,
Vikas
9. Roy D.K. – Physics of Semiconductor
Devices, Universities Press
10. Roychowdhury: Linear Integrated Circuits,
New Age International
11. Sharma: Semiconductor Electronics, New
Age International
12. Singh: Microelectronic Devices &
Circuits, New Age International
13. Bali: Solid State Devices & Circuits,
New Age Internationa
14 RamaReddy:Solid State
Circuits-Scitech Publications
15. Poornachandra:Electronic
Circuits-Scitech Publications
Code : EE 302
Contacts : 3L
+ 1T
Credits
:4
General
features – Construction and principle of operation of moving coil, moving iron,
Dynamometer, Thermal and Rectifier type deflecting instruments. Deflecting,
controlling and damping torques, extension of instrument ranges using shunts,
multipliers and instrument transformers. Measurement of low, medium and high
resistances, Kelvins double bridge, multimeters, megger, localization of cable
faults.
D.C. and A.C.
potentiometers, Measurement of high
voltage, Electrostatic instruments, measurement of inductances, capacitance and
frequency by A.C. Bridges.
Measurement of
power in polyphase circuits,
various wattmeter connections. A.C. and D.C. energy
meters.
C.R.O.
construction & principle measurement of voltage, current, frequency and
phase by oscilloscope.
Electronic voltmeters – analog and digital. Digital
multimeters, Audio oscillators, signal generators and frequency
counter.
Text
Books:
1.Golding E.W.
& Wides F.C. : Electrical Measuring Instruments & Measurements ;
Wheeler
2.
Kalsi:Electronic Instrumentation TMH
a. Sawhney A K : A course in
Electrical & Electronic Measurements & Instruments, Dhanpat Rai &
Co.
4.Industrial
Instrumentation &Control :SK Singh TMH
5.Heltrick
A.D. & Cooper W.D. : Modern Electronic Instrumentation & Measuring
Instruments; Wheeler
6.Patranabis
D: Sensors & Transducers, Wheeler 96
7.R.V.Jalgaonkar.:
Electronics Instrumentation.
8. Sutko- Industrial
Instrumentaion,Vikas
9. Rajarao: Principles of Medical
Electronics & Biomedical Instrumentation, Universities
Press
10. Bolton: Industrial Control &
Instrumentation, Universities Press
11. Bolton: Instrumentation & Process
Measurement, Universities Press
12. Reissland M.U.: Electrical Measurement,
New Age International
DATA STRUCTURES AND ALGORITHMS
Code: CS 302
Contact: 3L + IT
Overview of
C language
Time and Space
analysis of Algorithms - Order Notations.
Linear Data
Structures - Sequential representations - Arrays and Lists, Stacks, Queues and
Dequeues, strings, Application.
Linear Data
Structures - Link Representation - Linear linked lists, Circularly linked lists.
Doubly linked lists, application.
Recursion -
Design of recursive algorithms, Tail Recursion, When not to use recursion,
Removal of recursion.
Non-linear
Data Structure : Trees - Binary
Trees, Traversals and Threads, Binary Search Trees, Insertion and Deletion
algorithms, Height-balanced and weight-balanced trees, B-trees, B+ -trees,
Application of trees; Graphs - Representations, Breadth-first and Depth-first
Search.
Hashing -
Hashing Functions, collision Resolution Techniques.
Sorting and
Searching Algorithms - Bubble sort, Selection Sort, Insertion Sort, Quicksort,
Merge Sort, Heapsort and Radix Sort.
File
Structures - Sequential and Direct Access. Relative Files, Indexed Files - B+
tree as index. Multi-indexed Files, Inverted Files, Hashed Files.
Text
books:
1. Data Structures and Algorithms – O.G.
Kakde and U.A. Deshpandey, ISTE/EXCEL BOOKS
2. Aho Alfred
V., Hopperoft John E., UIlman Jeffrey D., “Data Structures and Algorithms”, Addison Wesley
3. Data Structure by Lipschutz,
TMH
4. Drozdek_ Data Structures and
Algorithms, Vikas
5. Pujari A.K.: Data Mining,
Universities Press
6. Ajay Agarwal, Data Structure
Through C, Cyber Tech
7. Radhaganesan:C and
Datastructure- Scitech Publications
References
:
1. Heileman: Data Structure
,Algorithims &Oop Tata
Mcgrawhill
2. Data Structures Using
C–M.Radhakrishnan and V.Srinivasan, ISTE/EXCEL BOOKS
3. Weiss Mark Allen, “Algorithms, Data
Structures, and Problem Solving with C++”, Addison Wesley.
3. Horowitz Ellis & Sartaj Sahni,
“Fundamentals of Data Structures”, Galgotria Pub.
4. Tanenbaum
A. S. , “Data Structures using ‘C’ ”
Code : CS
312
Contacts :
3L
Credits
:3
Approximation
in numerical computation, Truncation and rounding errors;
Interpolation:
Lagrange’s Interpolation, Newton forward & backward differences
Interpolation, Newton divided difference;
Numerical
Integration: Trapezoidal, Rule, Simson’s 1/3 Rule, Weddle’
Rule;
Numerical
Solution of a system of linear equation
Gauss
elimination method, Matrix Inversion, LU Factorization method, Gauss Jacobi
method, Gauss Seidal method;
Algebraic
Equation: Bisection method, Secant method, Regular-Falsi method, Newton-Raphson
method;
Numerical
solution of ordinary differential equation: Taylor’s series method, Euler’s
method, Runge-kutta method, Predictor-Corrector method;
C Language
Overview: Loop, recursion, function, array, pointers, structures, various types
of file access methods: Sequential, Indexed Sequential,
Random;
Various types
of files in C and various types file handling statements in
C
Text
Books:
1 Numerical Analysis &
Algorithms, Pradeep Niyogi, TMH, 1st ed.
2 C Language and Numerical
Methods by C.Xavier
3 Introductory Numerical
Analysis by Dutta & Jana
4 Numerical Method:Balagurusamy
5 Numerical Mathematical
Analysis by J.B.Scarborough
6 Numerical Methods (Problems
and Solution) by Jain, Iyengar , &
Jain
7 Numerical Methods In Computer
Applications – P.U.Wayse. EPH
8. Computer Oreinted Numerical Method-
Dutta,N. ,Vikas
9. Numerical Methods with Programs in
Basic Fortran Pascal & C++ - S.B.Rao, Universities
Press
10. Computer Programming & Numerical
Analysis – N.Dutta, Universities Press
11. Numerical Methods for Engineers – Gupta,
New Age International
12. Numerical Solutions of Differential
Equations – Jain M.K.,New Age International
13. Numerical Methods for Scientific &
Engg Computation – Jain M.K.,New Age International
14. Numerical Analysis – Rao G.S.,New Age
International
15. Discrete Mathematical Structures – Rao
G.S., New Age International
16. Foundations of Discrete Mathematics –
Joshi K.D., New Age International
17. Applied Discrete Structures – Joshi, New
Age International
18. Groups, Rings & Modules with
Applications – Adhikari, M.R.,Universities Press
19. Numerical methods-Arumugam,S-Scitech
Publications
Code: EE
391
Credit:
2
List
of Experiments:
11. Transient response in R-L and R-C
Network: Simulation/hardware
12. Transient response in R-L-C Series &
Parallel circuits Network:
Simulation/hardware
13. Determination of Impedance (Z) and
Admittance(Y) parameters of two port network
14. Frequency response of LP and HP
filters
15. Frequency response of BP and BR
filters
16. Generation of Periodic, Exponential,
Sinusoidal, Damped sinusoidal, Step, Impulse, Ramp signals using MATLAB in both
discrete and analog form
17. Evaluation of convolution integral,
Discrete Fourier transform for periodic & non-periodic signals and
simulation of difference equations using MATLAB
18. Representation of poles and zeros in
z-plane, determination of partial fraction expansion in z-domain and cascade
connection of second order system using MATLAB
19. Determination of Laplace transform and
inverse Laplace transformation using MATLAB
20. Spectrum analysis of different
signals
Note: An
Institution/College may opt for some other software or hardware simulation wherever possible
in place of MATLAB
Code: EE
392
Contact: 3P
Credit:
2
List
of Experiments:
11. Instrument workshop- observe the
construction of PMMC, Dynamometer, Electro thermal and Rectifier type
instrument, Oscilloscope and digital multimeter
12. Calibrate moving iron and
electrodynamometer type ammeter/volmeter by potentiometer
13. Calibrate dynamometer type Wattmeter by
potentiometer
14. Calibrate A.C. energy
meter
15. Measure the resistivity of material
using Kelvin Double
Bridge
16. Measurement of Power using Instrument
transformer
17. Measurement of Power in Polyphase
circuits
18. Measurement of Frequency by Wien Bridge
using Oscilloscope
19. Measurement of Inductance by Anderson
Bridge
20. Measurement of Capacitance by De Sauty
Bridge
DATA STRUCTURE LAB
Code: CS
392
Contact: 3P
Credit:
2
Experiments
should include but not limited to :
Implementation
of array operations :
Stacks and
Queues : adding, deleting elements Circular Queue : Adding & deleting
elements Merging Problem : Evaluation of expressions operations on Multiple
stacks & queues :
Implementation
of linked lists: inserting, deleting, inverting a linked list. Implementation of
stacks & queues using linked lists:
Polynomial
addition, Polynomial multiplication
Sparse
Matrices : Multiplication, addition.
Recursive and
Nonrecursive traversal of Trees
Threaded
binary tree traversal. AVL tree implementation.
Application of
Trees. Application of sorting and searching algorithms
Hash tables
implementation, searching, inserting and deleting, searching & sorting
techniques
NUMERICAL
METHODS & PROGRAMMING LAB
Code: CS
382
Contact: 3P
Credit:
2
6. Assignments on Interpolation:
Newton forward & backward, Lagrange
7. Assignments on Numerical
Integration: Trapezoidal Rule, Simson’s 1/3 Rule, Weddle’s
Rule
8. Assignments on Numerical
solution of a system of linear
equation: Gauss elimination, Gauss Jacobi, Matrix Inversion, Gauss
Seidal
9. Assignments on Algebric Equation:
Bisection, Secant, Regular-falsi, Newton Raphson
10. Assignments on Ordinary Differential
Equation: Taylor Series, Euler’s method, Runga-Kutta
Assignments on
Statistical Problem: Mean, Median, Mode, Standard deviation ( for simple &
frequency type data), Correlation & Regression
COURSE
STRUCTURE OF B. TECH IN
COMPUTER
SCIENCE & ENGINEERING
A. Theory | |||||||||||
|
Sl.
No. |
Code |
Subject |
Contacts
Periods/Week |
Credits | |||||||
|
|
|
|
L |
T |
P |
Total |
| ||||
|
1. 2.
3.
4. 5.
6.
|
M
301 CS
302 CS
303 EC
312 CS
301 |
Mathematics
Data Structure &
Algorithms Circuit Theory &
Networks Computer
Organisation Digital Electronics
& Logic Design Principles of
Programming Language |
3 3 3 3 3 3 |
1 1 1 0 1 0 |
-- -- -- -- -- - |
4 4 4 3 4 3 |
4 4 4 3 4 3 | ||||
Total Theory |
22 |
22 | |||||||||
B.
Practicals | |||||||||||
|
1. 2. 3. 4. |
CS
392 EC
382 CS
391 EE
391 |
Data Structures
Lab Digital Electronics
and Logic Design Lab Programming Practice
Lab Circuits &
Networks Lab |
-- -- -- |
-- -- -- |
3 3 3 3 |
3 3 3 3 |
2 2 2 2 | ||||
|
Total Practical |
12 |
8 | |||||||||
Total of Semester |
32 |
29 | |||||||||
M 301: Mathematics
Credit:
4
Sample spaces,
events as subsets, probability axioms, sample theorems, finite sample spaces and
equiprobable measure as special cases, binomial coefficients and counting
techniques applied to probability problems, conditional probability, independent
events, Bayes’ formula.
Random
variables (discrete and continuous), probability functions, density and
distribution functions, special distributions (binomial, hypergeometric,
Poisson, uniform exponential, normal...) mean and variance, Chebychev
inequality, independent random variables, functions of random variables their
distributions.
Poisson and
normal approximation to the binomial, central limit theorem, law of large
numbers, some statistical applications
Estimation and
sampling, point and interval estimate hypothesis-testing, power of a test,
regression, few examples of non-parametric methods.
Transition
probabilities and matrix, Classification of states Ergodic properties.
Random walk
problem, Examples from physical, biological and behavioral sciences
Types of
processes, Markov process, Application to the theory of queues.
1 Spiegel M R : Theory and
Problems of Probability and Statistics (Schaum's Outline Series) - McGraw Hill Book Co.
2 Veerarajan:Probability
&Statistics 2/e TMH
3 Goon A. M., Gupta M K and Dasgupta B: An Outline of
Statistical Theory-Vol.I - The World Press Pvt. Ltd.
4 Goon A.M., Gupta M K and Dasgupta B: Fundamental of
Statistics - The World Press Pvt. Ltd.
5 Spiegel M R : Theory and
Problems of Complex Variables (Schaum's Outline Series) - McGraw Hill Book
Co.
6 Bronson R: Differential
Equations (Schaum's Outline Series) - McGraw Hill Book Co.
7 Ross S L : Differential
Equations - John Willey & Sons.
8 Sneddon I. N. : Elements of
Partial Differential Equations - McGraw Hill Book Co.
9 Grewal B S : Higher
Engineering Mathematics (thirtyfifth edn) - Khanna Pub.
10 Kreyzig E: Advanced Engineering
Mathematics - John Wiley and Sons.
11 D.P.Das: Advance Engineering
Mathematics.Cybertech.
12 Jana- Undergraduate Engg.
Math,Vikas
13 Subir Das- Key To Differential Equations,
EPH
14. Arumugam:Enginerring
Mathematics-Scitech publications
Data
Structures and Algorithms
Code: CS
302
Contact: 3L + IT
Credit:
4
Overview of C
language
Time and Space
analysis of Algorithms - Order Notations.
Linear Data
Structures - Sequential representations - Arrays and Lists, Stacks, Queues and
Dequeues, strings, Application.
Linear Data
Structures, Link Representation - Linear linked lists, circularly linked lists.
Doubly linked lists, application.
Recursion -
Design of recursive algorithms, Tail Recursion, When not to use recursion,
Removal of recursion.
Non-linear
Data Structure: Trees - Binary Trees, Traversals and Threads, Binary Search
Trees, Insertion and Deletion algorithms, Height-balanced and weight-balanced
trees, B-trees, B+ -trees, Application of trees; Graphs - Representations,
Breadth-first and Depth-first Search.
Hashing -
Hashing Functions, collision Resolution Techniques.
Sorting and
Searching Algorithms- Bubble sort, Selection Sort, Insertion Sort, Quick Sort,
Merge Sort, Heap sort and Radix Sort.
File
Structures - Sequential and Direct Access. Relative Files, Indexed Files - B+
tree as index. Multi-indexed Files, Inverted Files, Hashed Files.
Text book
:
1. Data Structures and Algorithms –
O.G. Kakde & U.A. Deshpandey, ISTE/EXCEL BOOKS
2. Aho Alfred
V., Hopperoft John E., UIlman Jeffrey D., “Data Structures and Algorithms”, Addison Wesley
3. Drozdek-
Data Structures and Algorithms,Vikas
References
:
1.Heileman:data structure algorithims
&Oop Tata McGraw
Hill
2. Data
Structures Using C – M.Radhakrishnan and V.Srinivasan, ISTE/EXCEL
BOOKS
3. Weiss Mark
Allen, “Algorithms, Data Structures, and Problem Solving with C++”, Addison
Wesley.
4. Horowitz Ellis & Sartaj Sahni,
“Fundamentals of Data Structures”, Galgotria Pub.
5 Tanenbaum A. S. , “Data
Structures using ‘C’ ”
6 Ajay Agarwal: Data structure
Through C.Cybertech
Code: EE
301
Contact: 3L + IT
Credit:
4
Different
types of systems & networks: continuous & Discrete, Fixed and Time
varying, Linear and Non-linear, Lumped and distributed, Passive & Active
Networks & Systems
Laplace
transform of impulse and sinusoidal steps waveforms for RL, RC, LC and RLC
Circuits. Transient
analysis of different electrical circuits with and without initial conditions,
Fourier Series and Fourier Transform
Network
theorems and their applications in circuit analysis, Formulation of network
equations, Source transformations, Loop variable analysis and node variable
analysis
Graph of
network, concept of tree branch, tree link. Incidence matrix, Tie-set matrix and
loop currents, Cut set matrix and node pair potentials
Two port
networks, Open circuit Impedance and Short circuit Admittance parameters,
Transmission parameters, hybrid parameters, and their inter-relations
Indefinite
admittance matrix- their applications to the analysis of active
network
Active filter
analysis and synthesis using operational amplifier
SPICE: How
SPICE works. Model statement, models for passive and active device, D.C.
circuits analysis, small signal analysis, capacitors and inductors in D.C.
Circuits, steady state and transient, plotting and printing, input and output
Impedance, D.C. sensitivity analysis, harmonic decomposition (Fourier Series),
Harmonic re-composition, voltage controlled components
Text books
:
1. Sudhakar:Circuits &
Networks:Analysis & Synthesis 2/e TMH New Delhi
2. Valkenburg M. E. Van, “Network
Analysis”, Prentice Hall.
3.Engineering
circuit analysis with PSPICE and probe-Roger
4. Engg Circuit Analysis,: Hayt 6/e
Tata Mcgraw-Hill
5. A. Chakravarty: Networks, Filters
& Transmission Lines
6. D.Chattopadhyay and P.C.Rakshit:
Electrical Circuits
7. A.V. Oppenheimer and A.S.Wilsky:
Signals & Systems, PHI
8. R.V.Jalgaonkar.: Network Analysis
& Synthasis.EPH.
9. Sivandam- Electric Circuits
Analysis.,Vikas
1.
References
:
b. Reza F. M. and Seely S., “Modern
Network Analysis”, Mc.Graw Hill Book Company
c. Roy Choudhury D., “Networks and
Systems”, New Age International Publishers.
d. Kuo F. F., “Network Analysis &
Synthesis”, John Wiley & Sons.
Code: CS
303
Contact: 3L
Credit:
3
Concepts and
Terminology: Digital computer components Hardware & Software and their dual
nature, Role of Operating Systems (OS).
The ALU: ALU
organization, Integer representation, Serial and Parallel Adders, is 1s and 2s
complement arithmetic, Multiplication of signed binary numbers, Floating point
number arithmetic, Overflow detection, Status flags.
Memory Unit:
Memory classification, Bipolar and MOS storage cells. Organization of RAM,
address decoding, Registers and stack, ROM and PROM-basic cell. Organization and
erasing schemes, Magnetic memories-recording formats and methods. Disk and tape
Units. Concept of memory map. Timing diagrams, T-States, Timing diagram
Controlling arithmetic and logic instructions. Instruction sequencing with
examples. Introduction to
Micro-programming, Variations in Micro-programming configuration.
General
Organization: Instruction work formats, Addressing modes registers, Von-Neumann
concept, Interconnecting system components, Interfacing buses, Timing diagrams,
Examples from popular machines.
Text books
:
1
Hayes J. P., “Computer Architecture & Organisation”, McGraw Hill,
2
Hamacher, “Computer Organisation”,
3
Computer Organization and System Software, EXCEL
BOOKS
4. Chaudhuri
P. Pal, “Computer Organisation & Design”, PHI,
5. Mano, M.M.,
“Computer System Architecture”, PHI.
Code : EC 312
Contacts : 3L
+ 1T
Text
books:
1. Givone: digital Principles
&design ,TMH
2. Digital Electronics – Dr. Saroj
Rangnekar , ISTE/EXCEL BOOKS
Principals of
Programming Languages
Code : CS 301
Contacts :
3L
Credits
:3
Concepts of
structural program development; concept of data types; precedence and
associatively of operators; conditional transfer; deterministic and
in-deterministic loops; recursions; functions and procedures - call by value,
call by reference and their differences; programming for numerical methods;
records.
Data-type
handling and various constructs (conditional, loop, functions etc); pointers:
concept of pointers and passing parameters using pointers, non-numeric
processing, concept of arrays of pointers and pointers to pointers; structures
and unions – advantage of using structures, concept of information hiding,
pointers to structures; files - basic concept of various types of file access
methods: sequential, indexed sequential, random, various statements for file
handling
Advanced
Programming Languages like C++, ADA, LISP, PROLOG, and PASCAL. Comparison of
various languages
Text
books:
1. Tennence W.Pratt, “Programming
languages design and implementation”, Prentice Hall of
India.
2. Allen B. Tucker, “Programming
Languages”, Tata McGraw Hill.
3. Gottfried BS – Programming with C,
TMH pub.
4. Balagurusamy:ANSI C
TMH
5. Kanetkar, Yashvant – Understanding
Pointers in C- 2nd Edn.
BPB
5. Kanetkar, Yashvant - Let us C. -
3rd revised Edn.
BPB
Data Structure
Lab
Code: CS
392
Contact: 3P
Credit:
2
Experiments
should include but not limited to :
Implementation
of array operations:
Stacks and
Queues: adding, deleting elements Circular Queue: Adding & deleting elements
Merging Problem : Evaluation of expressions operations on Multiple stacks &
queues :
Implementation
of linked lists: inserting, deleting, inverting a linked list. Implementation of
stacks & queues using linked lists:
Polynomial
addition, Polynomial multiplication
Sparse
Matrices : Multiplication, addition.
Recursive and
Nonrecursive traversal of Trees
Threaded
binary tree traversal. AVL tree implementation
Application of
Trees. Application of sorting and searching algorithms
Digital
Electronics & Logic Design Lab
Code: EC
382
Contact: 3P
Credit:
2
List of
Experiments:
1. Realization of NOT, OR, AND, XOR,
XNOR gates using universal gates
2. A. Gray to Binary conversion &
vice-versa.
B. Code conversion between BCD and
EXCESS-3
3. A. ODD and even parity generation
and checking.
B. 4-bit
comparator circuit
4. Design of combinational circuit to
drive seven-segment display
5. Design of combinational circuits
using multiplexer
6. A. Adder/Subtractor circuits using
Full-Adder using IC and/ or logic gates. B. BCD Adder circuit using IC and/ or
logic gates
7. Realization of RS, JK, and D flip
flops using Universal logic gates
8. Realization of Asynchronous up/down
counter
9. Realization of Synchronous Mod-N
counter
10. Digital to Analog
conversion
Code: CS
391
Contacts: 3P
Credits: 2
Concepts of flow charts and
decision tables, Examples and practice problems
Introduction
to Digital Computers and its components, Introduction to DOS and UNIX Operating
System
Development of Computer
Program using C language- Roots of quadratic and Cubic equations; Summation of N
Natural numbers; Arranging numbers in ascending and descending orders;
Separation of odd and even numbers, problems on recursion, Arrays, Pointers, and
File handling, etc.
Code: EE
391
Credit:
2
List
of Experiments:
1. Transient response in R-L and R-C
Network: Simulation/hardware
2. Transient response in R-L-C Series
& Parallel circuits
Network: Simulation/hardware
3. Determination of Impedance (Z) and
Admittance(Y) parameters of two port network
4. Frequency response of LP and HP
filters
5. Frequency response of BP and BR
filters
6. Generation of Periodic,
Exponential, Sinusoidal, Damped sinusoidal, Step, Impulse, Ramp signals using
MATLAB in both discrete and analog form
7. Evaluation of convolution integral,
Discrete Fourier transform for periodic & non-periodic signals and
simulation of difference equations using MATLAB
8. Representation of poles and zeros
in z-plane, determination of partial fraction expansion in z-domain and cascade
connection of second order system using MATLAB
9. Determination of Laplace transform
and inverse Laplace transformation using MATLAB
10. Spectrum analysis of different
signals
Note: An Institution/College
may opt for some other software or hardware simulation wherever possible in
place of MATLAB
Course
Structure of B. Tech in Electronics & Communication Engineering
A. Theory | ||||||||||||
|
Sl.
No. |
Code |
Subject |
Contacts
Periods/Week |
Credits | ||||||||
|
|
|
|
L |
T |
P |
Total |
| |||||
|
1. 2.
3.
4. 5.
6.
|
M
302 EE
301 CS
302 CS
312 EE
302 |
Mathematics
Circuit Theory &
Networks Solid State Devices
& Circuit Data Structure &
Algorithms Numerical Methods & Programming Electrical and
Electronic Measurement |
3 3 3 3 3 3 |
1 1 0 1 0 1 |
-- -- -- -- -- -- |
4 4 3 4 3 4 |
4 4 3 4 3 4 | |||||
|
Total
Theory |
22 |
22 | ||||||||||
B.
Practicals | ||||||||||||
|
|
EE391 CS382 EE392 CS392 |
Circuit & Network
Lab Numerical Methods
& Programming Lab Electrical and
Electronic Measurement Lab Data Structure
Lab |
-- -- -- -- |
-- -- -- -- |
3 3 3 3 |
3 3 3 3 |
2 2 2 2 | |||||
Total
Practical |
12 |
6 | ||||||||||
Total of Semester |
34 |
30 | ||||||||||
Syllabus of
Electronics & Communication Engg.
Code : M
302
Contacts : 3L +
1T
Credits:
4
Fourier Series, Integrals
and Transforms :
Properties, Inverse, Fourier
Transform of Derivative, Convolution, use of Fourier Series and Transforms in
solving Partial Differential Equations.
Partial Differential
Equations :
Boundary and Initial
Conditions, Solution of Laplace's and Heat Conduction Equations
Complex Analysis
:
Functions, Limits and
Continuity, Analytic Functions, Cauchy Riemann Conditions, Analytic Continuation, Complex Integration and
Cauchy's Theorem, Cauchy's Integral Formula, Taylor's and Laurent Series, Reside
Theorem and it's application to evaluation of integral, Introduction to
Conformal Mapping.
Probability and Statistics
:
Mean, Median, Mode, Standard
Deviation, Moments, Skewness, Kurtosis. Definition of Laws of Probability,
Conditional probability, Multiplication, Independence of Events, Bayes' Rule,
Sample Space, Random Variable, Discrete and Continuous Probability Distributions
- Cumulative Distribution Functions-Mathemmatics Expectancy, Standard Probability
Models - Binomial, Poisson, Normal, Sampling and its Distribution, Correlation
and Regression, Method of Least Square - Fittings.
Graph Thoery
:
Graphs, Digraphs,
Isomorphism, Walks, Paths, Circuits, Shortest Path Problem, Dijkstra's
Algorithm, Trees, Properties of Trees, Cotrees and Fundamental Circuits,
Shortest Spanning Trees - Kruskal's Algorithm, Cut Sets, Fundamental Cut Sets
and Cut Vertices, Planar and Dual Graphs, Metric Representation of Graphs,
Networks, Flow Augmenting Path, Ford-Fulkerson Algorithm for Maximum
Flow.
Text Books
:
1. Gupta S . C and Kapoor V K :
Fundamentals of Mathematical Statistics - Sultan Chand &
Sons.
2. Lipschutz S: Theory and Problems of
Probability (Schaum's Outline Series) - McGraw Hill Book.
Co.
3. Spiegel M R : Theory and Problems
of Probability and Statistics (Schaum's Outline Series) - McGraw Hill Book Co.
4. Veerarajan :Probability
&statistics 2/e TMH
5. Goon A. M., Gupta M K and Dasgupta B: An Outline of
Statistical Theory-Vol.I - The World Press Pvt. Ltd.
6. Goon A.M., Gupta M K and Dasgupta B: Fundamental of
Statistics - The World Press Pvt. Ltd.
7. Spiegel M R : Theory and Problems
of Complex Variables (Schaum's Outline Series) - McGraw Hill Book
Co.
8. Bronson R: Differential Equations
(Schaum's Outline Series) - McGraw Hill Book Co.
9. Ross S L : Differential Equations -
John Willey & Sons.
10. Sneddon I. N. : Elements of Partial
Differential Equations - McGraw Hill Book Co.
11. West D.B. : Introduction to Graph Theory
- Prentice Hall
12. Deo N: Graph Theory with Applications to
Engineering and Computer Science - Prentice Hall.
13. Grewal B S : Higher Engineering
Mathematics (thirtyfifth edn) - Khanna Pub.
14. Kreyzig E: Advanced Engineering
Mathematics - John Wiley and Sons.
15. Discrete Structure And Graph Theory.- Rathor / Chaudhuri,EPH.
16. Jana- Undergraduate Engg.
Math,Vikas
17. Lakshminarayan- Engg. Mathematics 1,2,3
,Vikas
18. Gupta-
Matehmatical Physics ,Vikas
19. Subir Das-
Key to Differential Equations (EPH)
Circuit Theory
& Networks
Code: EE
301
Contact: 3L + IT
Credit:
4
Different
types of systems & networks: continuous & Discrete, Fixed and Time
varying, Linear and Non-linear, Lumped and distributed, Passive & Active
Networks & Systems
Laplace
transform of impulse and sinusoidal steps waveforms for RL, RC, LC and RLC
Circuits. Transient
analysis of different electrical circuits with and without initial conditions,
Fourier Series and Fourier Transform
Network
theorems and their applications in circuit analysis, Formulation of network
equations, Source transformations, Loop variable analysis and node variable
analysis
Graph of
network, concept of tree branch, tree link. Incidence matrix, Tie-set matrix and
loop currents, Cut set matrix and node pair potentials
Two port
networks, Open circuit Impedance and Short circuit Admittance parameters,
Transmission parameters, hybrid parameters, and their inter-relations
Indefinite
admittance matrix- their applications to the analysis of active
network
Active filter
analysis and synthesis using operational amplifier
SPICE: How
SPICE works. Model statement, models for passive and active device, D.C.
circuits analysis, small signal analysis, capacitors and inductors in D.C.
Circuits, steady state and transient, plotting and printing, input and output
Impedance, D.C. sensitivity analysis, harmonic decomposition (Fourier Series),
Harmonic re-composition, voltage controlled components
Text books
:
1. Sudhakar:Circuits &
Networks:Analysis & Synthesis 2/e TMH New Delhi
2. Valkenburg M. E. Van, “Network
Analysis”, Prentice Hall.
3. Engineering circuit analysis with PSPICE and
probe-Roger
4. Engg
Circuit Analysis,: Hayt 6/e Tata Mcgraw-Hill
5. A.
Chakravarty: Networks, Filters & Transmission Lines
6.
D.Chattopadhyay and P.C.Rakshit: Electrical Circuits
7. A.V.
Oppenheimer and A.S.Wilsky: Signals & Systems, PHI
8.
R.V.Jalgaonkar.: Network Analysis & Synthasis.EPH.
9 . Sivandam-
Electric Circuits and Analysis, Vikas
10. V.K.
Chandna, A Text Book of Network Theory & Circuit Analysis, Cyber
Tech
References
:
1.Reza F. M.
and Seely S., “Modern Network Analysis”, Mc.Graw Hill Book
Company
2.Roy
Choudhury D., “Networks and Systems”, New Age International
Publishers.
3.Kuo F. F.,
“Network Analysis & Synthesis”, John Wiley & Sons.
Solid State Devices &
Circuits
Code: EC
301
Contacts: 3L
Credits:
3
Transport phenomena in
solids – drift and diffusion. Properties of p-n and metal semiconductor
junctions, rectifier and detector diodes, photovoltic effect-solar cells, zener
and tunnel diodes
Varactor gunn and impatt
diodes, Bipolar transistor – physical mechanism, current gain, punch-through and
avalanche effect
High voltage and high power
transistors
Field effect transistors
–JFETS and IJFETS.
MOS-capacitors-flat band and threshold voltages –P-and N-channel
MOSFETS, CMOS and VLSI MOSFETS,
Semi conductor sensors and detectors.
LEDs & LCDs, Elements of device fabrications technology
Different configurations of
feedback amplifiers-voltage series, voltage shunt, current series and current
shunt, effects on gain, i/p and o/p impedance’s, positive feedback and
oscillator circuits- phase shift, wien bridge, hartlay, colpit and crystal
oscillators.
Books
:
1.
Millman & Halkias
-
Integrated Electronics, THH
2.
Millman & Grabel,
-
MGH Micro-Electronics
3.
Neamen: Semiconductor
Physics &devices TMH
4.
Malvino
-
Principle of Electronics, TMH
5.
Chattopadhyay, Rakshit, Saha & Purkait, 2nd, Edn -Foundation of
Electronics
6. Prof. Manis Mukherjee -- Foundation Of Electronics Devices And CCircuits. EPH.
7. Kasap:Principles of Electronic Materials &devices Tata Mcgrawhill
Data
Structures and Algorithms
Code: CS
302
Contact: 3L + IT
Overview of
C language
Time and Space
analysis of Algorithms - Order Notations.
Linear Data
Structures - Sequential representations - Arrays and Lists, Stacks, Queues and
Dequeues, strings, Application.
Linear Data
Structures - Link Representation - Linear linked lists, Circularly linked lists.
Doubly linked lists, application.
Recursion -
Design of recursive algorithms, Tail Recursion, When not to use recursion,
Removal of recursion.
Non-linear
Data Structure : Trees - Binary
Trees, Traversals and Threads, Binary Search Trees, Insertion and Deletion
algorithms, Height-balanced and weight-balanced trees, B-trees, B+ -trees,
Application of trees; Graphs - Representations, Breadth-first and Depth-first
Search.
Hashing -
Hashing Functions, collision Resolution Techniques.
Sorting and
Searching Algorithms - Bubble sort, Selection Sort, Insertion Sort, Quicksort,
Merge Sort, Heapsort and Radix Sort.
File
Structures - Sequential and Direct Access. Relative Files, Indexed Files - B+
tree as index. Multi-indexed Files, Inverted Files, Hashed Files.
Text
books:
1. Data Structures and
Algorithms- O.G.Kadke and U.A.Deshpandey, ISTE/EXCEL
2. Aho Alfred
V., Hopperoft John E., UIlman Jeffrey D., “Data Structures and Algorithms”, Addison Wesley
3. Ajoy Agarwal.: Data Structures Through C.Cybertech.
4.
Lipschutz: Data Structures TMH
References
:
1.Heileman: Data structures,algorithims
&OOP Tata McGraw Hill
2. Data
Structures Using C, M.Radhakrishnan and V.Srinivasan, ISTE/EXCEL
BOOKS
3.Weiss Mark
Allen, “Algorithms, Data Structures, and Problem Solving with C++”, Addison
Wesley.
4. Horowitz Ellis & Sartaj Sahni,
“Fundamentals of Data Structures”, Galgotria Pub.
5. Tanenbaum
A. S. , “Data Structures using ‘C’ ”
Contacts :
3L
Credits :
3
Approximation
in numerical computation, Truncation and rounding errors;
Interpolation:
Lagrange’s Interpolation, Newton forward & backward differences
Interpolation, Newton divided difference;
Numerical
Integration: Trapezoidal, Rule, Simson’s 1/3 Rule, Weddle’
Rule;
Numerical
Solution of a system of linear equation
Gauss
elimination method, Matrix Inversion, LU Factorization method, Gauss Jacobi
method, Gauss Seidal method;
Algebraic
Equation: Bisection method, Secant method, Regular-Falsi method, Newton-Raphson
method;
Numerical
solution of ordinary differential equation: Taylor’s series method, Euler’s
method, Runge-kutta method, Predictor-Corrector method;
C Language
Overview: Loop, recursion, function, array, pointers, structures, various types
of file access methods: Sequential, Indexed Sequential,
Random;
Various types
of files in C and various types file handling statements in
C
Books:
1.Numerical
Analysis and Algorithms by Pradeep Niyogi TMH
2. Numerical Mathematical Analysis by
J.B.Scarborough
3. C Language and Numerical Methods by
C.Xavier
4. Introductory Numerical Analysis by
Dutta & Jana
5. Balagurusamy :Numerical methods
6. Numerical Methods (Problems and
Solution) by Jain, Iyengar , & Jain
7. Numerical Methods In Computer
Applications. : P.U.Wayse.EPH
Code : EE 302
Contacts : 3L
+ 1T
Credits
:4
General
features – Construction and principle of operation of moving coil, moving iron,
Dynamometer, Thermal and Rectifier type
deflecting instruments. Deflecting, controlling and damping torques,
extension of instrument ranges using shunts, multipliers and instrument
transformers. Measurement of low, medium and high resistances, Kelvins double
bridge, multimeters, megger, localization of cable
faults.
D.C. and A.C.
potentiometers, Measurement of high
voltage, Electrostatic instruments, measurement of inductances, capacitance and
frequency by A.C. Bridges.
Measurement of
power in polyphase circuits,
various wattmeter connections. A.C. and D.C. energy
meters.
C.R.O. construction & principle measurement of voltage, current, frequency and phase by oscilloscope.
Electronic voltmeters – analog and digital. Digital
multimeters, Audio oscillators, signal generators and frequency
counter.
Text
Books:
1. Electronic
Instrumentation – H.S. Kalsi, ISTE/EXCEL BOOKS
2.Golding E.W.
& Wides F.C. : Electrical Measuring Instruments & Measurements ;
Wheeler
3.Kalsi:Electronic
Instrumentation
4.Industrial
Instrumentation & Control : SK Singh Tata McGraw Hill.New
Delhi
5.Sawhney A K
: A course in Electrical & Electronic Measurements & Instruments,
Dhanpat Rai & Co.
6.Heltrick
A.D. & Cooper W.D. : Modern Electronic Instrumentation & Measuring
Instruments; Wheeler
7.Patranabis
D: Sensors & Transducers, Wheeler 96
Code: EE
391
Credit:
2
List
of Experiments:
1. Transient response in R-L and R-C
Network: Simulation/hardware
2. Transient response in R-L-C Series
& Parallel circuits
Network: Simulation/hardware
3. Determination of Impedance (Z) and
Admittance(Y) parameters of two port network
4. Frequency response of LP and HP
filters
5. Frequency response of BP and BR
filters
6. Generation of Periodic,
Exponential, Sinusoidal, Damped sinusoidal, Step, Impulse, Ramp signals using
MATLAB in both discrete and analog form
7. Evaluation of convolution integral,
Discrete Fourier transform for periodic & non-periodic signals and
simulation of difference equations using MATLAB
8 Representation of poles and
zeros in z-plane, determination of partial fraction expansion in z-domain and
cascade connection of second order system using MATLAB
9 Determination of Laplace
transform and inverse Laplace transformation using MATLAB
10 Spectrum analysis of different
signals
Note: An Institution/College
may opt for some other software or
hardware simulation wherever possible in place of MATLAB
Numerical
Methods & Programming
Lab
Code: CS
382
Contact: 3P
Credit:
2
1. Assignments on Interpolation:
Newton forward & backward, Lagrange
2.Assignments
on Numerical Integration: Trapezoidal Rule, Simson’s 1/3 Rule, Weddle’s
Rule
3. Assignments on Numerical solution
of a system of linear equation: Gauss elimination, Gauss Jacobi, Matrix
Inversion, Gauss Seidal
4. Assignments on Algebric Equation:
Bisection, Secant, Regular-falsi, Newton Raphson
5. Assignments on Ordinary
Differential Equation: Taylor Series, Euler’s method,
Runga-Kutta
6. Assignments on Statistical Problem:
Mean, Median, Mode, Standard deviation ( for simple & frequency type data),
Correlation & Regression
Code: EE
392
Contact: 3P
Credit:
2
List
of Experiments:
1. Instrument workshop- observe the
construction of PMMC, Dynamometer, Electro thermal and Rectifier type
instrument, Oscilloscope and digital multimeter
2. Calibrate moving iron and
electrodynamometer type ammeter/volmeter by potentiometer
3. Calibrate dynamometer type
Wattmeter by potentiometer
4. Calibrate A.C. energy
meter
5. Measure the resistivity of material
using Kelvin Double
Bridge
6. Measurement of Power using
Instrument transformer
7. Measurement of Power in Polyphase
circuits
8. Measurement of Frequency by Wien
Bridge using Oscilloscope
9. Measurement of Inductance by
Anderson Bridge
10. Measurement of Capacitance by De Sauty
Bridge
Data Structure
Lab
Code: CS
392
Contact: 3P
Credit:
2
Experiments
should include but not limited to :
Implementation
of array operations :
Stacks and
Queues : adding, deleting elements Circular Queue : Adding & deleting
elements Merging Problem : Evaluation of expressions operations on Multiple
stacks & queues :
Implementation
of linked lists: inserting, deleting, inverting a linked list. Implementation of
stacks & queues using linked lists:
Polynomial
addition, Polynomial multiplication
Sparse
Matrices: Multiplication, addition.
Recursive and
Non-recursive traversal of Trees
Threaded
binary tree traversal. AVL tree implementation.
Application of
Trees, Application of sorting and
searching algorithms
West Bengal University of
Technology
Course Structure &
Syllabus for B. Tech in Information Technology
|
A. Theory | |||||||||||
|
Sl.
No. |
Code |
Theory |
Contacts
Periods/Week |
Credits | |||||||
|
|
|
|
L |
T |
P |
Total |
| ||||
|
1
2
3 4
5 6 |
M
301 EE
301 EC
311 EC
312 CS
302 |
Mathematics
Circuit Theory &
Networks Numerical Methods
& Programming Electronic System
Design Digital Electronics
& Logic Design Data Structures &
Algorithms |
3 3 3 3 3 3 |
1 1 0 0 1 1 |
-- -- -- -- -- -- |
4 4 3 3 4 4 |
4 4 3 3 4 4 | ||||
|
Total
Theory |
22 |
22 | |||||||||
|
B.
Practical | |||||||||||
|
1. 2. 3. 4. |
EC
382 CS
392 CS
382 EE
391 |
Digital Electronics
& Logic design Lab Data Structure
Lab Numerical Methods
& Programming Lab Circuits &
Networks
Lab |
-
- - - |
-- -- -- -- |
3 3 3 3 |
3 3 3 3 |
2 2 2 2 | ||||
|
Total
Practical |
12 |
8 | |||||||||
Total of Semester |
34 |
30 | |||||||||
Detailed Syllabus of B.Tech.
in Information Technology
Mathematics
Credit:
4
Sample spaces,
events as subsets, probability axioms, sample theorems, finite sample spaces and
equiprobable measure as special cases, binomial coefficients and counting
techniques applied to probability problems, conditional probability, independent
events, Bayes’ formula.
Random
variables (discrete and continuous), probability functions, density and
distribution functions, special distributions (binomial, hypergeometric,
Poisson, uniform exponential, normal...) mean and variance, Chebychev
inequality, independent random variables, functions of random variables their
distributions.
Poisson and
normal approximation to the binomial, central limit theorem, law of large
numbers, some statistical applications
Estimation and
sampling, point and interval estimate hypothesis testing, power of a test,
regression, and few examples of non-parametric methods.
Transition
probabilities and matrix, Classification of states Ergodic properties, Random
walks problem. Examples from physical, biological and behavioral sciences
Types of
processes, Markov process, Application to the theory of queues.
Text books
:
1. Spiegel M R : Theory and Problems
of Probability and Statistics (Schaum's Outline Series) - McGraw Hill Book Co.
2. veerarajan :Probability
&statistics 2/e TMH
3. Goon A. M., Gupta M K and Dasgupta B: An Outline of
Statistical Theory-Vol.I - The World Press Pvt. Ltd.
4. Goon A.M., Gupta M K and Dasgupta B: Fundamental of
Statistics - The World Press Pvt. Ltd.
5. Spiegel M R : Theory and Problems
of Complex Variables (Schaum's Outline Series) - McGraw Hill Book
Co.
6. Bronson R: Differential Equations
(Schaum's Outline Series) - McGraw Hill Book Co.
7. Ross S L : Differential Equations -
John Willey & Sons.
8. Sneddon I. N. : Elements of Partial
Differential Equations - McGraw Hill Book Co.
9. Grewal B S : Higher Engineering
Mathematics (thirty fifth edn.) - Khanna Pub.
10. Kreyzig E: Advanced Engineering
Mathematics - John Wiley and Sons.
Jana-Undergraduate Engg. Math ,Vikas
11.
Lakshminarayn- Engg. Math Vol1,2,3, Vikas
12. Gupta-
Matehmatical Physics,Vikas
13. D. P.
Das, Advanced Engg. Mathematics, Cyber Tech
Circuit Theory & Networks
Code: EE
301
Contact: 3L + IT
Credit:
4
Different
types of systems & networks: continuous & Discrete, Fixed and Time
varying, Linear and Non-linear, Lumped and distributed, Passive & Active
Networks & Systems
Laplace
transform of impulse and sinusoidal steps waveforms for RL, RC, LC and RLC
Circuits. Transient
analysis of different electrical circuits with and without initial conditions,
Fourier Series and Fourier Transform
Network
theorems and their applications in circuit analysis, Formulation of network
equations, Source transformations, Loop variable analysis and node variable
analysis
Graph of
network, concept of tree branch, tree link. Incidence matrix, Tie-set matrix and
loop currents, Cut set matrix and node pair potentials
Two port
networks, Open circuit Impedance and Short circuit Admittance parameters,
Transmission parameters, hybrid parameters, and their inter-relations
Indefinite
admittance matrix- their applications to the analysis of active
network
Active filter
analysis and synthesis using operational amplifier
SPICE: How
SPICE works. Model statement, models for passive and active device, D.C.
circuits analysis, small signal analysis, capacitors and inductors in D.C.
Circuits, steady state and transient, plotting and printing, input and output
Impedance, D.C. sensitivity analysis, harmonic decomposition (Fourier Series),
Harmonic re-composition, voltage controlled components
Text books
:
1.
Sudhakar:Circuits & Networks:Analysis & Synthesis 2/e TMH New
Delhi
2. Valkenburg
M. E. Van, “Network Analysis”, Prentice Hall.
3.Engineering
circuit analysis with PSPICE and probe-Roger
4.Engg Circuit
Analysis,: Hayt 6/e Tata Mcgraw-Hill
5.A.
Chakravarty: Networks, Filters & Transmission Lines
6.D.Chattopadhyay
and P.C.Rakshit: Electrical Circuits
7.A.V.
Oppenheimer and A.S.Wilsky: Signals & Systems, PHI
8.R.V.Jalgaonkar.:
Network Analysis & Synthasis.EPH.
9.Sivandam-
Electric Circuits Analysis,Vikas
References
:
1. Reza F. M. and Seely S., “Modern
Network Analysis”, Mc.Graw Hill Book Company
2.Roy
Choudhury D., “Networks and Systems”, New Age International
Publishers.
3. Kuo F. F., “Network Analysis &
Synthesis”, John Wiley & Sons.
Contacts :
3L
Credits :
3
Approximation
in numerical computation, Truncation and rounding errors;
Interpolation:
Lagrange’s Interpolation, Newton forward & backward differences
Interpolation, Newton divided difference;
Numerical
Integration: Trapezoidal, Rule, Simson’s 1/3 Rule, Weddle’
Rule;
Numerical
Solution of a system of linear equation
Gauss
elimination method, Matrix Inversion, LU Factorization method, Gauss Jacobi
method, Gauss Seidal method;
Algebraic
Equation: Bisection method, Secant method, Regular-Falsi method, Newton-Raphson
method;
Numerical
solution of ordinary differential equation: Taylor’s series method, Euler’s
method, Runge-kutta method, Predictor-Corrector method;
C Language
Overview: Loop, recursion, function, array, pointers, structures, various types
of file access methods: Sequential, Indexed Sequential,
Random;
Various types
of files in C and various types file handling statements in
C
Books:
1. Numerical Analysis and Algorithms
by Pradeep Niyogi TMH
2. Numerical Mathematical Analysis by
J.B.Scarborough
3. C Language and Numerical Methods by
C.Xavier
4. Introductory Numerical Analysis by
Dutta & Jana
5. Balagurusamy:Numerical
Methods
6. Numerical Methods (Problems and
Solution) by Jain, Iyengar , &
Jain
7. Numerical Methods In Computer
Applications.: P.U.Wayse.EPH
Electronic System Design
Code: EC
311
Contact: 3L
Credit:
3
Various
components for electronic system design:
Operational
Amplifier: Inverting, non-inverting, differential & instrumentation
amplifiers, differentiator, integrator, Log & anti log amplifiers,
multiplier, divider, voltage to current (both live and zero based) converter-
floating and grounded load current
( both live and zero based) to voltage converter, precision rectifier,
electronic analog computation
System design
for physical parameter (viz. Temperature, strain, pH etc)
measurements
Function
Generators: sine, square, triangular, and saw tooth
waveform
Comparators:
inverting, non-inverting, Schmitt trigger and window
comparator
Active filters
design: first & second order low pass butterworth, first & second order
high pass butterworth, band pass , band reject and all pass
filter
IC 555 Timer:
monostable, and astable multivibrator
V to F and F
to V converter
Linear voltage
regulators: fixed and adjustable
Text
books:
1. Design with OP AMPs and Analog Ics-
Franco S, Tata McGraw Hill Int.
2. Linear Integrated Circuites &
Applications, Y.Venkatramani, ISTE/EXCEL BOOKS
3. OP AMPs and Linear Integrated
Circuits- Gayakwad R.A., PHI
4. OP AMPs and Linear Integrated
Circuits- Coughlin R.F. & Driscoll F.F,PHI
5. Operational Amplifier : Design and
application- Tobey & Graene, Mc.Graw Hill
6. Linear Integrated Circuits.: Tusar
Jadav.EPH.
6. Salivan- Digital Circuits and
Design,Vikas
Code : EC 312
Contacts : 3L + 1T
Credits : 4
Text
books:
1. Givone:Digital
Principles &design Tata McGraw Hill
2. Digital Logic Design- Morries Mano, PHI
3. Digital Electronics Dr. Saroj Rangnekar, ISTE/EXCEL BOOKS
Data Structures and Algorithms
Code: CS
302
Contact: 3L + IT
Credit:
4
Overview of
C language
Time and Space
analysis of Algorithms - Order Notations.
Linear Data
Structures - Sequential representations - Arrays and Lists, Stacks, Queues and
Dequeues, strings, Application.
Linear Data
Structures, Link Representation, Linear linked lists, Circularly linked lists.
Doubly linked lists, application.
Recursion -
Design of recursive algorithms, Tail Recursion, When not to use recursion,
Removal of recursion.
Non-linear
Data Structure: Trees - Binary Trees, Traversals and Threads, Binary Search
Trees, Insertion and Deletion algorithms, Height-balanced and weight-balanced
trees, B-trees, B+ -trees, Application of trees; Graphs - Representations,
Breadth-first and Depth-first Search.
Hashing -
Hashing Functions, collision Resolution Techniques.
Sorting and
Searching Algorithms - Bubble sort, Selection Sort, Insertion Sort, Quick sort,
Merge Sort, Heap sort and Radix Sort
File
Structures - Sequential and Direct Access. Relative Files, Indexed Files - B+
tree as index. Multi-indexed Files, Inverted Files, Hashed Files.
Text
book
:
1. Data Structures and Algorithms,
O.G. Kakde and U.A. Deshpandey, ISTE/EXCEL BOOKS
2. Aho Alfred
V., Hopperoft John E., UIlman Jeffrey D., “Data Structures and Algorithms”, Addison
Wesley
3. Drozdek-
Data Structures and Algorithms, Vikas
5. Ajoy Agarwal.: Data Structures Through C,
Cybertech.
6. Lipschutz: Data Structures
TMH
References
:
1.Heileman
:Datastructure Algorithims &OOP
2. Data
Structure Using C – M.Radhakrishnan, V.Srinivasan, ISTE/EXCEL
BOOKS
2.Weiss Mark
Allen, “Algorithms, Data Structures, and Problem Solving with C++”, Addison
Wesley.
3. Horowitz
Ellis & Sartaj Sahni, “Fundamentals of Data Structures”, Galgotria Pub.
4.. Tanenbaum
A. S. , “Data Structures using ‘C’ ”
Digital Electronics & Logic Design
Lab
Code: EC
382
Contact: 3P
Credit:
2
List of
Experiments:
1.Realization
of NOT, OR, AND, XOR, XNOR gates using universal gates
2. A. Gray to
Binary conversion & vice-versa.
B. Code conversion between
BCD and EXCESS-3
3. A. ODD and even
parity generation and checking.
B. 4-bit comparator circuit
4. Design of combinational circuit to
drive seven-segment display
5. Design of combinational circuits
using multiplexer
6. A. Adder/Subtractor
circuits using Full-Adder using IC and/ or logic gates.
B. BCD Adder circuit using IC and/ or logic gates
7. Realization of RS , JK, and D flip
flops using Universal logic gates
8. Realization of Asynchronous up/down
counter
9. Realization of Synchronous Mod-N
counter
10. Digital to Analog
conversion
Data Structure Lab
Code: CS
392
Contact: 3P
Credit:
2
Experiments
should include but not limited to:
Implementation
of array operations
Stacks and
Queues: adding, deleting elements Circular Queue: Adding & deleting elements
Merging Problem: Evaluation of expressions operations on Multiple stacks &
queues :
Implementation
of linked lists: inserting, deleting, and inverting linked list. Implementation
of stacks & queues using linked lists
Polynomial
addition, Polynomial multiplication
Sparse
Matrices: Multiplication, addition.
Recursive and
Non-recursive traversal of Trees
Threaded
binary tree traversal. AVL tree implementation.
Application of
Trees, Application of sorting and searching algorithms
Numerical Methods Lab
Code: CS
382
Contact: 3P
Credit:
2
1. Assignments on Interpolation:
Newton forward & backward, Lagrange
2. Assignments on Numerical
Integration: Trapezoidal Rule, Simson’s 1/3 Rule, Weddle’s
Rule
3. Assignments on Numerical
solution of a system of linear
equation: Gauss elimination, Gauss Jacobi, Matrix Inversion, Gauss
Seidal
4. Assignments on Algebric Equation:
Bisection, Secant, Regular-falsi, Newton Raphson
5. Assignments on Ordinary
Differential Equation: Taylor Series, Euler’s method,
Runga-Kutta
6. Assignments on Statistical Problem:
Mean, Median, Mode, Standard deviation ( for simple & frequency type data),
Correlation & Regression
Code: EE
391
Credit:
2
List
of Experiments:
1. Transient response in R-L and R-C
Network: Simulation/hardware
2. Transient response in R-L-C Series
& Parallel circuits
Network: Simulation/hardware
3. Determination of Impedance (Z) and
Admittance(Y) parameters of two port network
4. Frequency response of LP and HP
filters
5. Frequency response of BP and BR
filters
6. Generation of Periodic,
Exponential, Sinusoidal, Damped sinusoidal, Step, Impulse, Ramp signals using
MATLAB in both discrete and analog form
7. Evaluation of convolution integral,
Discrete Fourier transform for periodic & non-periodic signals and
simulation of difference equations using MATLAB
8. Representation of poles and zeros
in z-plane, determination of partial fraction expansion in z-domain and cascade
connection of second order system using MATLAB
9. Determination of Laplace transform
and inverse Laplace transformation using MATLAB
10. Spectrum analysis of different
signals
Note: An Institution/College
may opt for some other software or
hardware simulation wherever possible in place of MATLAB