B e-electronics and communication engineering

B.E-ELECTRONICS AND COMMUNICATION ENGINEERING

SEMESTER I

Sub Code	Course	Hours/Week				Maximum Marks			CAT
		L	T	P	C	CA	SEE	Total
Theory
11UHS1201	Technical English	3	0	0	3	20	80	100	HUM
11UMA1001	Linear Algebra, calculus & application	3	1	0	4	20	80	100	BS
11UPH1002	Engineering Physics -I	3	0	0	3	20	80	100	BS
11UCH1003	Engineering Chemistry -I	3	0	0	3	20	80	100	BS
11UCS1004	Fundamentals of Programming	3	0	0	3	20	80	100	EAS
11UGE1203	Basic Civil & Mechanical Engineering	4	0	0	4	20	80	100	EAS
Practical
11UPC1005	Physics/ Chemistry Laboratory	0	0	3	0	-	-	-	BS
11UGE1206	Engineering Practice Lab	0	0	3	1	20	80	100	EAS
11UCS1007	Fundamentals of Programming Lab-I	0	0	3	1	20	80	100	EAS
Total		19	1	9	22	160	640	800

SEMESTER II

Sub Code	Course	Hours/Week				Maximum Marks			CAT
		L	T	P	C	CA	SEE	Total
Theory
11UHS1202	Communication skills	2	0	0	2	20	80	100	HUM
11UMA2001	Transform techniques & Integral calculus	3	1	0	4	20	80	100	BS
11UPH2002	Material Science	3	0	0	3	20	80	100	EAS
11UCH2003	Environmental Science	3	0	0	3	20	80	100	BS
11UEE2005	Circuit Theory	4	0	0	4	20	80	100	EAS
11UEC2004	Electron Devices	3	0	0	3	20	80	100	DC
Practical
11UPC1005	Physics/Chemistry Laboratory	0	0	3	2	20	80	100	BS
11UME1207	Engineering Graphics Lab	0	1	3	2	20	80	100	EAS
11UEC2007	Circuits & Networks Lab	0	0	3	1	20	80	100	DC
11UHS1205	Communication Skills Lab	0	0	2	1	20	80	100	HUM
Total		18	2	11	25	200	800	1000

SEMESTER III

Sub Code	Course	Hours/Week				Maximum Marks			CAT
		L	T	P	C	CA	SEE	Total
Theory
11UMA3002	Discrete Transforms & Fourier Analysis	3	1	0	4	20	80	100	BS
11UEC3001	Digital Electronics	3	1	0	4	20	80	100	DC
11UEC3003	Network Analysis and Synthesis	3	1	0	4	20	80	100	DC
11UEE3012	Electrical Machines	3	0	0	3	20	80	100	EAS
11UCS3010	Data Structures	3	0	0	3	20	80	100	EAS
11UEC3004	Engineering Electromagnetics	3	1	0	4	20	80	100	DC
Practical
11UEE3013	Electrical Machines Laboratory	0	0	3	1	20	80	100	EAS
11UEC3005	Electronic Devices Lab	0	0	3	1	20	80	100	DC
11UCS3011	Data Structures Lab	0	0	3	1	20	80	100	EAS
Total		18	4	9	25	180	720	900

SEMESTER IV

Sub Code	Course	Hours/Week							Maximum Marks			CAT
		L		T		P		C	CA	SEE	Total
Theory
11UMA4001	Probability Theory and Random Process	3			1		0	4	20	80	100	BS
11UEC4002	Electronic Circuits	3			1		0	4	20	80	100	DC
11UEC4003	Signals and Systems	3			1		0	4	20	80	100	DC
11UEC4004	Linear Integrated Circuits	3			0		0	3	20	80	100	DC
11UEC4005	Measurements and Instrumentation	3			0		2	4	20	80	100	DC
11UEC4006	Transmission Lines and Waveguides	3			1		0	4	20	80	100	DC
Practical
11UEC4007	Electronics circuits lab		0		0		3	1	20	80	100	DC
11UEC4008	Linear Integrated Circuits Lab		0		0		3	1	20	80	100	DC
11UEC4009	Digital Electronics lab		0		0		3	1	20	80	100	DC
Total			18		4		11	26	180	720	900

SEMESTER V

Sub Code	Course	Hours/Week				Maximum Marks			CAT
		L	T	P	C	CA	SEE	Total
Theory
11UMA0001	Numerical methods	3	1	0	4	20	80	100	BS
11UEC5002	Analog Communication	3	1	0	4	20	80	100	DC
11UEC5003	Digital Signal Processing	3	1	0	4	20	80	100	DC
11UEC5004	Microprocessors and Microcontrollers	3	0	0	3	20	80	100	DC
11UIC5010	Control Systems	3	1	0	4	20	80	100	EAS
11UEC5005	Computer Architecture	3	0	0	3	20	80	100	DC
Practical
11UEC5006	Digital Signal Processing Lab	0	0	3	1	20	80	100	DC
11UEC5007	Microprocessor & Microcontroller Lab	0	0	3	1	20	80	100	DC
11USE5008	Technical Seminar	0	0	3	1	100	-	100	DC
Total		18	4	9	25	260	640	900

SEMESTER VI

Sub Code	Course	Hours/Week				Maximum Marks			CAT
		L	T	P	C	CA	SEE	Total
Theory
11UGE6001	Principles Of Management	3	0	0	3	20	80	100	HUM
11UEC6002	Digital Communication	3	1	0	4	20	80	100	DC
11UEC6003	Computer Networks	3	0	0	3	20	80	100	DC
11UEC6004	Antenna and Wave Propagation	3	1	0	4	20	80	100	DC
11UEC6005	Information Theory and Coding	3	0	0	3	20	80	100	DC
11UECE***	Elective I	3	0	0	3	20	80	100	DE
Practical
11UEC6007	Communication Lab	0	0	3	1	20	80	100	DC
11UEC6008	Networks Lab	0	0	3	1	20	80	100	DC
11UEC6009	Electronic System Design Lab	0	0	3	1	20	80	100	DC
Total		18	2	9	23	180	720	900

SEMESTER VII

Sub Code	Course	Hours/Week				Maximum Marks			CAT
		L	T	P	C	CA	SEE	Total
Theory
11UGE7001	Ethical values & Human Relations	3	0	0	3	20	80	100	HUM
11UEC7002	Digital Image Processing	3	0	0	3	20	80	100	DC
11UEC7003	VLSI Design	3	1	0	4	20	80	100	DC
11UEC7004	Microwave Engineering	3	0	0	3	20	80	100	DC
11UECE***	Elective II	3	0	0	3	20	80	100	DE
11UECE***	Elective III	3	0	0	3	20	80	100	DE
Practical
11UEC7007	VLSI Laboratory	0	0	3	1	20	80	100	DC
11UEC7008	Microwave & Optical Lab	0	0	3	1	20	80	100	DC
11UEC7009	Project Work Phase-I	0	0	6	2	100	--	100	DC
11UEC7010	Comprehensive ViVa**	0	0	0	1		100	100	DC
Total		18	1	12	24	260	740	1000

SEMESTER VIII

Sub Code	Course	Hours/Week				Maximum Marks			CAT
		L	T	P	C	CA	SES	Total
Theory
11UEC8001	Wireless Communication	3	0	0	3	20	80	100	DC
11UEC8002	Optical Communication	3	0	0	3	20	80	100	DC
11UECE***	Elective IV	3	0	0	3	20	80	100	DE
11UECE***	Elective V	3	0	0	3	20	80	100	DE
Practical
11UEC8005	Project Work Phase –II	0	0	12	6	40	160	200	DC
Total		12	0	14	18	120	480	600

L	-	Lecture	T	-	Tutorial
P	-	Practical	C	-	Credits
CA	-	Continuous Assessment	SEE	-	Semester End Examination
BS	-	Basic Science	HUM	-	Humanities
EAS	-	Engg. Arts & Science	CAT	-	Category
DC	-	Department Core	DE	-	Department Elective
#-Continuous Assessment marks are awarded for performance in both semesters I & II with marks for final test to be scheduled by the faculty concerned at the end of semester II covering the entire syllabus; * - Laboratory classes on alternate weeks for Physics and Chemistry.

LIST OF ELECTIVES FOR ELECTRONICS AND COMMUNICATION ENGINEERING

Sub Code	Course	Hours/Week				Maximum Marks			CAT
		L	T	P	C	CA	SES	Total
11UGEE001	Intellectual Property Rights	3	0	0	3	20	80	100	HUM
11UECE001	Advanced Microprocessors	3	0	0	3	20	80	100	DE
11UECE002	Advanced Digital Signal Processing	3	0	0	3	20	80	100	DE
11UECE003	Medical Electronics	3	0	0	3	20	80	100	DE
11UGEE004	Operation Research	3	0	0	3	20	80	100	BS
11UECE005	Power Electronics	3	0	0	3	20	80	100	BS
11UECE006	Engineering Acoustics	3	0	0	3	20	80	100	DE
11UECE007	Embedded Systems	3	0	0	3	20	80	100	DE
11UECE008	Speech Processing	3	0	0	3	20	80	100	DE
11UECE009	Computer Hardware and Interfacing	3	0	0	3	20	80	100	DE
11UECE010	Electromagnetic Interference and Compatibility	3	0	0	3	20	80	100	DE
11UECE011	High Speed Networks	3	0	0	3	20	80	100	DE
11UECE012	Television and Video Engineering	3	0	0	3	20	80	100	DE
11UECE013	Soft Computing	3	0	0	3	20	80	100	DE
11UECE014	Advanced Electronic system design	3	0	0	3	20	80	100	DE
11UECE015	Radar and Navigational Aids	3	0	0	3	20	80	100	DE
11UECE016	RF MEMS	3	0	0	3	20	80	100	DE
11UECE017	Micro Integrated Circuits	3	0	0	3	20	80	100	DE
11UECE018	Wireless networks	3	0	0	3	20	80	100	DE
11UECE019	Telecommunication Switching and Networks	3	0	0	3	20	80	100	DE
11UECE020	Satellite Communication	3	0	0	3	20	80	100	DE
11UECE021	Optoelectronic devices	3	0	0	3	20	80	100	DE
11UECE022	Remote Sensing	3	0	0	3	20	80	100	DE
11UECE023	Nano Technology	3	0	0	3	20	80	100	DE
11UECE024	Indian Constitution and Society	3	0	0	3	20	80	100	EAS

11UMA3002 Discrete transforms and fourier analysis 3 1 0 4
OBJECTIVES

• 
  At the end of this course student should be able
  
• 
  To mathematically formulate certain practical problems in terms of partial differential equations, solve them and physically interpret the results.
  
• 
  To gain a well founded knowledge of Fourier series, their different possible forms and the frequently needed practical harmonic analysis that an engineer may have to make from discrete data.
  
• 
  To have capacity to formulate and identify certain boundary value problems encountered in engineering practices, decide on applicability of the Fourier series method of solution, solve them and interpret the results.
  
• 
  To know to evaluate the complex integration in terms of residue theorem.
  
• 
  To understand the basics of Z – transform in its applicability to discretely varying functions, gain the skill to formulate certain problems in terms of difference equations and solve them using the Z – transform technique.
  

UNIT I PARTIAL DIFFERENTIAL EQUATIONS 9

Formation of partial differential equations by elimination of arbitrary constants and arbitrary functions – Solution of standard types of first order partial differential equations – Lagrange’s linear equation – Linear partial differential equations of second and higher order with constant coefficients.

UNIT II Fourier Series 9

Dirichlet’s conditions – General Fourier series – Odd and even functions – Half range sine series – Half range cosine series – Complex form of Fourier Series – Parseval’s identify – Harmonic Analysis.

UNIT III Boundary value problems 9

Classification of second order quasi linear partial differential equations – Solutions of one dimensional wave equation – One dimensional heat equation – Steady state solution of two-dimensional heat equation (Insulated edges excluded) – Fourier series solutions in Cartesian coordinates.

UNIT IV Fourier Transform 9

Fourier integral theorem (without proof) – Fourier transform pair – Sine and

Cosine transforms – Properties – Transforms of simple functions – Convolution theorem – Parseval’s identity.
UNIT V Z -TRANSFORM AND DIFFERENCE Equations 9

Z-transform - Elementary properties – Inverse Z – transform – Convolution theorem -Formation of difference equations – Solution of difference equations using Z - transform.

TUTORIAL 15

TOTAL 60
TEXT BOOKS

1. 
   Grewal. B.S, “Higher Engineering Mathematics”, 40th Edition, Khanna Publications, Delhi, (2007).
   
2. 
   Venkataraman. M.K, “Engineering Mathematics”, Volume I & II Revised Enlarged Fourth Edition”,The National Pub. Co., Chennai, 2004.
   

REFERENCE BOOKS

1. 
   Kreyszig. E, “ Advenced Engineering Mathematics”,Eighth Edition, John Wiley and Sons (Asia) Limited, Singapore 2001.
   
2. 
   Veerarajan. T, “Engineering Mathematics”, Tata Mc Graw-Hill Publishing Company Ltd., New Delhi, 2005.
   
3. 
   Dr.P.Kandasamy, Dr.K.Thilagavathy, Dr.K.Gunavathy, “Engineering Mathematics”, S.Chand & Company Ltd.,Ninth Edition,2010.
   

11UEC3001 DIGITAL ELECTRONICS 3 1 0 4
Objectives

At the end of the course the students should be able

• 
  To introduce Boolean algebra and shows the correlation between Boolean expressions.
  
• 
  To introduce combinational and sequential circuits.
  
• 
  To introduce design of sequential circuits.
  
• 
  To outline the formal procedures for the analysis and design of combinational circuits and sequential circuits.
  
• 
  To introduce the concept of memories and programmable logic devices.
  
• 
  To introduce hardware description language.