SYLLABUS & CURRICULUM of B. Tech. ELECTRONICS & COMMUNICATION ENGINEERING (3rd to 8th semesters) UNIVERSITY OF CALICUT (2014 admission) SCHEME for Electronics and Communication Engineering (ECE) Branch for 3rd to 8th Semesters 3rd Semester Hours/week Marks Sem-end Code Subject L T P/D Inte- Sem- duration Cre- rnal end -hours dits EN14 301 Engineering Mathematics III 3 1 - 50 100 3 4 EN14 302 Computer Programming in C 3 - 1 50 100 3 4 EC14 303 Network Analysis & Synthesis 3 1 - 50 100 3 4 EC14 304 Solid State Devices 3 1 - 50 100 3 4 EC14 305 Electronic Circuits I 3 1 - 50 100 3 4 EC14 306 Electrical Engg. 3 1 - 50 100 3 4 EC14 307 (P) Basic Electronics Lab - - 3 50 100 3 2 EC14 308 (P) Electrical Engg.Lab - - 3 50 100 3 2 Total 18 5 7 28 Note: For EN14 302 Computer Programming in C, the end semester examination will be held by the University as a theory paper. 4th Semester Hours/week Marks Sem-end Code Subject L T P/D Inte- Sem- duration Cre- rnal end -hours dits EN14 401B Engineering Mathematics IV 3 1 - 50 100 3 4 EN14 402 Environmental Science 3 1 - 50 100 3 4 EC14 403 Signals and Systems 3 1 - 50 100 3 4 EC14 404 Electronic Circuits II 3 1 - 50 100 3 4 EC14 405 Digital Electronics 3 1 - 50 100 3 4 EC14 406 Analog Communication 3 1 - 50 100 3 4 EC14 407 (P) Digital Electronics Lab - - 3 50 100 3 2 EC14 408 (P) Electronic Circuits Lab - - 3 50 100 3 2 Total 18 6 6 28 Page | 1 5th Semester Hours/week Marks Sem-end Code Subject L T P/D Inte- Sem- duration Cre- rnal end -hours dits Computer Organization & EC14 501 Architecture 3 1 - 50 100 3 4 EC14 502 Linear Integrated Circuits 3 1 - 50 100 3 4 EC14 503 Digital Communication 3 1 - 50 100 3 4 EC14 504 Electromagnetic Field Theory 3 1 - 50 100 3 4 Microprocessors and 3 1 - 50 100 3 4 EC14 505 Microcontrollers Quantitative Techniques& 3 1 - 50 100 3 4 EC14 506 Managerial Decisions EC14 507 (P) Analog Communication Lab - - 3 50 100 3 2 EC14 508 (P) Linear Integrated Circuits Lab - - 3 50 100 3 2 Total 18 6 6 28 6th Semester Hours/week Marks Sem-end Code Subject L T P/D Inte- Sem- duration Cre- rnal end -hours dits EC14 601 Radiation and Propagation 3 1 - 50 100 3 4 EC14 602 Optical Communication 3 1 - 50 100 3 4 EC14 603 VLSI design 3 1 - 50 100 3 4 EC14 604 Digital Signal Processing 3 1 - 50 100 3 4 EC14 605 Control Systems 3 1 - 50 100 3 4 EC14 606 Satellite Communication 3 1 - 50 100 3 4 Microprocessors and EC14 607 (P) - - 3 50 100 3 2 Microcontrollers Lab EC14 608 (P) Mini Project - - 3 50 100 3 2 Total 18 6 6 28 Page | 2 7th Semester Hours/week Marks Sem-end Code Subject L T P/D Inte- Sem- duration Cre- rnal end -hours dits EC14 701 Information Theory and Coding 3 1 - 50 100 3 4 EC14 702 Microwave Engineering 3 1 - 50 100 3 4 EC14 703 Digital System Design 3 1 - 50 100 3 4 EC14 704 Elective I 3 1 - 50 100 3 4 EC14 705 Elective II 3 1 - 50 100 3 4 EC14 706 (P) VLSI lab - - 3 50 100 3 2 EC14 707 (P) Communication Systems lab - - 3 50 100 3 2 EC14 708 (P) Project - - 4 100 - - 4 Total 15 5 10 28 Elective I Elective II EC14 704(A) Internet Technology (Global) EC14 705(A) Soft Computing EC14 704(B) Television and Radar Engineering EC14 705(B) High Speed Digital Design EC14 704(C) Embedded Systems EC14 705(C) Antenna Theory and Design EC14 704(D) Nanotechnology EC14 705(D) Electronic Packaging(Global) EC14 704(E) Image and Video Processing EC14 705(E) Biomedical Instrumentation 8th Semester Hours/week Marks Sem-end Code Subject L T P/D Inte- Sem- duration Cre- rnal end -hours dits Data and Communication 3 1 - 50 100 3 4 EC14 801 Networks EC14 802 Economics and Management 3 1 - 50 100 3 4 Wireless Mobile 3 1 - 50 100 3 4 EC14 803 Communications EC14 804 Elective III 3 1 - 50 100 3 4 EC14 805 Elective IV 3 1 - 50 100 3 4 EC14 806 (P) Seminar - - 3 100 - - 2 EC14 807 (P) Project - - 7 100 - - 4 EC14 808 (P) Viva Voce - - - - 100 - 4 Total 15 5 10 30 Elective III Elective IV EC14 804 (A) Introduction to MEMS EC14 805 (A) Multimedia Communication Systems EC14 804 (B) Photonic Switching and Network EC14 805 (B) Probability and Random Processes EC14 804 (C) Microwave Active Devices and EC14 805 (C) Cryptography and Network security Circuits EC14 805 (D) Advanced Semiconductor Device EC14 804 (D) Mobile Computing Technology EC14 804 (E) Data Structures and EC14 805 (E) Advanced Digital Signal Processing Algorithms (Global) Page | 3 EN14 301 ENGINEERING MATHEMATICS III (Common for all branches) Teaching scheme Credits: 4 3 hours lecture and 1 hour tutorial per week Objective This course provides a quick overview of the concepts and results in complex analysis that may be useful in engineering. Also it gives an introduction to linear algebra and Fourier transform which are wealth of ideas and results with wide area of application. Module I: Functions of a Complex Variable (13 hours) Functions of a Complex Variable – Limit – Continuity – Derivative of a Complex function – Analytic functions – Cauchy-Riemann Equations – Laplace equation – Harmonic Functions – Z 1 Conformal Mapping – Examples: e , sinz, coshz, (z+ /Z )– Mobius Transformation. Module II: Functions of a Complex Variable (13 hours) Definition of Line integral in the complex plane – Cauchy‘s integral theorem (Proof of existence of indefinite integral to be omitted) – Independence of path – Cauchy‘s integral formula – Derivatives of analytic functions (Proof not required) – Taylor series (No proof) – Laurent series (No proof) – Singularities - Zeros – Poles - Residues – Evaluation of residues – Cauchy‘s residue theorem – Evaluation of real definite integrals. Module III: Linear Algebra (13 hours) – (Proofs not required) Vector spaces – Definition, Examples – Subspaces – Linear Span – Linear Independence – Linear Dependence – Basis – Dimension– Orthogonal and Orthonormal Sets – Orthogonal Basis – Orthonormal Basis – Gram-Schmidt orthogonalisation process – Inner product spaces – Definition – Examples – Inequalities ; Schwartz, Triangle (No proof). Module IV: Fourier Transforms (13 hours) Fourier Integral theorem (Proof not required) – Fourier Sine and Cosine integral representations – Fourier transforms – transforms of some elementary functions – Elementary properties of Fourier transforms – Convolution theorem (No proof) – Fourier Sine and Cosine transforms – transforms of some elementary functions –Properties of Fourier Sine and Cosine transforms. Text Books Module I: Erwin Kreysig, Advanced Engineering Mathematics, 8e, John Wiley and Sons, Inc. Sections: 12.3, 12.4, 12.5, 12.6, 12.7, 12.9 Module II: Erwin Kreysig, Advanced Engineering Mathematics, 8e, John Wiley and Sons, Inc. Sections: 13.1, 13.2, 13.3, 13.4, 14.4, 15.1, 15.2, 15.3, 15.4 Module III: Bernaed Kolman, David R Hill, Introductory Linear Algebra, An Applied First Course, Pearson Education. Sections: 6.1, 6.2, 6.3, 6.4, 6.7, 6.8, Appendix.B.1 Page | 4 Module IV: Wylie C.R and L.C. Barrett, Advanced Engineering Mathematics, McGraw Hill. Sections: 9.1, 9.3, 9.5 Reference books 1. H S Kasana, Complex Variables, Theory and Applications, 2e, Prentice Hall of India. 2. John M Howie, Complex Analysis, Springer International Edition. 3. Anuradha Gupta, Complex Analysis, Ane Books India. 4. Shahnaz bathul, Text book of Engineering Mathematics, Special functions and Complex Variables, Prentice Hall of India. 5. Gerald Dennis, Mahan, Applied Mathematics, Springer International Edition. 6. David Towers, Guide to Linear Algebra, MacMillan Mathematical Guides. 7. Inder K Rana, An Introduction to Linear Algebra, Ane Books India. 8. Surjeet Singh, Linear Algebra, Vikas Publishing House. 9. Howard Anton, Chris Rorres, Elementary Linear Algebra, Applications Version, John Wiley and Sons. 10. Anthony Croft, Robert Davison, Martin Hargreaves, Engineering Mathematics, Pearson Education. Internal Continuous Assessment (Maximum Marks-50) 60% - Tests (minimum 2) 30% - Assignments (minimum 2) such as home work, problem solving, group discussions, quiz, literature survey, seminar, term-project, software exercises, etc. 10% - Regularity in the class University Examination Pattern PART A: Analytical/problem solving SHORT questions 8x 5 marks=40 marks Candidates have to answer EIGHT questions out of TEN. There shall be minimum of TWO and maximum of THREE questions from each module with total TEN questions. PART B: Analytical/Problem solving DESCRIPTIVE questions 4 x 15 marks=60 marks Two questions from each module with choice to answer one question. Maximum Total Marks: 100 Page | 5 EN14 302: COMPUTER PROGRAMMING IN C (Common for all branches) Teaching scheme Credits: 4 3 hours lecture and 1 hour tutorial per week Objective s  To impart the basic concepts of computer and information technology  To develop skill in problem solving concepts through learning C programming in practical approach Module I (12 hours) Introduction to Computers: CPU, Memory, input-output devices, secondary storage devices, Processor Concepts - Evolution and comparative study of processors. Machine language, assembly language, and high level language. Inside a PC, Latest trends and technologies of storage, memory, processor, printing etc. Concept of Program and data, System software - BIOS, Operating System- Definition-Functions-Windows, and Linux. Compilers and assemblers. Module II (12 hours) Basic elements of C: Flow chart and algorithm – Development of algorithms for simple problems. Structure of C program – Operators and expressions – Procedure and order of evaluation – Input and Output functions. while, do-while and for statements, if, if-else, switch, break, continue, goto, and labels. Programming examples. Module III (14 hours) Functions and Program structures: Functions – declaring, defining, and accessing functions – parameter passing methods – Recursion – Storage classes – extern, auto, register and static. Library functions. Header files – C pre-processor. Example programs. Arrays: Defining and processing arrays – passing arrays to functions – two dimensional and multidimensional arrays – application of arrays. Example programs. Module IV (14 hours) Structures – declaration, definition and initialization of structures, unions, Pointers: Concepts, declaration, initialization of pointer variables, Accessing a Variable through its Pointer Chain of Pointers, Pointer Expressions, Pointer Increments and Scale Factor, Pointers and Arrays, examples Concept of a file – File operations, Input/Output Operations on Files, Random Access to Files File pointer. Text Books 1. P. Norton, Peter Norton’s Introduction to Computers, Tata McGraw Hill, New Delhi 2. E. Balaguruswamy, Programming in ANSI C, Tata McGraw Hill, New Delhi Reference Books 1. K. N. King. C Programming: A Modern Approach, W. W. Norton & Company 2. S .Kochan , Programming in C, CBS publishers & distributors 3. P. Norton, Peter Norton’s Computing Fundamentals, Tata McGraw Hill, New Delhi 4. M. Meyer, R. Baber, B. Pfaffenberger. Computers in Your Future, Pearson Education India Page | 6 5. B.Gottfried, Programming with C, Tata McGraw Hill, New Delhi 6. B. W. Kernighan, and D. M. Ritchie, The C Programming Language, Prentice Hall of India Internal Continuous Internal Continuous Assessment (Maximum Marks-50) 50% - Lab Practical Tests 20% - Assignments 20% - Main Record 10% - Regularity in the class University Examination Pattern PART A: Analytical/problem solving SHORT questions 8x 5 marks=40 marks Candidates have to answer EIGHT questions out of TEN. There shall be minimum of TWO and maximum of THREE questions from each module with total TEN questions. PART B: Analytical/Problem solving DESCRIPTIVE questions 4 x 15 marks=60 marks Two questions from each module with choice to answer one question. Maximum Total Marks: 100 Page | 7 EC14 303 NETWORK ANALYSIS & SYNTHESIS Teaching scheme: Credits 4 3 Hours lecture and 1 hour tutorial per week Objectives  To expose the students to the basic concepts of electric circuits and their analysis in time and frequency domain  To introduce the concept of filter circuits and design of passive filters  To introduce the techniques of network synthesis Module I (15 hours) Basic Circuit elements: R, L, C and mutually coupled circuits-voltage current relationship- Independent and dependent Sources. Analysis of electrical networks: Loop and Nodal analysis. Network theorems: Thevenin, Norton, Superposition, Source transformations, Maximum Power Transfer theorems. Time domain analysis of R-L and R-C circuits- initial conditions. S-Domain analysis of circuits: Review of Laplace transform- Transforms of basic signals- transformation of a circuit into S- domain, Analysis of the transformed circuit- mutually coupled circuits, transient analysis of RC, RL and LC networks with Impulse, step, pulse, ramp and exponential inputs- step response of RLC network Module II (13 hours) Network functions: The concept of complex frequency- driving point and transfer functions- Impulse response-Poles and Zeros of network functions-their locations and effects on the time and frequency domain responses-Restriction of poles and zeros in the driving point and transfer function, Time domain behaviour from the pole-zero plot, Bode plot. Two-port network parameters: Impedance, admittance, transmission and hybrid-Conversion formulae. Analysis of interconnected two port networks-parallel, series, and cascade connections of two port networks. Module III (12 hours) Filters: Brick wall Specifications, Types of filtering, Butterworth Low-Pass Transfer Characteristic, Basic Passive realization of Butterworth filters, Chebyshev Approximation, Characteristics. Frequency transformations: Transformation to high pass, band pass and band elimination filters. Attenuators: Types of attenuators, T and Bridged T attenuators - compensated attenuators. Module IV (12 hours) Elements of realizability Theory: Causality and stability-Hurwitz Polynomials-Positive Real Functions- Elementary Synthesis Procedures. Synthesis of One-Port Networks: Properties of L- C Admittance Functions, Synthesis of L-C Driving point Admittances- Properties of R-C Driving point Impedances, Synthesis of R-C Impedances or R-L Admittances-Properties and Synthesis of R-L Impedances and R-C admittances. Page | 8 Text Books 1. Van Valkenberg, Network Analysis, Prentice-Hall of India 2. Franklin F. Kuo, Network Analysis and Synthesis, Wiley India, Second Edition. 3. Edminister, Electric Circuits – Schaum’s Outline Series, McGraw-Hill. 4. William H Hayt & Jack E Kemmerly, Engineering Circuit Analysis, TMH Reference Books 1. DeCarlo/Lin, Linear Circuit Analysis, Oxford University Press, Second edition 2. D. Roy Choudhary, Networks and Systems, New Age International Publishers, Second Edition Internal Continuous Assessment (Maximum Marks-50) 60% - Tests (minimum 2) 30% - Assignments (minimum 2) such as home work, problem solving, group discussions, quiz, literature survey, seminar, term-project, software exercises, etc. 10% - Regularity in the class University Examination Pattern PART A: Analytical/problem solving SHORT questions 8x 5 marks=40 marks Candidates have to answer EIGHT questions out of TEN. There shall be minimum of TWO and maximum of THREE questions from each module with total TEN questions. PART B: Analytical/Problem solving DESCRIPTIVE questions 4 x 15 marks=60 marks Two questions from each module with choice to answer one question. Maximum Total Marks: 100 Page | 9