S.E.ect Engg Syllabus

8/10/2019 S.E.ect Engg Syllabus

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Note: Minimum two tests should be conducted for each theory subject and average of

best two tests should be considered.

SWAMI RAMANAND TEERTH MARATHWADA UNIVERSITY, NANDEDTEACHING AND EXAMINATION SCHEME

Second Year (Electronics Engineering) andSecond Year (Electronics and Telecommunication Engineering)

(With effect from A.Y 2009-10)

Examination Scheme (Marks)S.No.

Name of the SubjectTeachingscheme(Hours/Week)

Paper Test TermWorkPractical Total

PART-I1 Engineering Mathematics-III 4 80 20 1002 Electronic Devices and Circuits- I 4 80 20 1003 Network and Lines 4 80 20 1004 Digital Electronics 4 80 20 100

5 Numerical Analysis andcomputation 4 80 20 100

6 Electronic Measurements andInstrumentation 4 80 20 100

7 Electronic Devices and circuitsLaboratory - I 2 25 25 50

8 Network & Measurement Laboratory 2 25 25 509 Digital Circuits Laboratory 2 25 25 50

10 Numerical computation Laboratory 2 25 25 50Total of Part-I > 32 480 120 100 100 800

PART-II1 Engineering Mathematics-IV 4 80 20 1002 Electronic Devices and Circuits- II 4 80 20 1003 Analog Communication Systems 4 80 20 100

4 Object Oriented Programming withC++ 4 80 20 100

5 Signals and systems 4 80 20 1006 Communication Skills 2 40 10 50

7 Electronic Devices and circuitsLaboratory - II 2 25 25 50

8 Analog Communication Laboratory 2 25 25 509 Computer Programming Laboratory 2 25 25 50

10 Communication Skills Laboratory 2 25 25 5011 Electronic workshop 2 25 25 50

Total of Part-II > 32 440 110 125 125 800


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PART-I

1. Engineering Mathematics-III

Paper: 3 Hours, 80 Marks Test: 20 marks************************************************************************

UNITI] Linear Differential equations of higher order I: [8 Hours]

Introduction to L.D.E. with constant coefficients, General solution of f(D)y = X, shortcutmethods, Solution of non homogeneous linear equations by method of variation of

parameters and method of undetermined coefficients, Cauchys homogeneous andLegendre linear equations reducible to L.D.E with constant coefficients.

UNITII] Linear Differential equations of Higher order II: [6 Hours]

Simultaneous L.D.E. with constant coefficient, Symmetrical simultaneous

equations Rdz

Qdy

Pdx

by method of Grouping and method of Multipliers, applications

of L.D.E. to electrical circuits.

UNITIII] Vector Differential Calculus: [7 Hours]

Vector and Scalar functions, fields, derivatives, Gradient of Scalar field, Directionalderivative and Geometrical meaning of gradient (Gradd ) , Divergence and curl of avector fields, Solenoidal and Irrotational vectors, Second order differential operator and

vector identifies.

UNITIV] Vector Integral Calculus: [7 Hours]

Line integral: Line integral independent of path, Line Integral in parametric form;Circulation of a vector [Work done]; Greens Theorem [without proof], its verificationand applications; Surface Integral, Stokes Theorem [without proof] and its applications,Gauss Divergence Theorem [without proof] and its applications to Engineering problems.

UNITV] Statistics: [6 Hours]

Correlation: Scatter diagram, Types of correlations, Karl Pearsons coefficient ofcorrelation, Regression: Lines of regressions, Lines of regression of bivariate data, Curvefitting: Fitting of curves by Least Square Method.

UNITVI] Probability: [6 Hours]

Introduction, Random variable, Discrete and continuous Probability Distributions,Bionomical Distribution, Poisson Distribution, Normal Distribution.


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Text Books:

01. Advanced Engineering Mathematics by Erwin Kreyszing (Wiley Eastern Ltd.)02. Advanced Engineering Mathematics by B. S. Grewal (40 th Edition, Khanna

Publication, Delhi)03. Advanced Engineering Mathematics by Jain Iyengar (Narosa Publication)

Reference Books:

01. Applied Mathematics (Volumes I & II) by P. N. Wartikar and J. N. Wartikar(Pune Vidyarthi Griha Prakashan, Pune)

02. Engineering Mathematics by B. V. Raman (Tata McGraw Hill publication)03. Engineering Mathematics by Thomas and Finney

_______________________________________________________

2. Electronic Devices and Circuits- I


UNITI] Semiconductor Diode and Diode circuits: [7 Hours]

Conductivity modulation, Einstein equation, Continuity equation, Diffusion current andLaw of Mass action, Hall Effect, Junction diode Switching time, Diode as a circuitelement, load line concept; Analysis and design of capacitive filter, inductive filter, L-C& C-L-C Filters; Clamper circuits, clipper circuits, Voltage doublers.

UNITII] Transistor biasing: [7 Hours]

The early effect, Transistor as a switch, typical Transistor junction voltages, Transistor asan amplifier, Operating point, bias stability; Design of Fixed biasing, collector to base

biasing and voltage divider biasing circuits; Stabilization against variation in V BE, Ico and for the self bias circuit, Bias compensation, Thermistor and Sensistorcompensation, Thermal run away.

UNITIII] Small Signal low frequency Transistor Model: [6 Hours]

Transistor hybrid model, h-parameters, Analysis of transistor amplifier circuits using h- parameters, Comparison of performance parameter with CB, CC and CE amplifierconfigurations; linear analysis, physical model of CB transistor; Cascaded transistoramplifier; Simplified Hybrid models-CB, CE, CC; Common emitter amplifier with anemitter resistance, emitter follower, Millers theorem and its dual, High input resistancetransistor circuits, Design of single stage CE amplifier.


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UNITIV] Feedback amplifier and amplifier design: [6 Hours]

Classification of amplifiers, Feedback concept, Transfer gain with feed back, Generalcharacteristics of feed back amplifier, Input and output resistance, Method of analysis offeedback amplifier, Design of feedback amplifier; Voltage series, current series, voltageshunt and current shunt amplifiers.

UNITV] Oscillators: [6 Hours]

Theory of sinusoidal oscillations, Barkhausen criterion, Phase shift oscillator, Colpittsoscillator, Hartley oscillator, Wien bridge oscillator, crystal oscillator; Design of aboveall types of oscillators.

UNITVI] POWER AMPLIFIERS: [8 Hours]

Types and applications of power Amplifiers, Transistor power dissipation, Heat transferin semiconductor devices, Thermal Resistance, Derating; Amplifier classes andefficiency: CLASS A, CLASS B, CLASS C and CLASS AB; Principle of Push pullamplifiers, Push pull drivers, Harmonic distortion and feedback, distortion in push pullAmplifiers, Introduction to complementary push pull amplifier using a single powersupply and quasi complementary push pull configuration.

Text Books:

01. Millmans Electronic Devices and Circuits by Millman Halkias &, Satyabratajit(2 nd edition, McGraw Hill Publications)

02. Integrated Electronics by Milliman and C.C. Halkias(Tata McGraw hill Publications)03. Electronic Devices and Circuit Theory by Robert L. Boylestad (PHI Publications)

Reference Books:

01. Electronic Devices and circuits by Bogart Beasley Rico (LPE Publications)02. Principle of Electronic Devices and circuit by Malvino Leach (Tata McGraw hill)03. Electronic Devices and Circuits by David A. Bell (PHI Publications)

_______________________________________________________

3. Network and Lines


UNIT I] Network Theorems: [09 Hours]

Network definitions, Mesh and node circuit analysis, Principle of duality, Conversion between star and delta Networks(T to pi), Superposition theorem, reciprocity theorem,Thevenins theorem, Nortons theorem, compensation theorem, maximum power transfertheorem and tallenges theorem.


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UNIT--II] Resonance, Impedance Transformation and Coupled Circuit: [09 Hours]

Resonance: Definition of Q factor; Series resonance: impedance and phase angle of aseries resonance circuit, bandwidth of series resonance circuit; Parallel resonance:variation of impedance with frequency in parallel resonance circuits, Q factor of parallelresonance circuit, reactance curves in parallel resonance circuits.Impedance Transformation and Coupled Circuit: Impedance transformation withtapped resonant circuit and L Section; Mutual inductance, coupled circuits, singly anddoubly tuned air core transformers, dot conventions.

UNIT-- III] Filters: [04 Hours]

Neper and decibel, Properties of symmetrical networks, equations of filter networks; Low pass, high pass, band pass and band stop filters; constant k, m-derived, composite, andcrystal filters; Attenuators: T, pi, lattice, bridged T and L type attenuators.

UNIT IV] Transmission Line (TL) Parameters: [08 Hours]

TL, TL equation, Infinite line, Propagation constant, Attenuation constant, phaseconstant, group velocity, characteristic impedance; Open and short-circuited lines:reflected incident wave, standing waves in open and short circuit lines; Impedance of OCand SC lines, secondary line constant, impedance as a function of line length; line withany termination, distortion less and lossless lines.

UNITV] Low Frequency Lines and Radio Frequency Lines: [10 Hours]

Low Frequency Lines (Power Lines): Losses and efficiency in power lines, Effect oflength, Calculation of inductance and capacitance; Radio Frequency Lines: Standingwave ratio, Reflection coefficient, Location of maxima and minima, Impedance circlediagram, Smith chart, Properties and applications of Smith chart, Impedance matchingdevices, Quarter wave and half wave transformers, Single and double stub matching,Stub matching problems using Smith chart.

UNITVI] Equalizers: [04 Hours]

Classification and types of Equalizers; Inverse networks, constant resistance; bridged Tand Lattice equalizers; characteristics of equalizers.

Text Books:

01. Networks, lines and fields by John D Ryder (PHI Publication).02. Network Analysis by Umesh Sinha (PHI Publication).

Reference books:

01. Circuits and Synthesis by Sudhakar and Shyammohan.02. Network Analysis by Van Valkenburg (PHI Publication).

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4. Digital Electronics


UNIT-I] Number System & Codes: [06 Hours]

Review of number system: 1s & 2s compliment, 7s & 8s compliment, 9s & 10scompliment, 15s & 16s compliment arithmetic; BCD arithmetic; Codes: Classificationof codes, Binary code, Octal code, Hexa-decimal code, EX-3 code, Gray code, ASCIIcode, EBCDIC code, Biquinary code, BCD code, error detecting & error correctingcodes.

UNIT-II] Boolean Algebra & Logic Gates: [05 Hours]

Basic theorems, Boolean postulates, De-Morgans theorem, Duality, Reduction of logicfunction using algebra; switching functions: SOP, POS, canonical forms of SOP & POSequations, standard forms; Logic gates, logic circuit design examples.

UNIT-III] Combinational Logic Design: [09 Hours]

Two, three, four, five and six variables k-maps; dont care conditions, tabular method ofminimization and minimization of multiple functions; AND, OR, NOT, NAND, NORrealization; Arithmetic circuits: adders, subtractors, Code converters, magnitudecomparator; MSI & LSI circuits: decoders, encoders, multiplexer, de-multiplexer, paritygenerator & checkers.

UNIT-IV] Sequential logic Design: [09 Hours]

Flip-flops: triggering of Flip-flops, Flip-flop conversions, Flip-flop excitation tables &their applications; Counters: Asynchronous & synchronous counter, up/down counters,MOD-N counters, Presettable counters, shift counters, applications of counters; ShiftRegisters: SISO, SIPO, PISO, PIPO, shift left and shift right registers.

UNIT-V] Semiconductor Memories: [06 Hours]

Introduction, Memory organization & operation, Expanding memory size; Classification& Characteristics of Memory: SRAM, DRAM, ROM, PROM, EPROM, CAM, PLA,PAL, CCD and FLASH memories.

UNIT-VI] Logic families and ADC/DAC; [05 Hours]

Logic families: TTL, ECL, MOS and CMOS logic family; ADC & DAC: Introduction,ADC specifications, DAC specifications, examples of ADC & DAC.

Text Books:

01. Digital Principles and applications by A. Malvino and D. Leach(Mc Graw Hill)02. Modern Digital Electronics by R P Jain (Mc Graw Hill)


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References Books:

01. Digital Logic & Computer Design by M Moriss Mano (PHI)02. Introduction to Digital Technology by Louis Nesklesky ( John Willer & Saw )03. Digital Electronics by Williams H Gothmans (PHI)04. Digital Fundamentals by Floyd and Jain 8 th edition (Pearson Education

_______________________________________________________

5. Numerical Analysis and Computation


UNIT-I] Mathematical Modeling, Numerical Methods and Errors: [04 Hours]

Simple mathematical model, Conservation law, Significant figures, Accuracy & precision, Error definitions, Round off errors, Truncation errors, Error Approximations,Total numerical errors.

UNIT-II] Roots of Equation: [06 Hours]

Bracketing Methods: Graphical methods, Bisections method, False position method;Open methods : simple one point iteration method, Newton- Raphson method, secantmethod, multiple roots, Case Study: Design of Electric circuit and General Engineering

problems.

UNIT-III] Linear Algebraic Equations and systems: [10 Hours]

Introduction to vectors and metrics, Properties, Gauss elimination method, Pitfalls ofelimination, Techniques for improving solutions, Gauss-Jordan and Guass-Seidalmethods, Matrix inverse and LU decomposition method.

UNIT IV] Curve fitting-Least Squares Regression: [06 Hours]

Linear regression, Polynomial regression, multiple linear regressions; Interpolation: Newtons divided difference-interpolating polynomials, Lagrange interpolation polynomials and Spline; linear, quadratic, and cubic Interpolation.

UNIT V] Numerical Differentiation and Integration: [08 Hours]

Newton cotes integration formula: Trapezoidal rule, Simpsons rule and integration withunequal segments; Integrations of equations: Romberg integration, Gauss Quadratureintegration; Numerical differentiation; Case studies: Cash flow analysis, determination ofroot mean square current by numerical integration.


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UNIT-VI] Differential Equations: [06 Hours]

One step method: Eulers method, modification & improvement of Eulers method,Runge-Kutta methods, System of equation; Partial differential equations: Laplacesequations; Case Studies: Mathematical model for computer sales projection, simulatingtransient current for electrical circuit.

Text Books:

01. Numerical Methods for Engineers, 5th edition by Steven C. Chapra (McGraw HillBook Company).

02. Introductory Methods of Numerical Analysis, 4th edition by S. S. Sastry (PHIPublication).

03. Numerical Methods for mathematics science and engineering, 2 nd Edition by JohnH. Mathews (PHI Publication).

Reference Books:

01. Numerical Methods by P. Kandasamy, K. Thilagavathy and K. Gunavathi,(S.CHAND Publication).

_______________________________________________________

6. Electronics Measurement and Instrumentation


Unit-I] Fundamentals of Instrumentation and Measurement: [07 Hours]

Necessity of Electronic Measurements, Block diagram of electronic measuring system,Methods of measurements, Functions of instruments and measurement systems,Applications of measurement system, Elements of generalized measurement system,types of Instruments; Theory of Errors : Accuracy and Precision, significant figures,types of errors, statistical analysis, probability of errors, Limiting errors, standards ofmeasurements.

Unit-II] Electromechanical Instruments: [07Hours]

Suspension galvanometer, Torque and deflection galvanometer, PMMC mechanism, DCvoltmeter; AC voltmeters: peak, average and true rms voltmeters; Digital millimeters,Ammeter, Ohm meter and their design; AC indicating instruments, Watt-hour meter,Power factor meter.

Unit-III] Transducers: [06Hours]

Static and dynamic characteristics, Classification of transducers, Capacitive transducer,Inductive transducer, Resistive transducer, RVDT, Strain gauge, RTD, Opticaltransducers, Hall effect transducer, Piezoelectric transducer, Transducers for physical andchemical measurement, applications of above transducers.


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Unit-IV] A.C Bridges: [04Hours]

Wheatstone bridge, Kelvin Bridge, AC bridges and their applications; Maxwell Bridge,Hay bridge, Shering Bridge, Wien Bridge..Unit-V] Signal Generators & Oscilloscope: [10Hours]

Introduction, Sine-wave generator, standard signal generators, Frequency synthesizedsignal generator, swept frequency generator, Random noise generator, Audio frequencysignal generation, R.F generator, Pulse generator (block diagram), Function generator; CRO: Types; Dual trace, High freq, sampling and storage oscilloscopes; Applications ofoscilloscope.

Unit-VI] Signal Analyzer & Computer Aided Measurements: [06Hours]

Construction and operation of Signal analyzer, wave analyzer, Harmonic distortionanalyzer, spectrum analyzer and Logic analyzer; Measurement system architecture, dataacquisition cards and plug-in instruments, IEEE 488 based instruments, VXI basedinstruments.

Text Book:

01. Modern Electronic Instrumentation and Measurement Techniques by A.D.Helfrick and W.D.Cooper (PHI publication).

02. Electrical and Electronic Measurement and Instrumentation by A.K. Shawhney(Dhanpat Rai and sons).

03. Electronics Measurement and Instrumentation(Analog and Digital) by Dr.Sanjay N. Talbar and Akhilesh R. Upadhyay.

04. Electronics Measurements by S.S Kalsi (McGraw Hill Book Company).

References books:

01. Electronics Measurement & Instrumentation by B.H.Oliver & J.M.Cage (McGrawHill, 1971).

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7. Electronic Devices and circuits LaboratoryI

Term Work: 25 Marks Practical Examination: 3 Hours, 25 marks************************************************************************

LIST OF EXPERIMENTS:

01. Design of Capacitor Filter.02. Clipper circuits using diode.03. Design and Comparison of biasing circuits.04. To determine Ro, Ri, Av, Ai for CE amplifier05. Design of single stage CE amplifier and study Frequency response.06. Transistorized R -C phase shift Oscillator.07. Design of transistorized Colpitts oscillator.08. Voltage series, current series feedback amplifier 09. Voltage shunt and current shunt feedback amplifiers. 10. Class A Power amplifier

Note: Minimum eight experiments from above list.

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8. Network & Measurement Laboratory

Term Work: 25 Marks, Practical Examination: 3 Hours, 25 marks

************************************************************************ LIST OF EXPERIMENTS:

01. Characteristics of temperature transducers: (Any two) RTD Thermocouple Thermistor

02. Characteristics of LDR03. Design of DC voltmeter.04. Measurement of frequency and phase using Lissageous patterns

05. Study of wave analyzer/spectrum.06. Measurement of R, L, C using bridges.07. Verification of theorems08. Verification of resonance circuits09. Verification of filter circuits10. Verification of Attenuator

Note: Minimum eight experiments from above list.

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9. Digital Circuits Laboratory

Term Work: 25 Marks Practical Examination: 3 Hours, 25 marks**********************************************************************


01. Simplifications and implementation of a Boolean function using k-map / tabulartechniques.

02. Adder and Subtractor using gates/ ICs.03. BCD adder.04. Code converters using ICs.05. Comparator.06. Multiplexer & de-multiplexer.07. Decoder & encoder.08. Flip-flops.09. Counters.10. Shift Registers.

Note: Minimum eight experiments from above list. ______________________________________________________

10. Numerical computation Laboratory


LIST OF PROGRAMS:

01. Roots of Equation- Bracketing Methods (Minimum 3 programs)02. Linear Algebraic Equations & Systems (Minimum 3 programs)03. Curve Fitting- Least Square Regression (Minimum 3 programs)04. Numerical Differentiation & Integration (Minimum 2 programs)05. Differential Equations (Minimum 2 programs)

Note: Programming should be performed using C language.

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PART-II

1. Engineering Mathematics IV

Paper: 3 Hours, 80 Marks Test: 20 marks****************************************************************************************

UNITI] Complex AnalysisI: [07 Hours]

Introduction of complex variable, limit, continuity and derivative; Analytic function, C-Requation in Cartesian and polar form; Harmonic functions, Orthogonal System;Construction of analytic function f (z) = u + iv if u or v or u v are given

UNITII] Complex AnalysisII: [08 Hours]

Complex Integration: Line Integral of complex plane, Cauchys Integral Theorem forsimply and multiply connected regions, Cauchys Integrated formula; Series of Complexterms: Convergence, Behavior radius of convergence of series, Taylors and Laurentsseries [without proof]; Singularities, Residues, Residues Theorem, Evaluation of realdefinite integrals, Conformal mappings: Translation, Magnification rotation and BilinearTransformation.

UNIT-III] Laplace Transforms: [07 Hours]

Definition, Existence of L.T; Properties: Linearity, Change of scale, First shifting,Second shifting, Multiplication by t, Division by t., L.T. of derivative and Integral,

Inverse L.T, Methods of obtaining inverse L.T., Convolution Theorem; L.T of specialfunctions: Unit (Heaviside) step function, Unit Impulse function (Dirac delta function),Periodic functions

UNITIV] Application of L.T: [04 Hours]

Applications of L.T: Initial value problems, Simultaneous Linear equations and L.T.Method for the solution of partial differential equations.

UNITV] Linear Algebra-I: [07 Hours]

Vector spaces, Subspaces, Linear Independence of Vectors, Dimension and Basis, Effectof change of basis, Rank nullity of Linear Transformation, Matrix of LinearTransformation

UNITVI] Linear Algebra-II: [07 Hours]

Eigenvalue Problems: Eigen Values, Eigen Vectors, and their applications;Diagonalization, Orthogonalization.


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UNITIV] Operational Amplifier and its application: [8 Hours]

AC and DC analysis of differential amplifiers; AC, DC parameters and their typicalvalues; Common mode gain, CMRR, methods to improve CMRR, Frequencycompensation, Schmitt trigger, window detector, peak detector, precision rectifier, logand antilog amplifier.

UNITV] OP-AMP with negative feedback: [4 Hours]

Voltage series and voltage shunt feedback amplifier, differential amplifier, Noise controlin operational Amplifier.

UNITVI] Voltage Regulators: [8 Hours]

Design of series voltage regulators using discrete components, protection circuit and preregulator, Design of fixed voltage regulator using (IC 78XX & IC 79XX), Design ofadjustable voltage regulators (LM 317, 337), precision voltage regulators (IC 723), basicswitching regulators, block diagram of switching regulator IC -78S40.

Text Books:

01. J. milliman and C.C. Halkies, Integrated Electronics: Tata McGraw Hill.02. J. Milliman and Taub, Pulse and digital circuits, Tata McGraw Hill.03. David Bell , Pulse and Digital circuits ,PHI

Reference Books:

01. Ramakant Gaiikwad Op Amps and Linear Integrated Circuits LPEFourth Edition

02. Bogart Beasley Rico - Electronic Devices and circuits. LPE03. Transistor Circuit Design TEXAS INSTRUMENTS, INC McGraw Hill.04. Electronic Devices and Circuits David A. Bell PHI05. A Monograph on Electronics Design Principles. N.C. Goyal R.K. Khetan Khanna

Publishers

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3. Analog Communication Systems


UNITI] Amplitude modulation: [06 Hours]

Overview of communication systems, AM types; Double sideband suppressed carrier(DSBSC), single sideband (SSB) and vestigial sideband (VSB) modulation; generationand demodulation techniques of various AM schemes.

UNITII] Angle Modulation: [08 Hours]

Narrowband and wideband FM, PM, bandwidth of FM using carsons rule, varactordiode modulation, Balanced slope detector, phase discriminator, ratio detector , PLL, nonlinear effects in FM, Amplitude limiting, frequency division multiplexing.

UNITIII] Noise in continuous wave modulation: [06 Hours]

Atmospheric, extraterrestrial and Industrial noise, shot noise, thermal noise, white noise;noise performance and SNR calculations for AM , DSBSC, SSB and FM receivers;threshold effects in AM and FM, pre-emphasis and de-emphasis, narrowband noise.

UNITIV] Representation of signals and systems: [06 Hours]

Transmission of signals through linear systems, distortion less transmission, amplitudeand delay distortion, ideal low pass filters, Hilbert transform, pre-envelope, Band-passsignals, Band-pass systems.

UNITV] Random Processes: [10 Hours]

Probability, random variables, probability density function, transformation of randomvariables, random processes, stationary, mean, correlation and covariance functions,Time averages and Ergodicity, Central limit theorem, transmission of a random processthrough a linear filter, power spectral density, Gaussian process.

UNITVI] Telephony, sound and Acoustical systems: [04 Hours]

Telephone set, Electronic exchange, Microphone types, Directivity pattern, loud speakertypes, sound recording and reproduction, Acoustics of Buildings.

Text Books:

01. Communication systems by Simon Haykin02. Principles of communication Engg. by Anokh singh

03. Electronic communication systems by G. Kennedy


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Reference Books:

01. Principles of communication Systems by Taub and Schilling02. Electronic Communication by D. Roddy and J. Coolen

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4. Object Oriented Programming with c++

Paper: 3 Hours, 80 Marks Test: 20 marks************************************************************************UNIT-I] Introduction to c++: [06 Hours]

Data types, operators, Pointer, reference, Control flow statements: Arrays and strings;Functions, Structures and unions. Object oriented paradigm: Structured versus Objectoriented development, Elements of OOP, objects, classes, Encapsulation, Inheritance,

polymorphism, message communication.

UNIT-II] Classes and Objects: [06 Hours]

Class specification, class objects, member access, defining member functions,constructors, types of constructors, destructors, passing and returning objects asarguments, default arguments, inline function, array of objects and friend functions.

UNIT-III] Polymorphism and Inheritance: [08 Hours]

Function and operator overloading, Unary and binary overloading, Rules of operatoroverloading; Inheritance: Derived class declaration, types of Inheritance, Inheritance andMember accessibility, Virtual function.

UNIT-IV] I/O Streams and File Handling: [08 Hours]

Streams, Unformatted and Formatted I/O operations, Manipulators, Class for file streamoperations, Opening and closing files, File modes.

UNIT-V] Advanced topics in C++: [04 Hours]

Templates exception handling and STL: Function templates, Class template, Exceptionhandling mechanism, Components of STL Containers, Algorithms and Iterator.

UNIT-VI] Object oriented system development: [04 Hours]

Introduction, Object oriented notations and graphs, Steps in object oriented analysis andSteps in object oriented design.

Text Books:

01. Object Oriented Programs with C++ by E. Balagurusamy 4 th edition.02. Mastering C ++ by K.R. Venugopal (Tata McGraw Hill Pub.)


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Reference Books:

01. Programming with C++ by D.Ravichandran.02. Programming with C++ by John Hubbard (Tata McGraw Hill Pub.)03. Teach Yourself C++ by Herbert Schildt (Tata McGraw Hill Pub.)

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5. Signals and Systems

Paper: 3 Hours, 80 Marks, Test: 20 marks************************************************************************

UNIT-I] Signals and Systems: [08 Hours]

Continuous Time and Discrete Time Signals: Transformations of the IndependentVariable; Exponential and Sinusoidal Signals; Unit Impulse and Unit Step Functions;Continuous-Time and Discrete-Time Systems; Basic System Properties.Linear Time-Invariant Systems: Discrete-Time LTI Systems, The Convolution Sum; Continuous- Time LTI Systems, The Convolution Integral; Properties of Linear Time-Invariant Systems; Causal LTI Systems described by Differential and DifferenceEquations; Singularity Functions.

UNIT-II] Fourier series Representation of Periodic Signals: [06 Hours]

Historical Perspective, Response of LTI Systems to Complex Exponentials, Fourierseries representations of Continuous Time Periodic Signals, Convergence of the Fourierseries, Properties of Continuous Time Fourier Series, Fourier series representation ofDiscrete-Time Periodic Signals, Properties of Discrete-Time Fourier Series, Fourierseries and LTI Systems, Filtering, Examples of Continuous Time Filters Described byDifferential Equations, Examples of Discrete- Time Filters Described by DifferenceEquations.

UNIT-III] Continuous-Time Fourier Transform: [06 Hours]

Representation of Aperiodic Signals, Continuous Time Fourier Transform, Fourier

Transform of Periodic Signals; Properties of Continuous Time Fourier Transform:Convolution Property, Multiplication Property; Tables of Fourier Properties and BasicFourier Transform Pairs, Systems Characterized by Linear Constant-CoefficientDifferential Equations.

UNIT-IV] [08 Hours]

Discrete-Time Fourier Transform: Representation of Aperiodic Signals, Discrete TimeFourier Transform, Fourier Transform of Periodic Signals; Properties of the Discrete-Time Fourier Transform: Convolution Property, Multiplication Property; Tables ofFourier Transform Properties and Basic Fourier Transform Pairs, Duality, Systems

Characterized by Linear Constant-Coefficient Difference Equations.


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8. Analog Communication Laboratory

Term Work: 25 Marks Practical Examination: 3 Hours, 25 marks

************************************************************************


01. DSB_SC - Modulation and demodulation02. SSB - Modulation and demodulation03. Frequency - Modulation and demodulation04. Frequency division multiplexing05. Telephone set06. Microphone and loudspeaker characteristics07. Frequency dividing network08. MATLAB Programs for,

Signal generation Noise effect on signal AM generation FM generation Modeling of random signals

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9. Computer Programming Laboratory


LIST OF PROGRAMS:

04. Introduction to c++ (Minimum 2 programs)02. Classes and Objects (Minimum 3 programs)03. Polymorphism and Inheritance (Minimum 5 programs)04. I/O streams and file handling (Minimum 2 programs)05. Perform at least 3 programs on advanced topics of C++.

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S.E.ect Engg Syllabus

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