RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Circuit Analysis & Synthesis

3EC4A Circuit Analysis & Synthesis Unit I NETWORK THEOREMS AND ELEMENTS - Thevenin’s, Norton’s, Reciprocity, Superposition, Compensation, Miller’s, Tellegen’s and maximum power transfer theorems. Networks with dependent sources. Inductively coupled circuits – mutual inductance, coefficient of coupling and mutual inductance between portions of same circuits and between parallel branches. Transformer equivalent, inductively and conductively coupled circuits Unit II TRANSIENTS ANALYSIS - Impulse, Step, Ramp and sinusoidal response analysis...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Business Entrepreneurship

3EC11A Business Entrepreneurship 1. INTRODUCTION TO ENTREPRENEURSHIP - Concept and need,Entrepreneurship and innovation, Entrepreneurship and economic growth. 2. ENTREPRENEURIAL COMPETENCIES - Leadership, Decision making,Motivation, Risk taking. 3. BUSINESS ENTERPRISE PLANNING - Identification of business opportunity,Idea generation, Demand estimation, Preparation of project report, Feasibilityanalysis. 4. INTELLECTUAL PROPERTY RIGHTS, Patents, Taxation- Central excise &Sales tax, VAT 5. GOVERNMENT POLICIES - for Entrepreneurs, Entrepreneurial...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Digital Electronics Lab

3EC10A Digital Electronics Lab 1. To verify the truth tables of basic logic gates: AND, OR, NOR, NAND, NOR. Alsoto verify the truth table of Ex-OR, Ex-NOR (For 2, 3, & 4 inputs using gates with 2,3, & 4 inputs) 2. To verify the truth table of OR, AND, NOR, Ex-OR, Ex-NOR realized using NAND& NOR gates 3. To realize an SOP and POS expression 4. To realize Half adder/ Subtractor & Full Adder/ Subtractor using NAND & NORgates and to verify their truth tables 5. To realize a 4-bit ripple adder/ Subtractor using basic Half adder/...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Electronic Device Lab

3EC9A Electronic Device Lab 1. Study the following devices: (a) Analog & digital multimeters (b) Function/ Signalgenerators (c) Regulated d. c. power supplies (constant voltage and constant currentoperations) (d) Study of analog CRO, measurement of time period, amplitude,frequency & phase angle using Lissajous figures. 2.Plot V-I characteristic of P-N junction diode & calculate cut-in voltage, reverseSaturation current and static & dynamic resistances. 3. Plot V-I characteristic of zener diode and study of zener diode as voltage...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Computer Programming Lab I

3EC8A Computer Programming Lab-I 1. Write a simple C program on a 32 bit compiler to understand the concept of arraystorage, size of a word. The program shall be written illustrating the concept of rowmajor and column major storage. Find the address of element and verify it with thetheoretical value. Program may be written for arrays upto 4-dimensions. 2. Simulate a stack, queue, circular queue and dequeue using a one dimensional arrayas storage element. The program should implement the basic addition, deletion andtraversal operations. 3. Represent...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Electronic Instrumentation Workshop

3EC7A Electronic Instrumentation Workshop 1. Identification, Study & Testing of various electronic components : (a) Resistances-Various types, Colour coding (b) Capacitors-Various types, Coding, (c) Inductors(d) Diodes (e) Transistors (f) SCRs (g) ICs (h) Photo diode (i) Photo transistor (j)LED (k) LDR (l) Potentiometers 2. Study of symbols for various Electrical & Electronic Components, Devices, Circuitfunctions etc. 3. To study and perform experiment on CRO demonstration kit. 4. Soldering & Desoldering practice. 5. (a) To Design...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Advanced Engineering Mathematics I

3EC6A Advanced Engineering Mathematics I Unit I LAPLACE TRANSFORM - Laplace transform with its simple properties,applications to the solution of ordinary and partial differential equations havingconstant co-efficients with special reference to the wave and diffusion equations. Unit II FOURIER SERIES & Z TRANSFORM – Expansion of simple functions infourier series. Half range series, Change of intervals, Harmonic analysis.Z TRANSFORM - Introduction, Properties, Inverse Z Transform. Unit III FOURIER TRANSFORM - Complex form of Fourier Transform...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Electromagnetic Properties of Materials

3EC5A Electromagnetic Properties of Materials Unit I DIELECTRICS MATERIALS - Introduction, Polarization, Polarizability,Different types of polarization, Electronic, ionic, Orientation and space polarization,frequency and temperature dependence of different polarization, Dielectric loss andloss tangent, energy store and loss in dynamic polarization, Phenomenon ofspontaneous polarization and ferro-electricity, Ferroelectric hysteresis loop,Piezoelectricity, piezoelectric materials: Quartz, Rochelle salt and PZT ,Applications of dielectrics Unit...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Digital Electronics

3EC3A Digital Electronics Unit I NUMBER SYSTEMS, BASIC LOGIC GATES & BOOLEAN ALGEBRA - Binary Arithmetic & Radix representation of different numbers. Sign & magnitude representation, Fixed point representation, complement notation, various codes & arithmetic in different codes & their inter conversion. Features of logic algebra, postulates of Boolean algebra, Theorems of Boolean algebra. Boolean function. Derived logic gates: Exclusive-OR, NAND, NOR gates, their block diagrams and truth tables. Logic diagrams from Boolean...

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RTU 3rd sem Electronics And Communication Engineering B.Tech. Syllabus Data Structures & Algorithms

3EC2A Data Structures & Algorithms Unit I DEFINITION & CHARACTERISTICS OF ALGORITHMS – Structures, Difficulties in estimating exact execution time of algorithms, Concept of complexity of program, Asymptotic notations: Big-Oh, theta, Omega- Definitions and examples, Determination of time and space complexity of simple algorithms without recursion, Representing a function in asymptotic notations viz 5n2-6n=
(n2) ARRAYS: Array as storage element, Row major & column major form of arrays, computation of address of elements of n dimensional...

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