applied mathematics - iv etma-202

87
Applied Mathematics - IV ETMA-202 S. No. FIRST TERM No. of Lectures UNIT-I Partial Differential Equations 1 Solution of PDE with constant coefficient 2 2 Solution of Homogeneous PDE 2 3 Solution of Non-homogeneous PDE 1 4 Method of seperation of variables 1 5 Solution of Wave equation using seperation of variables 1 6 Solution of one dimensional heat equation 1 7 Solution of Laplace equation 1 8 solution of initial and boundary value problems 2 9 Assignment based on PDE UNIT-II Probability and Statistics 10 Probability definition, addition law of probability,multiplication law of probability. 2 11 Conditional probability, Bayes theorem 1 12 Random variable, discrete probability distribution 1 13 Continuous probability distribution, expectation 1 14 Binomial distribution, Poisson distribution 2 SECOND TERM 15 Normal distribution 2 16 Moments, Moment generating function 1 17 Skewness, Kurtosis 2 18 Assignment based on Probability & Statistics UNIT-III Curve fitting, Correlation & Regression and Sampling 19 Principle of least square method, curve fitting for linear and parabolic curve. 2 20 Correlation, Karl Pearson's correlation coefficient. 1 21 Rank correlation coefficient 2 22 Regression analysis, Lines of regression, angle between lines of regression and properties of regression coefficient 2

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Page 1: Applied Mathematics - IV ETMA-202

Applied Mathematics - IV

ETMA-202

S. No. FIRST TERM No. of Lectures

UNIT-I

Partial Differential Equations

1 Solution of PDE with constant coefficient 2

2 Solution of Homogeneous PDE 2

3 Solution of Non-homogeneous PDE 1

4 Method of seperation of variables 1

5 Solution of Wave equation using seperation of variables 1

6 Solution of one dimensional heat equation 1

7 Solution of Laplace equation 1

8 solution of initial and boundary value problems 2

9 Assignment based on PDE

UNIT-II

Probability and Statistics

10 Probability definition, addition law of probability,multiplication

law of probability. 2

11 Conditional probability, Bayes theorem 1

12 Random variable, discrete probability distribution 1

13 Continuous probability distribution, expectation 1

14 Binomial distribution, Poisson distribution 2

SECOND TERM

15 Normal distribution 2

16 Moments, Moment generating function 1

17 Skewness, Kurtosis 2

18 Assignment based on Probability & Statistics

UNIT-III

Curve fitting, Correlation & Regression and Sampling

19 Principle of least square method, curve fitting for linear and

parabolic curve. 2

20 Correlation, Karl Pearson's correlation coefficient. 1

21 Rank correlation coefficient 2

22 Regression analysis, Lines of regression, angle between lines of

regression and properties of regression coefficient 2

Page 2: Applied Mathematics - IV ETMA-202

23 Sampling distribution, testing of hypothesis, level of

significance 1

24 Sampling distribution of mean and variance 1

25 Chi-square distribution, Student's t-distribution 2

26 F-distribution, Fisher's Z-distribution 1

UNIT-IV

Linear Programming 27 Introduction, formulation of problem 1

28 Graphical method 2

29 Canonical and standard form of LPP 1

Assignment based on curve fitting, correlation & regression,sampling

THIRD TERM 30 Simplex method 2

31 Duality concept, Dual simplex method 2

32 Transportation and assignment problem 2

Assignment based on linear programming

Text Books:

[T1] B. S. Grewal,”Higher Engineering Mathematics” Khanna Publications.

[T2] N.M. Kapoor, “Fundamentals of Mathematical Statistics”, Pitambar Publications

References Books:

[R1] E. kresyzig,” Advance Engineering Mathematics”, Wiley publications

[R2] Miller and Freund, “ Probability and statistics for Engineers” , PHI

[R3] Gupta and Kapoor, “ Fundamentals of Mathematical Statistics” Sultan Chand and Sons

[R4] G. Hadley, “Linear Programming”, Narosa.

[R5] Schaum’s Outline on Probability and Statistics” Tata McGraw-Hill

[R6] Gupta and Manmohan, “ Problems in Operations Research”, Sultan Chand and Sons.

[R7] R.K. Jain and S.R.K. Iyengar,”Advanced Engineering Mathematics “Narosa Publications.

Page 3: Applied Mathematics - IV ETMA-202

Communication Systems Paper Code: ETEC-208

Credits: 4

Total lecture/ Tutorial classes available: 44

S. No. TOPICS TO BE COVERED No. of

L+ T

1st Term

1 Overview of Communication System and Communication

Channels; 1

Introduction to Analog Communication and Digital

Communication; Modulation: Definition, Needs of Modulation,

Types of Modulation;

1

2 Amplitude Modulation: Definition, Principle, Spectrum,

Efficiency, Modulation Index, AM Envelope; 2

3 Generation of AM Waves; 1

4 Demodulation of AM Waves; 1

5

TRF Receivers; Superheterodyne Receiver; AM Receivers &

Receiver Parameters: Sensitivity, Selectivity, Dynamic Range,

Fidelity;

2

6 Principle and Generation of DSBSC Waves, Coherent Detection of

DSBSC Waves; 1

7

Generation of SSB Waves; AM SSB Full Carrier; AM SSB Reduced

Carrier; Demodulation of SSB Waves; Vestigial Sideband Modulation

(VSB);

2

8

Phase Modulation (PM) and Frequency Modulation (FM): Basic

Definition and Principle; Narrowband Frequency Modulation

and Wideband Frequency Modulation;

2

9 Generation and Demodulation of FM Waves; 3

10 Frequency Division Multiplexing (FDM); 1

11 Noise Theory: Introduction to Noise, Types of Noise, Addition

of Noise due to Several Sources in Series and Parallel; 2

2nd Term

12 Noise Sources; Equivalent Noise Bandwidth; Signal to Noise

Ratio; 1

13 Noise Figure; Calculation of Noise Figure; Noise Temperature; 2

14 Sampling Theory; Aliasing Effect; Practical Sampling; 2

15 Aperture Effect; Uniform and Non Uniform Quantization; 1

16 Signal to Quantization Noise Ratio, Companding; 2

17 Pulse Amplitude Modulation (PAM), Pulse Time Modulation (PTM),

and Pulse Code Modulation (PCM): Generation and Demodulation; 3

18 Time Division Multiplexing (TDM); Differential Pulse Code

Modulation (DPCM); 2

19 Delta Modulation (DM); Adaptive Delta Modulation;

1

Page 4: Applied Mathematics - IV ETMA-202

20 Amplitude, Frequency and Phase Shift Keying; Differential Phase

Shift Keying; 2

21 MSK, QPSK and QAM Modulation and Detection; BER/SER

Calculation; 2

3rd Term

22 Introduction to Information Theory: Measurement of Information,

Mutual information 1

23 Shannon’s Theorem; Channel Coding and Channel Capacity

Theorem; 2

24 Huffman Code; Lempel-ziv code; 1

25 Error Control Coding: Parity Codes, Hamming Codes, Block Codes,

Syndrome decoding, 2

26 CRC Codes; Introduction to Convolution Coding. 1

TEXT BOOKS: [T1] Taub & Schilling, “Principles of Communication Systems”, TMH, 1998.

[T2] Simon Haykins, “Communication Systems”, John Wiley, 1998.

REFERENCE BOOKS: [R1] Kennedy, G., “Electronic Communication Systems”, McGraw-Hill, 2008, 4th ed.

[R2] V. Chandra Sekar “Analog Communication”, Oxford University Press, Incorporated, 2010

[R3] John G Proakis, M.Salehi and G.Bauch “Modern Communication System Using MATLAB” Cengage

Learning, 3rd edition, 2013

[R3] J. C. Hancock, “An Introduction to the Principles of Communication Theory”, TMH, 1998.

Page 5: Applied Mathematics - IV ETMA-202

Computer Organization and Architecture Paper Code: ETCS-204

Credits: 4

Total lecture/ Tutorial classes available: 44

S.No. CONTENTS Total No. of

Lectures/Tutorials

Ist TERM

Unit-1 (Artithmetic and Register transfer

language)

1.

Unsigned notation, Signed notation, Binary coded

decimal, floating point numbers 2

2

IEE 754 floating point standard, Micro-operation 2

3

Bus and Memory transfers, Bus architecture,

Bus Arbitration 4

4 Arithmetic logic, Shift micro-operation, Arithmetic

Logic Shift Unit 2

Unit-II (Instruction set architecture & computer

organization)

5 Levels of programming Languages, Assembly

language instructions 2

6

8085 Instruction set architecture, Instruction codes

Computer Registers 3

7

Computer Instructions, Timing & control,

Instruction cycle 3

IInd TERM

8

Memory Reference Instructions, Input-Output and

Interrupts 2

Unit-III (Control Design)

9

Instruction sequencing and interpretation,

Hardwired & micro programmed (control unit) 2

10.

Microprogrammed computers, microcoded CPU:

Pentium processor 2

11 Specifying a CPU, Design and implementation of

simple CPU,General register organization 3

Page 6: Applied Mathematics - IV ETMA-202

12 Stack organization, instruction formats,

Addressing modes 4

13 Internal architecture of 8085 microprocessor 2

Unit-IV (Memory &input/output organization)

14 Memory Technology, Main memory (RAM and

ROM chips,Virtual memory, High speed memories 3

IIIrd TERM

15 Asynchronous Data Transfer, Programmed I/O

Interrupts 4

16 Direct memory access, Serial communication

UARTS

RS-232-C &RS-422 Standard

4

Text Books:

[T1] J. D. Carpinelli, “Computer Systems Organization and Architecture”, Pearson Education, 2006.

[T2] J. P. Hayes, “Computer Architecture and Organization”, McGraw Hill, 1988.

Reference Books:

[R1] J. L Hennessy and D. A. Patterson, “Computer Architecture: A quantitative approach”, Morgon

Kauffman, 1992.

[R2] W. Stallings, “Computer organization and Architecture”, PHI, 7th ed, 2005.

[R3] B. Parhami, “Computer Architecture: From Microprocessors to Supercomputers”, Oxford

University press, 2006.

Page 7: Applied Mathematics - IV ETMA-202

Database Management Systems Paper Code: ETCS-208

Credits: 4

Total lecture/ Tutorial classes available: 42

S.No. CONTENTS No. of Lectures

Ist TERM

Unit-1

1. Database-System Applications, Purpose of Database

Systems, Views of Data, Data Independence, Database

System Architecture – levels, Mapping,

2

2. Database users and DBA, Entity – Relationship model, 2

3. ER model constraints, Types of keys, Design issues, E-R

Diagram with examples

3

4. Extended E-R features- Generalization, Specialization,

Aggregation, Translating E-R model into Relational model.

3

Unit-2

5. The relational Model, The catalog, Types, Relational

Algebra

2

6. Fundamental operations, Additional Operations 3

7. SQL fundamentals, DDL,DML,DCL PL/SQL Concepts,

2

IInd TERM

8. Cursors, Stored Procedures, Stored Functions, Database

Integrity – Triggers.

3

Unit-3

9. Functional Dependencies: Use of functional Dependencies,

Types of functional Dependencies, Canonical cover,

extraneous attribute

3

10. Non-loss Decomposition, Dependency Preservation First,

Second Normal Forms

3

11. Third Normal Forms, Boyce/Codd Normal Form, Multi-

valued Dependencies and Fourth Normal Form, Join

Dependencies and Fifth Normal Form.

4

Unit-4

12. ACID properties, serializability of Transaction, Testing for

Serializability and concurrency control,

2

13. Lock based concurrency control:2Phase Locking protocol,

Deadlock prevention, detection & recovery

3

14. Time stamping methods 1

Page 8: Applied Mathematics - IV ETMA-202

Text Books:

[1] Abraham Silberschatz, Henry F. Korth, S. Sudharshan, “Database System Concepts”, 5th Edition, Tata

McGraw Hill, 2006

[2] Elmsari and Navathe, “Fundamentals of Database Systems”, 6th Ed., Pearson, 2013

References Books: [1] C.J.Date, A.Kannan, S.Swamynathan, “An Introduction to Database Systems”, 8th Edition, Pearson

Education, 2006.

[2] J. D. Ullman, “Principles of Database Systems”, 2nd Ed., Galgotia Publications, 1999.

[3] Vipin C. Desai, “An Introduction to Database Systems”, West Publishing Co.,

IIIrd TERM

15. Database recovery management: log based recovery.

2

16. Overview of Physical Storage Media, File Organization,

Indexing and Hashing, B+ tree Index Files, Query

Processing Overview, Measure of query cost, Catalog

Information for Cost Estimation, Selection Operation,

Sorting, Join Operation, Materialized views, Database

Tuning.

4

Page 9: Applied Mathematics - IV ETMA-202

B. Tech. 4th Sem (CSE)

Objected Oriented Programming

Paper Code: ETCS-210 ( Lesson Plan)

First Tem

S.No. Topic Lectures

1 Programming Paradigms: Monolythic Programming, Procedural

Programming, structural and Object Based Programming 1

2 Introduction to OOPs: Introducing Object Oriented Approach related to

other paradigms (Functional, Data Decomposition) 2

3 Object Oriented Languages: Charateristics and Features of Object

Oriented Languages 1

4 Basic Terms and Ideas: Abstraction , encapsulation, Information Hiding,

Inheritance, Polymorphism 2

5

Review of C: Difference between c and C++, new , delete &

differentiating it with malloc and calloc methods of C, differences

between cin, cout

2

6 Classes and Objects: Abstract data type, state identity and behaviour of

object, Defining a class, creating objects 2

7 Constructors and Destructors: Objective of Constructors and their types,

constructor overloading, Destructors 3

8 Object Instantiation: Instantiation of objects, Default parameter value, in-

line functions 2

9

Static and Constant Keyword: Static data members, static member

functions, constant data members, constant member functions, constant

objects, abstract class

3

Second Term

10 Garbage Collection:C++ Garbage collection 1

11 Inheritance: Features of Inheritance, types of inheritance, access

specifiers, public, private and protected derivations,class heriarcy 3

12 Aggregation and Containership: Aggregation, Composition vs

Classification 2

13 Polymorphism: Types of Polymorphism- Compile time & Run time,

Method Polymorphism 4

14 Operator Overloading: overloading operators 2

15 Templates: Generic functions and classes 3

16 Exception Handling: Compile time & run time errors. Keywords used for

exception handling, try, catch and throw, rethrowing an exception 3

Page 10: Applied Mathematics - IV ETMA-202

Third Term

17 Namespaces: features of namespaces, creating and using own

namespaces 1

18 File Handling: Persistant objects, stream and files, opening and closing a

file, reading from afile and writing to afile, different file operations 3

19

Standard Template Library: overview of standard template library,

containers, alogorithm and function objects,iterators, allocators, string,

streams

2

20 Manipulators, vectors, valarray, slice, generalized numeric algorithm. 2

Total Lectures 44

Text Books:

[T1] Rumbaugh et. al. “Object Oriented Modelling & Design”, Prentice Hall

[T2] A.R.Venugopal, Rajkumar, T. Ravishanker “Mastering C++”, TMH

Reference Books:

[R1] A.K. Sharma, “Object Oriented Programming using C++”, Pearson

[R2] G . Booch “Object Oriented Design & Applications”, Benjamin,Cummings.

[R3] E.Balaguruswamy, “Objected Oriented Programming with C++”, TMH

[R4] S. B. Lippman & J. Lajoie, “C++ Primer”, 3rd Edition, Addison Wesley, 2000.

[R4] R. Lafore, “Object Oriented Programming using C++”, Galgotia.

[R5] D . Parasons, “Object Oriented Programming with C++”,BPB Publication.

[R6] Steven C. Lawlor, “The Art of Programming Computer Science with C++”, Vikas Publication.

Page 11: Applied Mathematics - IV ETMA-202

Theory of Computation Paper Code: ETCS-206

Credits: 4

Total teaching weeks in semester: 14

Total lecture classes available: 42

S.No. Contents No. of Lectures First Term

Unit -I

1. Overview: Alphabets, Strings & Languages, Chomsky

Classification of Languages 2

2. Finite Automata, Deterministic finite Automata (DFA) &

Nondeterministic finite Automata (NDFA), Equivalence of

NDFA and DFA, Minimization of Finite Automata.

4

3. Moore and Mealy machine and their equivalence. 2

4. Regular expression and Kleen’s Theorem(with proof), Closure

properties of Regular Languages. 3

5. Pumping Lemma for regular Languages (with proof). 2

Unit -II

6. Context free grammar, Derivation trees, Ambiguity in grammar

and its removal, Simplification of Context Free grammar. 2

7. Chomsky Normal Form & Greibach Normal Form. 2

8. Pumping Lemma for Context Free languages, Closure properties

of CFL (proof). 2

Second Term

9. Push Down Automata (PDA), Deterministic PDA, Non

Deterministic PDA ,Equivalence of PDA and CFG. 3

10. Overview of LEX and YACC.

2

Unit -III

11. Turing machines, Computing Partial Function with Turing

Machine. 2

12. Variants and equivalence of Turing Machine. 2

13. Nondeterministic Turing Machines, Universal Turing Machine. 2

14. Church’s Thesis. 2

15. Recursive and recursively enumerable languages. 2

16. Halting problem, Undecidability, Examples of Undecidable

problem. 2

Unit -IV

17. Introduction to Complexity classes, Computability and

Intractability, time complexity. 2

Third Term

18. P, NP, Co-NP, Proof of Cook’s Theorem, Space Complexity,

SPACE, PSPACE, Proof of Savitch’s Theorem, L , NL , Co-NL

complexity classes.

4

Page 12: Applied Mathematics - IV ETMA-202

Text Books:

[T1] Hopcroft, John E.; Motwani, Rajeev; Ullman, Jeffrey D “Introduction to Automata Theory,

Languages, and Computation”, Third Edition, Pearson.

[T2] Sipser, Michael, ”Introduction to the theory of Computation”, Third Edition, Cengage.

References Books:

[R1] Martin J. C., “Introduction to Languages and Theory of Computations”, Third Edition, TMH.

[R2] Papadimitrou, C. and Lewis, C.L., “Elements of the Theory of Computation”, PHI.

[R3] Daniel I.A. Cohen, ”Introduction to Computer Theory”,Second Edition, John Wiley.

Page 13: Applied Mathematics - IV ETMA-202

LESSON PLAN FOR IV SEMESTER (2014-2015)

SUBJECT : COMPUTER ORGANIZATION & ARCHITECTURE PAPER CODE: ETCS-204

TOTAL LECTURE CLASS AVAILABLE:43 L T C

3 0 3

S.No. Topics to be covered No. of lectures assigned

1st TERM

1 Unsigned notation, signed notation, binary coded decimal,

floating point numbers, IEEE 754 floating point standard

2

2 Micro-operation 2

3 Bus and Memory Transfers 2

4 Bus Architecture, Bus Arbitration 1

5 Arithmetic Logic 2

6 Shift Micro operation 1

7 Arithmetic Logic Shift Unit 1

8 Levels of programming languages 1

9 Assembly language instructions 2

10 8085 instruction set architecture 1

11 Instruction Codes 1

12 Computer Registers 1

13 Computer Instructions 1

2nd TERM

14 Timing & Control, Instruction Cycle 2

15 Memory Reference Instructions 1

16 Input-Output and Interrupts 1

17 Instruction sequencing & interpretation 1

18 Hardwired & Micro Programmed 1

19 Micro-programmed computers 1

20 Micro-coded CPU: Pentium processor. Specifying a CPU,

Design & implementation of simple CPU 3

21 General Register Organization, Stack Organization 2

22 Instruction Formats, Addressing Modes 2

23 Internal architecture of 8085 microprocessor. 1

24 Memory Technology, Main Memory (RAM and ROM Chips)

2

25 Virtual memory, High-speed memories 2

Page 14: Applied Mathematics - IV ETMA-202

3rd TERM

26 Asynchronous Data Transfers 1

27 Programmed I/O, interrupts 1

28 Direct memory Access 1

29 Serial communication 1

29 UARTs, RS-232-C & RS-422 standard 2

Page 15: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR FOURTH SEMESTER (For Academic Year 2014-15)

Subject: ANALOG ELECTRONICS-II SUBJECT Code: ETEC-204

Total Teaching Weeks in Semester: 14 Total Lectures: 42 Total Tutorials: 14

Sl.

No.

Topics to be covered Total

Lectures

Total

Tutorials

First Term

1 Introduction to operational amplifier, Block diagram of op-amp. 1 1

2 Differential Amplifier using BJT, DC analysis of differential amplifier. 1

3 AC analysis of differential amplifier, CMRR. 1

4 Constant current bias, Circuit for improving CMRR, Current mirror,

Wilson & Widlar current mirrors.

1 1

5 Pin diagram of 741IC, Characteristics of ideal op-amp, Equivalent circuit

of op-amp, Ideal voltage transfer curve.

1

6 Open loop op-amp configurations, DC characteristics of op-amp. 1

7 AC characteristics of op-amp 1 1

8 Op-amp with negative feed back, Inverting amplifier, Virtual ground 1

9 Non inverting amplifier, Differential amplifier using single and two op-

amps.

1

10 Instrumentation amplifier using op-amp. 1 1

11 Voltage follower, Adders, difference amplifier. 1

12 Voltage to current converter with floating & grounded load, current to

voltage converter

1

13 Practical integrator & differentiator. 1 1

14 Basic comparators, Inverting &non inverting Schmitt trigger circuits 1

15 Clippers & clampers 1

16 Peak detector, Precision rectifiers(half wave &full wave) 1 1

17 Log amplifier 1

18 Antilog amplifier 1

Second Term

19 Introduction to oscillators, Basic Principles, Barkhausen Criteria for

oscillation, Conditions for oscillation, Phase shift oscillator (determine

frequency and β)

1 1

20. Wein bridge oscillator (determine frequency and β) 1

21. Hartley & Colpitts oscillator, Crystal oscillator. 1

22. Square wave generator (determine period). 1 1

23. Triangular wave generator(determine period), Saw tooth generator 1

24. Monostable and bistable multivibrator 1

25. Idealistic & realistic response of filters, (LPF, HPF, BPF, BRF),

Butterworth and Chebyshev approximation of filter functions.

1 1

26. First order and 2nd order low pass filter. 1

27. Sallen- Key filter. 1

Page 16: Applied Mathematics - IV ETMA-202

28 First order and 2nd order high pass filter. 1 1

29. Band pass and band reject filter 1

30. Notch filter, All pass filter 1

31. Functional block diagram of 555 timer 1 1

32. Application of 555timer as astable multivibrator. 1

33. Application of 555timer as monostable multivibrator. 1

34. Operational transconductance amplifier, Internal structure of OTA 1 1

35. OTA integrator and differentiator 1

36. OTA –C filters &OTA based circuits

Third Term

37. Introduction to current conveyor. 1 1

38. Applications of IC Analog multiplier. 1

39. IC PLL 1

40. PLL applications 1 1

41. IC VCO 1

42. IC Voltage regulators. 1

Text Books: [T1] S Salivahanan, V S Kanchana Bhaaskaran, “Linear Integrated Circuits” TMH.

[T2] Op - Amps And Linear Integrated Circuits, Ramakant A Gayakwad,PHI.

Reference Books: [R1] D. Roy Choudhary, Shail B Jain, “Linear Integrated Circuits” New Age Publisher, 1999.

[R2] M.Rashid , “Microelectronic Circuit”, Cengage Learning Publication.

[R3] Sedra & Smith, “Micro Electronic Circuits” Oxford University Press, 2000

[R4] David A Bell, “Operational Amplifiers and Linear IC’s”, PHI.

Page 17: Applied Mathematics - IV ETMA-202

Lesson Plan

Subject: Network analysis and synthesis Paper Code: ETEC-206

First Term

1 Review of signals & systems and their classification 1

2 Periodic waveforms and signal synthesis 3

3 Properties and applications of Laplace transform of complex waveform 3

4 Concept of generalized frequency 1

5 Circuit representation & their response in terms of generalized frequency 2

6 System modeling in terms of differential equations 2

7 First - order differential equation , second order differential equation and their solution by

classical method

3

8 Classical Method of solution: Transient analysis of R,L,C, series and parallel circuits for

impulse ,step, ramp, sinusoidal and exponential signals

3

9 Laplace Transform approach: transient Response of R,L,C, series and parallel circuits for

impulse, step, ramp, sinusoidal and exponential signals

4

Second Term

1 Two Port Networks: Introduction of two port parameters and there interconversion 2

2 Interconnection of 2 two port networks 2

3 Open circuit and short circuit impedances 2

3 ABCD constants and relation between image impedances and short circuit and open circuit

impedances

4

4 General network functions: Concept of network functions (Driving point and transfer

function)

2

5 Concept of minimum phase analysis of lattice T and Bridged T networks 1

Page 18: Applied Mathematics - IV ETMA-202

6 Concept of poles and Zeros 1

7 Hurwitz Polynomial 1

8 Positive real function and synthesis of LC,RC,RL networks in Foster’s I and II, Cauer’s I and II

Forms

3

Third Term

1 Introduction of Passive filter and their classification 1

2 Frequency response 1

3 Characteristic impedance of low pass and high pass prototype section 2

Page 19: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR IV SEMESTER 2014 – 2015

Subject: Communication Systems Subject Code: ETEC - 208 BRANCH: ECE Credits: 4 Total Teaching Weeks in semester: 15 weeks Total Lecture classes available: 44

S.No. TOPICS TO BE COVERED Lecture Number

Ist term 1. Course Basics

1 (a) Introduction to Communication system

(b) Basic forms of information signals

(c) Communication Channels and their mathematical models 2

2. Random Variables 3

(a) Definition and basic concept

(b) PDF/CDF, Probability density functions 4

(c) Types of distributions, 5

(d) Joint PDF/CDF, Marginalised PDF/CDF 6

3. Random Process 7

(a) Definition and basic concept

(b) Types and examples 8

(c) Stationarity conditions, SSS, WSS, Ergodicity 9

4. Introduction to Hilbert transform 10

5. Bandpass representation of signals 11

6. Fundamentals of Analog transmission systems 12

(a) Need of modulation

(b) Power relations of modulated signals 13

(c) In phase and Quadrature phase representations

7. Analog Modulation of carriers 14

8. Amplitude modulation 15

(a) DSB - SC modulation

(b) DSB - SC demodulation 16

(c) DSB - AM modulation 17

(d) DSB - AM demodulation 18

IInd term 8. (e) SSB - SC modulation 19

(f) SSB - SC demodulation 20

(g) VSB modulation 21

(h) VSB demodulation 22

9. Angle Modulation basics and types 23

(a) Basic principle

(b) Types of Angle modulation 24

Page 20: Applied Mathematics - IV ETMA-202

10. Frequency Modulation and Phase modulation

25 (a) Generation and detection of FM/PM waves

1. Direct Method - VCO

2. Indirect Method - Armstrong Method 26

(b) Demodulation of FM/PM modulated signals 27

1. Components used

2. FM Discriminator, Slope detector 28

3. Slope detector continued, Introduction to feedback demodulators

(c) Feedback demodulators 29

1. Phase Locked Loop - Basics

2. Phase Locked Loop - working example 30

3. Frequency compressive feedback demodulators 31

(d) Frequency demodulation, Pre-emphasis, De-emphasis 32

11. Radio Receivers – functions, characteristics and classification 33

12. Superheterodyne Receivers 34

(a) Basic Principle and components

(b) Working example of superheterodyne receiver 35

13. Mixers, AGC, Tonal interference, etc. 36

IIIrd term 14. Noise Theory

37 (a) Types of Noise

(b) Addition of Noise due to series and parallel connections

(c) Generalised Nyquist theorem for thermal noise

38 (d) Calculation for thermal noise for a single noise source

(e) RC Circuits & Multiple Noise sources

(f) Equivalent Noise Bandwidth 39

(g) SNR, Noise-Figure, Noise Temperature, Calculation of Noise Figure

15. Behaviour of Communication system in presence of Noise 40

16. Performance of AM systems in presence of noise 41

(a) Performance of DSB-AM under noise

(b) Performance of DSB-SC under noise 42

(c) Performance of SSB-SC under noise

17. Performance of Angle Modulation systems in presence of Noise 43

(a) Small noise case, comparison of FM and PM systems in noise

(b) Noise triangle, detailed analysis of noisy Angle modulated systems 44

Page 21: Applied Mathematics - IV ETMA-202

SUBJECT: ELECTROMAGNETIC FIELDS THEORY

CLASS: 2nd YEAR SUBJECT CODE: ETEE-210 TOTAL TEACHING WEEKS: 15 WEEKS L T CREDITS TOTAL LECTURE CLASSES : 40 3 0 3

S. No. Topics to be Covered No. of

Lectures

No. of Tutorials

I MID TERM TEST (6 Weeks)

Unit I: Introduction & Electrostatics (10hrs)

1.

2.

3.

4.

5.

6.

7.

8.

Scalar and vector field, Dot & cross product

Coordinated system: Cartesian, Cylindrical and Spherical (conversion to each other)

Vector representation of Surface, Physical Representation gradient, divergence and curl

Transformation of vector in different coordinates system, Dirac-delta Function

Electric field due to point, line & surface charge, Electrostatic Potential

Solution of Laplace & Poisson’s equation in 1-D, M-method of image applied to plane boundaries

Field Mapping, conformal transformation, Electric Flux density, Boundary Conditions

Capacitance: Rectangular, Cylindrical & spherical geometries, Electrostatic Energy

1

2

2

1

1

1

1

1

UNIT II Magneto statics

9.

10.

11.

Magnetic Induction and Faraday’s Law, Magnetic Flux Density, Magnetic Field Strength H, Ampere Law

Gauss Law in the Differential Vector Form, Permeability, Energy Stored in a Magnetic Field,

Ampere’s Law for a Current Element

2

2

1

II MID TERM TEST ( 6 Weeks)

UNIT II-B: Magneto statics (10hrs)

12.

13.

14.

15.

Volume Distribution of Current, Ampere’s Law Force Law

Vector Potential, The Far Field of a Current distribution

Equation of Continuity for Time Varying Fields, Inconsistency of Ampere’s Law

Maxwell’s Equations, Conditions at a Boundary Surface

1

1

1

2

Page 22: Applied Mathematics - IV ETMA-202

Text Book:

1. Mathhew N. O. Sadiku, Element of Electromagnetic, Oxford University Press

2. E.C. Jordon, K.G. Balman, EM wave & Radiation system, PHI

3. David J. Griffiths's, Introduction to Electrodynamics, Addison-Wesley

Reference Book

1. W H Hayt, Engineering Electromagnetic, TMH

2. J.D. Kraus, Electromagnetic, TMH

3. J R Reitz, Foundation of Electromagnetic Theory

UNIT III: Electromagnetic Waves (10hrs)

16.

17.

18.

19.

20.

21.

Displacement current, Plane wave equation and its solution in conducting & non-conducting media

Phasor notation, Phase Velocity & Group velocity

Depth of Penetration, conductor & Dielectric

Impedance of Conducting medium,

Polarization, Reflection and Refraction of plane wave at plane boundaries

Poynting Vector & Poynting Theorem

2

2

1

1

2

2

3rd Term

UNIT IV: TRANSMISSION LINES (10hrs)

22.

23.

24.

25.

26.

27.

28.

29.

Transmission Line equation, characteristic impedance, Distortion-Less lines, Input impedance of a loss less line Computation of primary and secondary constant Open & Short circuited lines, Standing waves and Reflection losses Impedance matching, input impedance of transmission lines Loading of lines, RF lines, Relation between Reflection coefficient and voltage standing wave ratio Lines of Different lengths ( , , ) lines

Losses in transmission lines, Smith chart and Application Impedance matching Single stub, Double stub

2

1

1

1

1

1

2

1

Page 23: Applied Mathematics - IV ETMA-202

Lecture Plan for Semester-IV (2014-15)

Subject: Applied Mathematics-IV Subject code: ETMA-202

Total teaching weeks in Semester: 15 weeks Credits: 04

S. No. Contents No. of

Lectures

FIRST TERM

UNIT-I

1 PARTIAL DIFFERENTIAL EQUATIN: Linear partial differential

equations with constant coefficient 2

2 Homogeneous and non homogeneous linear equatins 2

3 Method of separation of variables 2

4 Laplace equation in Cartesian coordinates only with initial and boundary

value 2

5 Wave equation in Cartesian coordinates only with initial and boundary

value

2

6 Heat flow equation in Cartesian coordinates only with initial and boundary

value 2

UNIT II

7 PROBABILITY THEORY: Definition addition and multiplication law of

probability

1

8 Conditional probability 1

9 Baye’s theorem 2

SECOND TERM

10 Random variable: discrete probability distribution 1

11 Continuous probability distribution 1

12 Expectation, moment and moment generating function 1

13 Skewness and kurtosis 1

14 Binomial distribution 1

15 Poisson distribution 1

16 Normal distribution 1

UNIT III

17 CURVE FITTING: Principal of least square Method of least square 1

18 Curve fitting for linear and parabolic curve 1

19 Correlation coefficient and Rank correlation 2

20 Line of regression and properties of regression coefficients 2

21 Sampling distribution: Testing of hypothesis and level of significance 1

22 Sampling distribution of mean and variance 1

23 Chi-square distribution 1

24 Student’s T-distribution 1

25 F-distribution 1

26 Fisher’s Z-distribution 1

THIRD TERM, UNIT IV

27 LINEAR PROGRAMMING: Introduction and formulation of problem 2

28 Graphical Method 1

Page 24: Applied Mathematics - IV ETMA-202

29 Canonical and Standard form of LPP 1

30 Simplex method 2

31 Duality concept and Dual simplex method 1

32 Transportation problem 2

33 Assignment problem 2

Total 46

Page 25: Applied Mathematics - IV ETMA-202

Lecture Plan(w.e.f. 2014-2015)

Subject: Network Analysis and Synthesis Sub. Code: ETEC-206L T C3 1 4

FIRST TERM

UNIT- I L T

1 Signals & systems and their classification 11

2 Periodic waveforms and signal synthesis 2

3 Properties and applications of Laplace transform of complex waveforms 3 1

4 Concept of generalized frequency 21

5 Circuit representation & their response in terms of generalized frequency 2

UNIT- II

6 System modeling in terms of differential equation using classical method 2 1

7 Transient response of RLC circuits for impulse step and ramp signal by classical

method3 1

8 Classical method for solving network problems for sinusoidal and exponential

signals (Unit-II to be continued in II–Term…..)3 1

F I R S T M I N O R E X A M

SECOND TERM

9 Unit – II (continued ………)Applications of Laplace transform to linear differential equations. 1

110 Applications of Laplace transform to network problems 2

UNIT- III

11 Introduction of two port parameters and their interconversion 3 1

12 Interconnection of two 2- port networks 21

13 Open circuit and short circuit impedances 1

14 ABCD constants 2

115 Relation between image impedances and short circuit and open circuit

impedances.2

UNIT- IV

16 Concepts of Network functions (driving point & transfer function) 1

117 Introduction to minimum phase analysis of Lattice T and Bridged T networks 1

18 Concept of poles & zeros 1

19 Hurwitz polynomial

(Unit-IV to be continued in III–Term…..)1 –

S E C O N D M I N O R E X A M

THIRD TERM

20 Unit – IV (continued ………)

Positive real function2 1

21 Synthesis of LC, RC, RL Networks in Foster’s I and II forms 21

22 Synthesis of LC, RC, RL Networks Cauer’s I & II forms 1

23 Introduction of passive filter and their classification, frequency response. 2 1

24 Characteristic impedance of low pass and high pass proto type section 1

Page 26: Applied Mathematics - IV ETMA-202

Lecture Plan(w.e.f. 2014-2015)

Subject : Power System-I Sub. Code : ETEE-206

L T C3 1 4

FIRST TERM L T

UNIT - I

1 Introduction, block diagram of electric power system 1

12

Single line diagram, power system elements- transformer, synchronous machine,

transmission line, bus bar , circuit breaker1

3Configuration and types of conductors, Catenary curve, calculation of sag &

tension1

4 Effect of wind & ice loading, sag template, vibration dampers 2

25 Introduction & type of overhead insulators, application of insulators, potentialdistribution over a string of insulators

2

6 Methods of equalizing the Potential 2

UNIT II

7Phenomenon of Corona, Corona loss, factors affecting corona, interference,

Methods of reducing corona, bundled conductors, Skin & Proximity effect3 1

8Inductance of single phase single & double circuit lines, Inductance of three

phase single & double circuit lines (symmetrical & unsymmetrical)3 1

9Capacitance of single phase transmission line, Capacitance of three phase singlecircuit & double circuit lines(Unit II to be continued in Second Term)

3 1

F I R S T M I N O R E X A M

SECOND TERM

10Unit – II (continued ………)Transposition of transmission line conductors, surge impedance loading, ferranti

effect1

211 Modelling & performance analysis of short, medium & long transmission lines 2

12 Analysis of travelling wave use of Beweley Diagram 2

UNIT III

13Types of cables, dielectric stress, heating of cables, Grading of cables, dielectric

loss, insulation resistance3

1

14 Capacitance of single & three phase cables 2

15 Per unit system, symmetrical components 2

216 Calculation of symmetrical & unsymmetrical faults 2

17 Use of current limiting reactors 1

UNIT IV

18 Introduction of power flow analysis 1

119

Formulation of Y bus matrix, Power flow equations & classification of buses

UNIT IV to be continued in Third Term3

S E C O N D M I N O R E X A M

THIRD TERM

20Unit – IV (continued ………)

Data for load flow, Gauss-Seidal method2

221 Acceleration factor of convergence, Newton Raphson method 2

22 Fast decoupled load flow, Comparison of power flow methods 3

Page 27: Applied Mathematics - IV ETMA-202

Lecture Plan(w.e.f. 2014-2015)

Sub: Electrical and Electronic Measuring Instruments Sub. Code- ETEE-208L T C3 1 4

FIRST TERM L T

UNIT - I

1 Instrument Transformers: CT and PT Ratio and phase angle errors 2

22 Measurement of Power: Single phase and three phase dynamometer wattmeter, LPF and UPF 2

3 Expression for deflecting and control torques 1

4 Extension of range of wattmeter using instrument transformers 1

5 Type of P.F. Meters, dynamometer and moving iron type, Single phase and three phase meters 216 Frequency meters, Resonance type and Weston type, synchoroscopes 1

7 Measurement of Energy : Single phase and three phase induction type energy meter 1

18 Driving and braking torques, errors and compensations, testing by phantom loading 1

9 Trivector meter, maximum demand meters 1

UNIT - II

10 Potentiometers and Bridges: Principle of operation and types of D. C. / A.C potentiometers,application of DC/AC potentiometers

2

211 Bridges for measuring low, medium and high resistance 2

12 Carey Foster’s bridge, Kelvin’s double bridge 1

13 Megohm bridge, Megger(Unit – II to be continued in II – Term)

1

F I R S T M I N O R E X A M

SECOND TERM

14 Unit – II (continued ......)A.C. Bridges: Measurement of inductance and capacitance, Maxwell’s bridge

1

215 Hay’s bridge, Anaderson’s bridge 1

16 Owen’s bridge, Heaviside Bridge and its modifications 2

17 Desauty bridge. Wien’s bridge, Schering Bridge 2

UNIT - III

18 Introduction of various display devices, LCD, LED and plasma display, 21

19 Resolution, sensitivity and accuracy specifications 1

20 CRO & its applications, triggered CRO, sampling oscilloscope 21

21 Recorders: requirement of recording data, selection of recorder for a particular application 1

22 Analog, graphic, strip chart, galvanometeric, circular chart, XY, digital recorders, single pointand multipoint recorders

2

2

23 Types of Printers, Drum type printer, dot matrix type printer 1

24 Ink-jet and Laser jet printers 1

UNIT - IV

25 Electronic Voltmeter : Solid state voltmeter, RMS and average reading voltmeters 126 Rectifier type voltmeter, vector voltmeter, A.C. voltage measurements

(Unit – IV to be continued in III – Term)1

S E C O N D M I N O R E X A M

THIRD TERM27 Unit – IV (continued ......)

Current measurement using electronic instruments, multi range ammeter2

128 Measurement of Power at Audio and Radio Frequencies 1

29 Diode Sensor based instruments, Analog and Digital Multimeters 1

230 Digital Measurement of time, frequency, phase, pH, capacitance, Counters 2

31 Function Generator: Sine, Square and Triangular wave generator 2

Page 28: Applied Mathematics - IV ETMA-202

Lecture Plan(w.e.f. 2014-2015)

Subject : Control Systems Sub. Code : ETEE-212L T C3 1 4

FIRST TERM L T

UNIT - I

1 Basics, Types & Classification of control systems, configurations etc. 1

12 Open loop/closed loop systems, merits and demerits, applications 1

3Input-output relationship, transfer function, finding transfer function of typical

Electrical/Electronics/mechanical etc. Systems1

4 Block diagrams, reduction techniques to find overall transfer function 2

15

Signal flow graphs, Mason’s Gain formula, Application for obtaining transfer

function1

6 Control system components: Electrical/Mechanical, servo motor/steppermotor/ Tacho Generator/Synchros/Mag.amp. servo amplifier

3 1

UNIT - II

7 Time Domain performance Specifications, transient response of first order &second order systems

4 1

8 Steady state errors, static error constants in unity feedback systems,limitations of time-domain analysis

11

9 Response with P, PI & PID controllers 3

F I R S T M I N O R E X A M

SECOND TERM

UNIT - III

10 Polar, Inverse Polar plots 11

11 Frequency domain specifications & performance of LTI systems 1

12 Bode’s plot, gain margin & phase margin, relative stability 3 1

13Co-relation between time-domain and frequency domain responses, closedloop response from open loop response, limitations of freq. domain analysis

22

14 Minimum/non-minimum phase systems 1

UNIT – IV

15 Concepts, absolute, asymptotic, conditional & marginal stability 2

216 Routh-Hurwitz criterion of stability and its applications 2

17 Nyquist’s criterion of stability and its applications 2

18Root locus technique and its applications

(Unit – IV to be continued in III – Term)3 1

S E C O N D M I N O R E X A M

THIRD TERM

19Unit – IV (continued ………)

Concepts of compensation, series, parallel, series parallel, compensation2

1

20 Feedback compensations 2

21 Lag/Lead/Lag-lead networks for compensation and their characteristics 21

22 Compensation using P, PI & PID Controllers 2

Page 29: Applied Mathematics - IV ETMA-202

Lecture Plan(w.e.f. 2014-2015)

Subject: Electrical Machines-II Sub. Code: ETEE-202L T P3 1 2

FIRST TERM L TUNIT-I

1. Constructional features, Production of rotating magnetic field and working of 3-phase Induction motor

21

2. Phasor diagram and equivalent circuit 13. Power and torque equations, torque and slip relations 1 14. No load and blocked rotor tests and efficiency 15. Speed control by rotor resistance, injected EMF, frequency variation and pole

changing2

16. Starting and starters – DOL, Y/∆ and autotransformer 17. Deep bar and double cage rotor motors. Cogging and crawling 1 18. Induction Generator – its operation and phasor diagram 2

UNIT-II9. Constructional features and armature windings of Synchronous Alternators 2

110. EMF Equation, winding coefficients and harmonics in induced EMF 111. Armature reaction, O.C. and S.C. Tests 1

112. Voltage Regulation and its determination by synchronous impedance method, MMF

method and Potier’s triangle method(Unit-II to be continued in II–Term…..)

2

F I R S T M I N O R E X A MSECOND TERM13. Unit – II (continued ………)

Parallel operation of alternators and their operation on infinite bus2

114. Two reaction theory 115. Power expressions for cylindrical and salient pole machines 2

116. Performance Characteristics 1

UNIT-III17. Principle of operation and methods of starting of Synchronous Motor 3 118. Phasor diagram, Torque-angle characteristics and V-curves. 2

119. Hunting and damping, Synchronous condenser 220. Introduction to 1-phase synchronous motors, Reluctance and Hysteresis motors. 3 1

UNIT-IV21. 1-phase Induction Motor: Double revolving field theory 2

122. Equivalent circuit, Phasor diagram, No load and blocked rotor tests(Unit-IV to be continued in III–Term…..)

2

S E C O N D M I N O R E X A MTHIRD TERM23. Unit – IV (continued ………)

Starting Methods of 1–phase Induction Motor: Split phase -capacitor start and twovalue capacitor motors

2

24. Introduction and principle of 1-phase AC series motor and AC servo motor 2 225. Introduction and principle of stepper motor and permanent magnet AC motor 2

Page 30: Applied Mathematics - IV ETMA-202

Lecture Plan(w.e.f. 2014-2015)

Subject: Electro-Magnetic Field Theory Sub. Code: ETEE-210L T C3 0 3

FIRST TERMUNIT-I

1 Introduction: Review of scalar and vector field, Dot and Cross products, Coordinate Systems-Cartesian, cylindrical and Spherical. Vector representation of surface

2

2 Physical interpretation of gradient divergence and curl, 13 Transformation of vectors in different co-ordinate systems, dirac-delta function. 1

4 Electrostatics: Electric field due to point-charges, line charges and surface charges 15 Electrostatic potential, Solution of Laplace and Poisson’s equation in one dimension 16 M-method of image applied to plain boundaries, field mapping and conformal transformation, 27 Electric flux density, Boundary conditions, Capacitance: calculation of capacitance for simple

rectangular, cylindrical and spherical geometries. Electrostatic energy.2

Unit-II8 Magnetic Induction and Faraday’s Law, Magnetic Flux Density, Magnetic Field Strength H, 29 Ampere, Gauss Law in the Differential Vector Form, Permeability 110 Energy Stored in a Magnetic Field, Ampere’s Law for a Current Element,. 1

11 Volume Distribution of Current, Ampere’s law, Force law(Unit – II to be continued in II – Term)

1

F I R S T M I N O R E X A MSECOND TERM12 Unit – II (continued ………)

Magnetic Vector Potential, The Far Field of a Current Distribution1

13 The Equation of Continuity for Time Varying Fields, Inconsistency of Ampere’s Law 214 Maxwell’s Equations, Conditions at a Boundary Surface. 2

Unit-III15 Electromagnetic Waves : Continuity equations, Displacement current 116 Maxwell’s equation, Boundary conditions 217 Plane wave equation and its solution in conducting and non-conducting media. 218 Phasor notation, Phase velocity, Group velocity 119 Depth of penetration, Conductors and dielectrics 120 Impedance of conducting medium Polarization 121 Reflection and refraction of plane waves at plane boundaries 122 Poynting vectors and Poynting theorem 1

Unit-IV23 Transmission line equations 124 Characteristic impendence, Distortion-less lines

(Unit – IV to be continued in III – Term)1

S E C O N D M I N O R E X A MTHIRD TERM25 Unit – IV (continued ………)

Input impendence of a loss less line, computation of primary and secondary constants1

26 Open and Short circuited lines, 127 Standing wave and reflection losses 128 Impedance matching, Loading of lines, Input impedance of transmission lines, 129 RF lines, Relation between reflection coefficient and voltage standing wave ratio (VSWR) 130 Lines of different lengths – λ/2, λ/4, λ/8 lines 131 Losses in transmission lines, Smith chart and applications,.. 132 Impedance matching Single stub and Double stub 1

Page 31: Applied Mathematics - IV ETMA-202

PROPOSED ACADEMIC PLAN FOR IV SEMESTER (JAN-2015 JUN-2015)

SUBJECT: COMMUNICATION SYSTEM BRANCH: ICE (4th Sem) SUBJECT CODE: ETIC-212 CREDITS: 4

TOTAL LECTURE CLASSES: 44

Sl. No. CONTENTS Total No. of

Lectures

FIRST TERM Lecture

Unit-1

1 Overview of Communication system, Communication channels,

1

2 Mathematical Models for Communication Channels Definition of

random variables, PDF, CDF and its properties CDF 2

3 Marginalized PDF, CDF, , 2

4 WSS wide stationery strict sense stationery 1

5 Non stationery signals, UDF, GDF, RDF, 2

6 Binomial distribution, White process 1

7 Poisson process, Wiener process. 2

Unit-2

Amplitude modulation

8 Need for Modulation, Amplitude Modulation theory 1

9 . DSB-SC, SSB, VSB. Modulators and Demodulators 2

10 Angle Modulation ,Relation between FM and PM Wave 1

11 Generation of FM wave- Direct and Indirect Methods. Bandwidth of

FM (NBFM, WBFM)) 2

12 Pulse Analog Modulation: Sampling-Natural and Flat top.

reconstruction, , Generation and Recovery. 1

SECOND TERM

13 .TDM-Pulse Amplitude Modulation (TDM-PAM), Pulse Width

Modulation (PWM), Pulse Position Modulation(PPM), Generation and

Recovery

1

14 Pulse Digital Modulation: Pulse Code Modulation (PCM) 1

15 Differential Pulse Code Modulation (DPCM) 1

16 Delta Modulation (DM), ADPCM) 1

Unit-3

17 Advantages of digital communication. Modulation schemes: ASK,

PSK, FSK. Spectral Analysis. Comparison. 3

18 Digital Signaling Formats-Line coding 1

19 Information and Coding Theory: Entropy, Information 3

21 . Channel Capacity 1

22 Source Coding Theorem ,Shannon Fano Coding, Huffman Coding 3

Unit-4

23 Advanced Communication Systems: Introduction to cellular radio

telephones. Introduction to satellite Communication3 3

THIRD TERM

24 Fiber Optical System: Basic Optical Communication System. Optical

fibers versus metallic cables, 2

25 Light propagation through optical fibers. Acceptance angle and

acceptance cone,. 2

26 ..

Fiber configurations, Losses in optical fibers

2

Page 32: Applied Mathematics - IV ETMA-202

27 .Introduction to Lasers and light detectors. Applications: Military,

Civil and Industrial applications 2

Total No. of Lectures 44

Text Books:-

George Kennedy,”Electronics Communication System,” TMH,1993

B.P.Lathi, ”Analog &Digital Communication, ”Oxford University Press 1999

Reference Books: -

K.Sam Shanmugam,” Digital and Analog Communication System”,John Wiley,2000

Simon haykins,”Introduction to Analog and Digital Communication System ”,John Wiley,1998

Tannenbaum,”Computer Networks”,Pearson,5th Edition

Page 33: Applied Mathematics - IV ETMA-202

PROPOSED ACADEMIC PLAN FOR IV SEMESTER (JAN 2015- MAY2015)

Subject Code: ETEE-212 Branch: ICE (4th Sem)

Subject: Control System Credit: 4

Total Lecture Classes: 42

SI.

No.

Topics to be covered Total No.

of

Lectures FIRST TERM

UNIT 1- Control Systems – Basic and Components

1. Introduction of basic terms, classifications and types of Control Systems 1

2. Block diagram simplification , Signal Flow Graph

2

3. Transfer Function, Determination of transfer function using block diagram

reduction techniques

2

4. Mason’s Gain formula. 1

5. Control system components: Electrical, Mechanical, Electronic

1

6. A.C., D.C. types , Servo Motors, 2

7. Stepper Motors, Tacho Generators, 2

8. Synchros, Magnetic Amplifiers, Servo Amplifiers. 2

UNIT-2 Time Domain Analysis

9. Time Domain Performance Criteria 1

10. Transient response of first, second & higher order system 3

11. Steady State Errors in unity feedback control systems 1 SECOND TERM

12. Static Error Constants in unity feedback control system 1

13. Response with P,PI controllers , Response of PID Controllers , Limitations of

time domain analysis

2

UNIT-3 Frequency Domain Analysis

15. Polar and Inverse Polar Plots 2

16. Frequency Domain Specifications, performance of LTI System 2

17. Logarithmic plots (Bode Plots), Gain and Phase Margins;

1

18. Relative Stability, 1

19. Correlation with Time Domain performance close

loop frequency responses from open loop response

2

20 Limitations of frequency domain analysis, minimum/non minimum

phase systems.

1

UNIT-4 Stability and Compensation Techniques

20. Concept , absolute , Asymptotic stability and conditional stability and

marginal stability

1

21. Routh – Hurwitz criterion; 1

22. Nyquist stability criterion; Close loop frequency responses from open loop

response.

2

23. Root Locus plots and their applications. 2 THIRD TERM

24. Concept of compensation, Lag, Lead and Lag-Lead networks; 2

25. series/parallel/ series-parallel/feedback compensation 2

26 Design of closed loop systems using compensation techniques; 1

27. Feedback Compensation using P, PI, PID Controllers. 1

Page 34: Applied Mathematics - IV ETMA-202

Text Books:

[T1] B. C. Kuo, “Automatic Control System”, Prentice Hall of India, 7th edition 2001.

[T2] Nagraath Gopal “Control Systems Engineering -Principles and Design” New AgePublishers

Reference Books:

[R1] Norman S. Nise, “Control systems engineering” John Wiley & Sons (Asia) Singapore.

[R2] Raymond T. Stefani, Design of Feedback Control System, Oxford University Press.

[R3] K. Ogata, “Modern control engineering”, Pearson 2002.

[R4] S. P. Eugene Xavier, “Modern control systems”, S. Chand & Company.

[R5] M. Gopal “Control Systems-Principles and Design” TMH 4th Edition 2012

Page 35: Applied Mathematics - IV ETMA-202

PROPOSED ACADEMIC PLAN FOR IV SEMESTER (JAN 2015- MAY 2015)

SUBJECT: ELECTRICAL MACHINE BRANCH: ICE (4th Sem)

SUBJECT CODE: ETIC-210 CREDITS: 4

TOTAL LECTURE CLASSES: 42

TOPICS TO BE COVERED

TOTAL NO.

OF

LECTURE

Basic Concept of Rotating Machines

1. General working principle and constructional

features

2. Type of windings.

3 Generation of voltage & Production of torque

1

1

1

4.Constructional features of generators and motors

5 Commutator action armature reaction, E.M.F.

Equation

6. Classification of D.C. Generator and motors

1

1

1

7. Classification of different D.C Generators

8. Characteristics and applications

9. Methods of speed control

1

1

1

10 Starting of D.C.Motors

Transformer& Poly phase Motors

11 Basic principle and construction of transformer.

12. Ideal and practical Transformer

1

1

1

13 Equivalent circuit & phasor diagram

14. OCC and SCC tests

15. Efficiency and voltage regulation

1

1

1

16. Three phase transformer

17. Three winding transformer

18. Introduction to polyphase induction machines.

1st TERMINAL EXAMINATION

1

1

1

Page 36: Applied Mathematics - IV ETMA-202

19. Production of rotating magnetic flux vecto

20. Importance of air gap, comparison with

transformer, types of rotor

1

1

21.Development of an equivalent circuit,

22. Estimation of parameters,

23. Principle of operation

1

1

1

24. Equivalent circuit and phasor diagram

25. Torque Equation

26. Maximum torque slip characteristics

1

1

1

27. No load and block rotor tests for 3 phase I.M

28. Equivalent circuit determination of 3 phase I.M

29. Method of starting of 3 phase I.M

Single phase induction motor

1

1

1

30. Double field revolving theory

31. Starting methods of single phase induction motors

32.Universal motor and introduction to switched

reluctance motor.

Synchronous Machine

1

1

1

33. Construction

34. Pitch factor and distribution factor

1

1

35. Induced emf equation

36. Equivalent circuits and phasor diagrams

2nd TERMINAL EXAMINATION

1

1

37. Power relations

38. OCC and SCC characteristics for voltage regulation

of alternator

39. Salient pole and cylindrical rotor machines and

phasors

1

1

1

Page 37: Applied Mathematics - IV ETMA-202

40. Effect of excitation and V curves

41.Power factor correction

42. Parallel operation of synchronous generator.

3rd TERMINAL EXAMINATION

1

1

1

Text books:

[T1] I.J Nagrath and D.P.Kothari, “Electrical Machines”, Tata Mc Graw Hill, 2010,

Fourth Edition

[T2] Bhag S. Guru, Huseyin R. Hiziroglu, “Electric Machinery and Transformers”,

Oxford Pub., 3rd Ed.

Reference Books

[R1] M. V. Deshpande, “Electrical Machines” PHI

[R2] PC Sen, “Principles of Electric Machinery and Power Electronics”, Wiley and Sons,

Third Edition.

[R3] Ashfaq Hussain, “Electrical Machines”, Dhanpat Rai

[R4] Fitzgeral, A.E. , C.Kingslay & Umans, “Electrical Machines”, Mc Graw Hill.

[R5] Ghosh, “ Electrical Machines”, Pearson

Page 38: Applied Mathematics - IV ETMA-202

PROPROSED ACADEMIC PLAN FOR IV SEMESTER ( Jan 2015 – May 2015)

Subject: Measurement and Instrumentation Branch : ICE (4th Sem)

Subject Code: ETIC 204 Credits: 3

Total Lecture Classes: 44

Sr.

No.

Topics to be covered No. of lectures

UNIT I

1.

A. C. Potentiometer:

Theory and operation of coordinate AC Potentiometer

Theory and operation of polar types A. C. Potentiometer

Errors and Applications.

2

1

2

2. A. C. Bridges:

Configurations, Errors and accuracies, different types of bridges and

their applications.

De SautyBridge, Schering Bridge, Anderson Bridge

Maxwell Bridge, Wein Bridge

Use of Shielding in Bridges,Wagner Earth Connection, Grounding

and Guarding.

2

1

1

1

UNIT II

3.

Instrument Transformers:

Construction, operation, ratio and phase errors in potential

transformers

Compensation techniques for errors in potential transformers,

testing of potential transformers.

Construction and operation of current transformers

Ratio and Phase errors in current transformers,

END OF 1st TERM

2

2

2

2

4. Current transformers:

Compensation techniques for errors in current transformers, testing

of current transformers, absolute and comparison methods.

2

UNIT III

5.

AC instruments and Meters:

Induction type instruments:

Theory and operation of single phase energy meter

Adjustments and calibration of single phase energy meter,

Polyphase energy meter, Ampere Hour Meters,

Measurement of Volt-ampere and reactive volt amperes.

2

1

2

1

6. Power Factor Meters, Frequency Meters, Synchroscopes

Phase sequence Indicators, maximum demand meters.

2

1

Page 39: Applied Mathematics - IV ETMA-202

Regulated Power Supplies, Function Generator: Sine, Cosine,

Square and triangular wave,

Instrumentation amplifier and their applications.

2

1

UNIT IV

7. Electronic Measuring Instruments:

General purpose Cathode Ray Oscilloscope: Construction &

working principles

Various controls, applications in measurement.

END OF 2nd TERM

2

2

8. Digital Instruments:-

Voltmeter, Multimeter,

Multi-parameter indicator, Signal conditioning,

Introduction to active filters and their applications.

Digital storage Oscilloscope (DSO).

2

2

2

2

Text Books:

[T1] P.Purkait,B.Biswas,Sanatanu Das,C. Koley, “Electrical and Electronic Measurements

and Instrumentation”, McGraw Hill Edu.

[T2] Albert D.Helfrick,William D.Cooper, “Modern Electronic Instrumentation and

Measurement Techniques”, PHI India

Reference Books:

[R1] E.W. Golding & Widdis, “Electrical Measurements & Measuring Instruments”, Wheeler

Publication.

[R2] H. S. Kalsi, “Electronic Instrumentation”, 3rd Edition, McGraw Hill Edu.

[R3] Kishore-Electronic Instrumentation and Measurement”, Pearson

Page 40: Applied Mathematics - IV ETMA-202

PROPOSED ACADEMIC PLAN FOR IV SEMESTER (Jan 2015- May 2015)

Subject: Power Electronics Branch: ICE (4th Sem)

Subject Code: ETIC 206 Credits: 4

Total Lecture Classes: 44

Sl.

No.

Topics to be covered Total No. of

Lecture

FIRST TERM

1 UNIT- I INTROUDUCTION 1

Characteristics and switching behaviour of Power Diode, SCR, UJT,

TRIAC

2 Characteristics and switching behaviour of DIAC, GTO, MOSFET,

IGBT 2

3 MCT and power BJT, two-transistor analogy of SCR, firing circuits of

SCR and TRIAC 2

4 SCR gate characteristics, SCR ratings. Protection of SCR against over

current, over voltage 2

5 High dV/dt, high dI/dt, thermal protection, Snubber circuit

2 6 Methods of commutation, series and parallel operation of SCR, Driver

circuits for BJT/MOSFET 2

7 UNIT- II A.C. TO D.C. CONVERTER 1

Classification of rectifiers, phase controlled rectifiers,

8 Fully controlled and half controlled rectifiers and their performance

parameters 3

9 Three phase half wave, full wave and half controlled rectifiers and

their performance parameters

3

SECOND TERM

10 Effect of source impedance on the performance of single phase and

three phase controlled rectifiers

2

11 Single-phase and three phase dual converter

2

12 UNIT- III D.C. TO D.C. CONVERTER 3

Classification of choppers as type A, B, C, D and E, principle of

operation

13 Switching mode regulators: Buck, Boost, Buck-Boost, Cuk regulators

3

14 A.C. TO A.C. CONVERTER 3

AC voltage Controllers, Cyclo-converters : single phase to single

phase, three phase to single phase

15 Three phase to three phase Cyclo-converter circuit and their operation,

Matrix converter 2

16 UNIT – IV D.C. TO A.C. CONVERTER

3 Single phase single pulse inverter: Square wave, quasi square. Three

phase single pulse inverters (120̊ and 180 ̊ conduction)

Page 41: Applied Mathematics - IV ETMA-202

Text Books:

[T1] M.H. Rashid, “Power Electronics: Circuits, Devices and Applications” Pearson

Publications.

[T2] Daniel W. Hart, “Power Electronics “Tata McGraw-Hill

[T3] H.C. Rai, “Power Electronics Devices, Circuits, Systems and Application”, Galgotia

Publications, 3rd Edition

References Books: [R1] Singh, Kanchandani, “Power Electronics”, Tata McGraw-Hill.

[R2] Ned Mohan, Tore M. Undeland and Robbins, “Power Electronics: Converters,

Applications and Design” Wiley India Publication

[R3] V R Moorthi, “Power Electronics: Devices, Circuits and Industrial Applications”,

Oxford Publication.

[R4] Kassakian, Schlecht, Verghese, “Principles of Power Electronics”, Pearson

Publications

[R5] P. S. Bimbhra “Power Electronics”, Khanna Publishing.

THIRD TERM

17 Modulation Techniques and reduction of harmonics, PWM

techniques,

2

18 SPWM techniques, SVM, Carrier less modulation

2

19 SPWM techniques, SVM, Carrier less modulation

2

20 Current source inverter, Multi level Inverter: cascaded and NPC

Inverters. 2

Page 42: Applied Mathematics - IV ETMA-202

PROPOSED ACADEMIC PLAN FOR IV SEMESTER (Jan - May 2015)

Subject: Theory and Application of Integrated Circuits Branch: ICE (4th Sem)

Subject Code: ETIC-208 Credits: 4

TOTAL LECTURE CLASSES: 44

S. No. TOPICS TO BE COVERED Total No. of

Lecture

FIRST TERM

UNIT- I: Fundamentals of IC Fabrication and Circuit Configurations for Linear IC

1 IC classification, fundamental of monolithic IC technology 1

2 epitaxial growth, masking and etching, diffusion of impurities. Realization of

monolithic ICs and packaging.

2

3 Differential Amplifier, Differential Amplifier Configurations, Bipolar

differential Amplifier, AC and DC characteristics.

3

4 Current mirror and BJT Current Source. Current source as Active load. Voltage

Sources, voltage reference. 3

5 Operational Amplifiers IC 741, DC and AC performance characteristics 1

6 Open and closed loop configurations. 1

UNIT- II: Applications of Operational Amplifiers

7 Inverting and non inverting Amplifier 1

8 Scale Changer, Phase Shift Circuits, Voltage Follower 1

9 V-to-I and I-to-V converters, adder, subtractor, 1

10 Instrumentation amplifier 1

11 Integrator, Differentiator 1

12 Logarithmic amplifier, Antilogarithmic amplifier 1

13 Comparators, Schmitt trigger 1

SECOND TERM

14 Precision rectifier, peak detector, clipper and clamper 1

15 Low-pass, high-pass and band-pass Butterworth filters 3

UNIT- III: Analog Multiplier, PLL, A/D and D/A Convertor

16 Analog Multiplier using Emitter Coupled Transistor Pair – Gilbert Multiplier

cell – Variable transconductance technique

3

17 analog multiplier ICs and their applications 1

18 Operation of the basic PLL, Closed loop analysis, Voltage controlled oscillator 2

Page 43: Applied Mathematics - IV ETMA-202

19 Analog and Digital Data Conversions–weighted resistor type, R-2R Ladder type 2

20 A/D Converters – Flash type – Successive Approximation type – Single Slope

type – Dual Slope type – A/D Converter using Voltage-to-Time Conversion

3

UNIT- IV : Waveform Generators and Special Function ICs

21 Sine-wave generators 3

THIRD TERM

22 Multivibrators and Triangular wave generator, Saw-tooth wave generator,

ICL8038 function generator, Timer IC 555

4

23 IC Voltage regulators – Three terminal fixed and adjustable voltage regulators –

IC 723 general purpose regulator – Monolithic switching regulator

2

24 Switched capacitor filter IC MF10, Frequency to Voltage and Voltage to

Frequency converters

1

25 Audio Power amplifier, Video Amplifier, Opto-couplers. 1

Text Books:

T1. Sergio Franco, Design with operational amplifiers and analog integrated circuits, 3rd Edition, TMH, 2007.

T2. D. Roy Choudhry, Shail Jain, Linear Integrated Circuits, New Age International Pvt. Ltd., 2000

Reference Books:

R1. Ramakant A. Gayakwad, OP-AMP and Linear ICs, Prentice Hall/Pearson Education, 4th Edition, 2001.

R2. K Lal Kishore, Operational Amplifier and Linear Integrated Circuits, Pearson Education, 2006.

R3. S.Salivahanan & V.S. Kanchana Bhaskaran, Linear Integrated Circuits, TMH, 2008.

R4. J.Michael Jacob, Applications and Design with Analog Integrated Circuits, Prentice Hall of India, 1996.

Page 44: Applied Mathematics - IV ETMA-202

IT

Page 45: Applied Mathematics - IV ETMA-202

LECTURE PLAN

Subject: Control Systems

Subject Code: ETEE-212

Total No. of lectures: 42

S.NO. TOPIC TO BE COVERED No. of Lecturers

Allotted

FIRST TERM

UNIT-I

1. Introduction to basic terms, examples, classifications & types of Control Systems

with their advantages, disadvantages and comparison

1

2. Concept of mathematical modeling with examples of Mechanical translational

systems and electrical systems, Transfer function with simple examples 2

3. Block diagram Algebra-its use in reduction and feed forward compensation 2

4. Signal flow graph, Mason gain formula 2

5. Control system components: AC/DC Servomotors, Stepper motors 2

6. Tachogenerator, synchros 1

7. Magnetic amplifier and servo amplifiers 1

UNIT-II

8. Time domain performance specifications 2

9. Transient response of first & second order systems 3

10. Steady state errors and static error constants in unity feedback control systems 2

Page 46: Applied Mathematics - IV ETMA-202

11. Basic control Actions: Proportional, integral and Derivative controllers 2

12. Limitations of time domain analysis. 1

SECOND TERM

UNIT-III

13. Frequency domain specifications and performance of LTI systems 2

14. Polar and inverse polar plots, 2

15. Logarithmic plots (Bode plots), gain and phase margins, relative stability 3

16. Correlation with time domain performance, closed loop frequency responses from

open loop response 2

17. Limitations of frequency domain analysis, minimum/non minimum

phase systems 1

UNIT-IV

18. Concepts: absolute, asymptotic, conditional and marginal stability 1

19. Routh Hurwitz stability criterion 1

20. Nyquist stability criterion 2

21. Root locus technique-Determination of gain and stability from root locus 2

THIRD TERM

22. Introduction to compensators: series/parallel/ series-parallel/feedback compensation, 2

23. Lag/Lead/Lag-Lead networks for compensation 2

24. Compensation using P, PI, PID controllers 1

Deepali Sharma (GTBIT) M.NO. 9212365617

Page 47: Applied Mathematics - IV ETMA-202

Text Books:

[T1] B. C. Kuo, “Automatic control system”, Prentice Hall of India, 7th edition 2001.

[T2] Nagraath Gopal “Control Systems Engineering -Principles and Design” New Age Publishers

Reference Books:

[R1] Norman S. Nise, “Control systems engineering” John Wiley & Sons (Asia) Singapore.

[R2] Raymond T. Stefani, Design of Feedback Control System, Oxford University Press.

[R3] K. Ogata, “Modern control engineering”, Pearson 2002.

[R4] S. P.Eugene Xavier, “Modern control systems”, S. Chand & Company.

[R5] M. Gopal “Control Systems-Principles and Design” TMH 4th Edition 2012

Page 48: Applied Mathematics - IV ETMA-202

Lecture Plan for Computer Organization Architecture

Subject Code: ETCS-204 Credits:4

S.No Contents No. of

Lectures

1. Introduction to Computer Architecture (

Difference between Computer Architecture,

Computer Hardware & Computer

Organization )

1

2. Understanding Register Transfer Language

( RTL).

1

3. Common Bus & Memory transfer

( Hardware Implementation )

2

4. Arithmetic micro operation : Binary Adder,

Binary Adder Subtractor , Arithmetic

Circuit. ( Hardware Implementation )

1

5. Logical shift micro operation ( Hardware

Implementation )

1

6. Instruction Code : Stored Program

Organization, Indirect Addresses.

2

7. Computer registers, Instruction, timing &

control

2

8. Basic computer design 2

9. Accumulator Design 1

10. Control memory 1

11. 8085 instruction set architecture 1

12. CPU – introduction and organization, stack

organization

1

13. Assembly language instructions 2

14. Instruction Codes, Computer Registers 2

15 Computer Instructions 1

16 Timing & Control, Instruction Cycle 1

18 Memory Reference Instructions, Input-Output

and Interrupts

2

19. Instruction sequencing & interpretation,

Hardwired & Micro Programmed (Control

Unit)

3

Page 49: Applied Mathematics - IV ETMA-202

20. Micrprogrammed computers, , Microcoded CPU 2

21. Design & implementation of simple CPU 1

22. CPU – introduction and organization, stack

organization

1

23. Instruction Formats-3,2,1,0 1

24. Addressing modes explanation and

numerical example solving

1

25 Internal architecture of 8085

microprocessor.

2

26 Memory hierarchy, main memory, auxiliary

memory ( RAM , ROM Chips, Magnetic

Disks, Magnetic Tapes )

1

27. Virtual Memory, Asynchronous Data

Transfers

1

28. Direct memory Access 1

29. Characteristics of multiprocessor,

interconnection structure

1

30. Serial Communication & UARTs, RS-232-

C & RS-422 standard

1

Page 50: Applied Mathematics - IV ETMA-202

Lesson Plan for Database Management Systems (MAE)

Course Name: B.Tech. Semester: 4th SUB CODE: ETCS-208

S.No Topic Details No of

Hours

Reference/text book

1.

Unit-I:

Introductory Concepts of

DBMS: Introduction and

application of DBMS

Data Independence,

Database System

Architecture – levels,

Mapping, Database users

and DBA

Entity – Relationship

model, constraints, keys,

Design issues, E-R Diagram

Extended E-R features-

Generalization,

Specialization,Aggregation,

Translating E-R model into

Relational model.

2

3

2

3

T1, T2

2.

UNIT-II : Relational

Model: The relational

Model, The catalog, Types,

Keys

Relational Algebra,

Fundamental operations,

Additional Operations.

SQL fundamentals,

DDL,DML,DCL PL/SQL

Concepts, Cursors, Stored

Procedures, Stored

Functions, Database

Integrity – Triggers.

2

3

5

T2,R3

Page 51: Applied Mathematics - IV ETMA-202

3.

UNIT-III: Functional

Dependencies, Non-loss

Decomposition

First, Second, Third Normal

Forms, Dependency

Preservation, Boyce/Codd

Normal Form

Multi-valued Dependencies

and Fourth Normal Form,

Join Dependencies and

Fifth Normal Form.

2

4

4

T2, R1, R3

4.

UNIT-IV: Transaction

Management: ACID

properties, serializability of

Transaction, Testing for

Serializability

Concurrency control, Lock

based concurrency control

(2PL, Deadlocks), Time

stamping methods

Database recovery

management.

Implementation

Techniques: Overview of

Physical Storage Media,

File Organization, Indexing

and Hashing, B+ tree Index

Files

Query Processing

Overview, Catalog

Information for Cost

Estimation, Selection

Operation, Sorting, Join

Operation, Materialized

views, Database Tuning.

.

3

3

2

2

2

T1, T2, R2

Page 52: Applied Mathematics - IV ETMA-202

Text Books:

[T1] Abraham Silberschatz, Henry F. Korth, S. Sudharshan, “Database System

Concepts”, 5th Edition, Tata McGraw Hill, 2006

[T2] Elmsari and Navathe, “Fundamentals of Database Systems”, 6th Ed., Pearson,

2013

References Books: [R1] C.J.Date, A.Kannan, S.Swamynathan, “An Introduction to Database Systems”, 8th

Edition, Pearson Education, 2006.

[R2] J. D. Ullman, “Principles of Database Systems”, 2nd Ed., Galgotia Publications,

1999.

[R3] Vipin C. Desai, “An Introduction to Database Systems”, West Publishing Co.,

Page 53: Applied Mathematics - IV ETMA-202
Page 54: Applied Mathematics - IV ETMA-202

Lesson Plan for Applied Mathematics-IV

Course Name: B.Tech. Semester: 4th SUB CODE: ETCS-202

S.No Topic Details No of

Hours

Reference/text book

1.

UNIT – I

Partial Differential

Equation: linear partial

differential equations with

constant coefficient,

homogeneous linear

equations

non homogeneous linear

equations

Method of separation of

variables.

Laplace equation

wave equation

heat flow equation in

Cartesian coordinates only

with initial and boundary

value.

2

2

2

2

1

2

T1

2.

UNIT II

Probability Theory:

Definition, addition law of

probability, multiplication

law of probability,

conditional probability

Baye’s theorem,

Random variable: discrete

probability distribution,

Continuous probability

distribution

2

1

2

T1,T2

Page 55: Applied Mathematics - IV ETMA-202

Expectation, moments,

moment generating function

Skewness, kurtosis

Binomial distribution,

Poisson distribution, normal

distribution.

2

2

3

3.

UNIT-III

Curve Fitting: Principle of

least square Method of least

square and curve fitting for

linear and parabolic curve

Correlation Coefficient,

Rank correlation, line of

regressions and properties

of regression coefficients.

Sampling distribution:

Testing of hypothesis, level

of significance,

sampling distribution of

mean and variance, Chi-

square distribution,

Student’s T- distribution, F-

distribution, Fisher’s Z-

distribution.

3

3

2

4

T1,T2

4.

UNIT IV

Linear Programming:

Introduction,

formulation of problem

Graphical method,

Canonical and Standard

form of LPP

Simplex method

Duality concept,

Dual simplex method

2

2

1

2

T1

Page 56: Applied Mathematics - IV ETMA-202

Transportation and

Assignment problem.

3

Text Books:

[T1] B. S. Grewal,”Higher Engineering Mathematics” Khanna Publications.

[T2]. N.M. Kapoor, “Fundamentals of Mathematical Statistics”, Pitambar Publications

References Books:

[R1] E. kresyzig,” Advance Engineering Mathematics”, Wiley publications

[R2] Miller and Freund, “ Probability and statistics for Engineers” , PHI

[R3] Gupta and Kapoor, “ Fundamentals of Mathematical Statistics” Sultan Chand and

Sons

[R4] G. Hadley, “Linear Programming”, Narosa.

[R5] Schaum’s Outline on Probability and Statistics” Tata McGraw-Hill

[R6] Gupta and Manmohan, “ Problems in Operations Research”, Sultan Chand and

Sons.

[R7] R.K. Jain and S.R.K. Iyengar,”Advanced Engineering Mathematics “Narosa

Publications.

Page 57: Applied Mathematics - IV ETMA-202
Page 58: Applied Mathematics - IV ETMA-202

Lecture Topics

L1 Programming Paradigms

L2-L3 Introduction to OOPs

L4 Object Oriented Languages

L5-L6 Basic Terms and Ideas

L7-L8 Review of C

L9 Memory allocation

L10 Data types, control statements,

indentifiers

L11 Arrays, Operator

L12-L13 Classes and Objects

L14-L15 Constructors and Destructors

L16-L17 Object's Instantiation

Introducing Object Oriented Approach related to other

paradigms (Functional, Data decomposition).

Understanding Objects

Lecture PlanOBJECT ORIENTED PROGRAMMING (ETCS-210)

Guru Tegh Bahadur Institute Of Technology

Sub - Topic

Objective of Constructors

Types of Constructors

Constructor overloading

Destructors

Instantiation of objects

Default Parameter Value Object types

In-Line functions

Monolythic programming,

Procedural Programming,

Structured Programming,

Object Based Programming

Characteristics and Features of Object Oriented

Languages

Abstraction

Encapsulation

Information Hiding

Interhitence

Polymorphism

Differences between C and C++

Differences between cin, cout and printf and scanf

Simple Data Types

Literals

Variables

Type conversion and casting

Control Statements:

if-else,

while,

do-while,

for,

switch-case

One-D array

Multidimensional arrays

Operators:

Review of C operators

Scope resolution operator (::)

endl operator

member to pointer operator

De-referencing operator

Abstract Data Type

State Identity and Behaviour of Object

Defining a Class

Creating Objects

Difference in memory allocation in c and C++

new and delete operators

Page 59: Applied Mathematics - IV ETMA-202

Lecture Topics

Lecture PlanOBJECT ORIENTED PROGRAMMING (ETCS-210)

Sub - Topic

Monolythic programming,

Procedural Programming,

Structured Programming,

Object Based Programming

L18 Static and Constant Keyword

L19-L20 Dynamic Memory Allocation

L21 Garbage Collection

L22 Abstract keyword

L23-L24 Inheritance

L25 Access Specifiers

L26 Aggregation and Containership

L27-L28 Polymorphism

L29-L30 Operator Overloading

L31-L32 Run-time Polymorphism

L33-L34 Templates

L35- L37 File Handling

L38-L39 Namespaces

L40-L41 Exception Handling

Features of Inheritance

Types of Inheritance

Single/multiple/multilevel/Hierarchical

Class Hierarcy

Types of Derivations

Public Derivations, Private Derivations and Protected

Derivations

Static Data Members

Static Member Functions

Constant Data, Constant Member Function

Constant Objects

Dynamic Memory Allocation using New Operator

Dynamic Memory Deallocation using Delete Operator

Differences between new & delete and Malloc & Free

C++ Garbage Collection

Abstract methods and abstract classes

Persistant Objects

Stream and files

Opening and closing a file

Reading from and writing in file

Performing operations on files:

Insertion, Deletion, Updation and Extraction of specific

records

seekg() and tellg(), seekp() and tellp()

Error handling in files

Aggregation

Composition

Classification

Differences between the three

Errors

Types of Errors:

Run-time and Compile Time

Keywords used for Exception handling:

try, catch and throw

Rethrowing an Exception

Types of Polymorphism

Compile time, Run-time polymorphism

Method Polymorphism

Polymorphism by parameters

Overloading of operators

Operators which cannot be overloaded

Multiple Inheritance

Overriding inheritance method

Generic Function

Keyword Template

Generic Classes

Features of Namespaces

Namespace Keyword

Creating and using own namespaces

Page 60: Applied Mathematics - IV ETMA-202

Lecture Topics

Lecture PlanOBJECT ORIENTED PROGRAMMING (ETCS-210)

Sub - Topic

Monolythic programming,

Procedural Programming,

Structured Programming,

Object Based Programming

L42 Standard Template Library

L43-L44 Other STL elements

Over-view of standard template library organization

Containers and Function objects

Algorithms, Iterators and allocators

strings, streams

manipulators, user defined manipulators

vectors, valarray, slice, generalized numeric algorithm

Page 61: Applied Mathematics - IV ETMA-202

Lesson Plan for Theory of Computation

Course Name: B.Tech. Semester: 4th SUB CODE: ETCS-206

S.No Topic Details No of

Hours

Reference/text book

1.

UNIT- I

Overview: Alphabets,

Strings & Languages,

Chomsky Classification of

Languages

Finite Automata,

Deterministic finite

Automata (DFA) &

Nondeterministic finite

Automata (NDFA),

Equivalence of NDFA and

DFA, Minimization of

Finite Automata

Moore and Mealy machine

and their equivalence.

Regular expression and

Kleen’s Theorem(with

proof), Closure properties

of Regular Languages,

Pumping Lemma for

regular Languages(with

proof).

1

5

2

3

T1, T2

2.

UNIT- II

Context free grammar,

Derivation trees, Ambiguity

in grammar and its removal

Simplification of Context

Free grammar, Normal

forms for CFGs: Chomsky

Normal Form & Greibach

Normal Form

2

2

T1,T2

Page 62: Applied Mathematics - IV ETMA-202

Pumping Lemma for

Context Free languages,

Closure properties of

CFL(proof required)

Push Down Automata

(PDA), Deterministic PDA,

Non Deterministic PDA

,Equivalence of PDA and

CFL

Overview of LEX and

YACC

3

3

1

3.

UNIT- III

Turing machines, Turing

Church’s Thesis, Variants

and equivalence of Turing

Machine

Recursive and recursively

enumerable languages

Halting problem,

Undecidability, Examples

of Undecidable problem.

6

3

2

T1,T2

4.

UNIT- IV

Introduction to Complexity

classes, Computability and

Intractability, time

complexity,

P, NP, Co-NP, Proof of

Cook’s Theorem

Space Complexity, SPACE,

PSPACE, Proof of

Savitch’s Theorem, L ,NL

,Co-NL complexity

3

3

5

T1, T2

Page 63: Applied Mathematics - IV ETMA-202

Text Books:

[T1] Hopcroft, John E.; Motwani, Rajeev; Ullman, Jeffrey D “Introduction to

Automata Theory,

Languages, and Computation”, Third Edition, Pearson.

[T2] Sipser, Michael, ”Introduction to the theory of Computation”, Third Edition,

Cengage.

References Books:

[R1] Martin J. C., “Introduction to Languages and Theory of Computations”, Third

Edition, TMH.

[R2] Papadimitrou, C. and Lewis, C.L., “Elements of the Theory of Computation”,

PHI.

[R3] Daniel I.A. Cohen, ”Introduction to Computer Theory”,Second Edition, John

Wiley.

Page 64: Applied Mathematics - IV ETMA-202

MAE

Page 65: Applied Mathematics - IV ETMA-202

ACADAMIC LECTURE PLAN FOR MAE 4th SEMESTER(Batch 2013

onwards)

Subject: Measurements And Instrumentation Paper Code: ETME-208

Total Teaching weeks in Semester: 15 weeks L T C 3 0 3 Total Lecture Classes available : 45

S.NO TOPIC DETAIL NO. OF

LECTURES

FIRST TERM

UNIT-1

1. Introduction To measurement: Block Diagram and components of measuring

instrumentation system, classifications of instruments 1

2. Static Characteristics of instruments 1

3. Dynamic Characteristics of instruments 2

4. Errors in Measurements: Gross error, systematic errors 1

5. Calibration of Instruments: Process of calibration, Standard of calibration and

classification of standard. 2

6. Different Sensors: Introduction sensing element used in temperature, pressure, force,

torque and flow measurement. 2

UNIT-II

7. Transducers: Introduction and classification. 1

8. Transducers: Constructional features, working principle and applications of resistive,

Inductive 2

9. Constructional features, working principle and applications of

Photoelectric & Capacitive Transducers 2

10. Constructional features, working principle and applications of magneto-strictive,

Ionization 2

11. Constructional features, working principle and applications of piezoelectric, hall effect 2

SECOND TERM

12. Constructional features, working principle and applications of Thermoelectric and digital

transducers. 2

UNIT-III

13. Measurement of Pressure: Classification of pressure measuring devices 1

14. High pressure Measurement , 1

15. Low pressure measurement, Vacuum pressure measurement 2

16. Measurement of Flow: Method of flow measurement. 1

17. Obstruction meters, electromagnetic flow meters 2

18. Hot wire anemometer, ultrasonic flow meter. 1

UNIT-IV

18. Measurement of Temperature: Thermometer, thermocouples, Thermistors 2

19. Resistance thermometers and pyrometers. 2

20. Strain Gauges and Related Measurement: Electric resistance strain gauge 2

21. semiconductor strain gauge, temperature problems and compensation 2

THIRD TERM

22. Applications of strain gauges in measurement 3

23. Measurement of Force, Displacement, Rotating speed 3

24. Measurement of Torque, Level , Humidity and Moisture 3

Page 66: Applied Mathematics - IV ETMA-202
Page 67: Applied Mathematics - IV ETMA-202

S.No Topics to be covered

UNIT I: Lectures

1 Introduction: Introduction and classification of fluid machineries,

2Introduction to hydrodynamic thrust of jet on a fixed and moving surface (flat & curve), jet

propulsion

3 Hydraulic Turbines: Classification of turbines

4Impulse turbines, Constructional details, Velocity triangles, Power and efficiency calculations,

Governing of Pelton wheel

5 Reaction Turbines: Francis and Kaplan turbines Constructional details, Velocity triangles,

6 Power and efficiency calculations, Degree of reaction, Draft tube,

7 Cavitations in turbines, Performance characteristics,

8Principles of similarity, Unit and specific speed, selection of turbines hydroelectric plants

UNIT II :

9 Centrifugal Pumps: Classifications and utility of various type pumps

10 introduction to centrifugal Pumps Vector diagram, Work done by impellor

11 Efficiencies of centrifugal pumps, Specific speed, Model testing

12 Cavitations & separation and their control, Performance characteristics

13Hydraulic Power and its Transmission: Transmission of hydraulic power through pipe lines;

14 water hammer, precautions against water hammer in turbine and pump installations

15Power Hydraulics: Introduction to Positive pumps (gear, vane, screw, variable delivery

pumps),

16Different types of Valves (flow control, pressure control, direction control, solenoid operated

valve)

UNIT IV

17 Hydraulic systems: Function, construction and operation of Hydraulic accumulator

18hydraulic intensifier, hydraulic crane, hydraulic lift and hydraulic press, Fluid coupling and

torque converter, Hydraulic ram

19 Hydraulic and Pneumatic Circuits: Basic principles,

20 comparison of pneumatic and hydraulic Systems,

21 hydraulic circuits, (meter-in, meter-out, bleed-off).

Text Books:

[T1]Dr. R.K. Bansal, “Fluid Mechanics & Hydraulic Machines”, Laxmi Publications (P) Ltd., 2002.

[T2] Jagadish Lal, “Fluid machines Including Fluid mechanics”, Metropolitan Book Co., New Delhi, 1995

Reference Books:

[R1] Dr. D.S. Kumar, “Fluid Mechanics & Fluid Power Engineering”, S.K. Kataria & Sons,2001

[R2] Kumar, K.L, “Engineering Fluid Mechanics”, Eurasia Publishing House, New Delhi, 1995.

[R3] P.N Modi and S.M Seth, “Hydraulics and Fluid Mechanics”, Standard Book House

UNIT IV

L-9

TERM-1

UNIT III :

TERM-III

L-8

UNIT II:

TERM-2

L-8

L-7

ACADEMIC PLAN FOR IV SEMESTER(Batch 2013 onwards)Fluid System Paper Code: ETAT-204

L T C

3 1 4

Total Lecture Classes available : 45 Total Tutorial Classes available : 15

Total No. of

L-10

L-3

Page 68: Applied Mathematics - IV ETMA-202

Totorials

UNIT IV

T-3

TERM-1

UNIT III :

TERM-III

T-3

UNIT II:

TERM-2

T-2

T-2

ACADEMIC PLAN FOR IV SEMESTER(Batch 2013 onwards)Fluid System Paper Code: ETAT-204

L T C

3 1 4

Total Lecture Classes available : 45 Total Tutorial Classes available : 15

Total No. of

T-3

T-2

Page 69: Applied Mathematics - IV ETMA-202

ACADAMIC LECTURE PLAN FOR MAE 4th SEMESTER (Batch 2013

onwards)

Subject: Switching Theory and Logic Design Paper Code: ETEC-202

Total Teaching weeks in Semester: 15 weeks L T C 3 0 3 Total Lecture Classes available : 45

S.NO TOPIC DETAIL NO. OF

LECTURES

FIRST TERM

UNIT-1

1. Number Systems and Codes: Decimal, Binary, Octal and Hexadecimal Number

systems, Codes- BCD 1

2. Gray Code, Excess-3 Code, ASCII, EBCDIC, Conversion between various Codes. 2

3. Switching Theory: - Boolean Algebra- Postulates and Theorems, De’ Morgan’s Theorem 2

4. Switching Functions-Canonical Forms- Simplification of Switching Functions- Karnaugh

Map and Quine Mc-Clusky Methods. 2

5. Combinational Logic Circuits:- Review of basic gates- Universal gates, Adder,

Subtractor ,Serial Adder, Parallel Adder- Carry Propagate Adder, Carry Look-ahead

Adder, Carry Save Adder.

2

6. Comparators, Parity

Generators, Decoder and Encoder, Multiplexer and De-multiplexer, ALU, PLA and PAL 2

UNIT-II

7. Integrated circuits: - TTL and CMOS logic families and their characteristics. Brief

introduction to RAM and ROM. 2

8. Brief introduction to RAM and ROM. 1

9. Sequential Logic Circuits: - Latches and Flip Flops- SR, , D, T and MS-JK Flip Flops,

Asynchronous Inputs. 1

10. Counters and Shift Registers:- Design of Synchronous and Asynchronous Counters:

Binary, BCD, Decade and Up/Down Counters , 2

11. Shift Registers, Types of Shift Registers, Counters using Shift Registers- Ring

Counter and Johnson Counter 1

SECOND TERM

UNIT-III

12. Synchronous Sequential Circuits:- State Tables State Equations and State Diagrams 2

13. State Reduction and State Assignment,. 2

14. Design of Clocked Sequential Circuits using State Equations 3

15. Finite state machine-capabilities and limitations, Mealy and Moore models-minimization

of completely specified and incompletely specified sequential machines 4

16. Partition techniques and merger chart methods concept of minimal cover table. 2

UNIT-IV

17. Algorithmic State Machine: Representation of sequential circuits using ASM charts

synthesis of output and next state functions 3

18. Data path control path partition-based design. 2

THIRD TERM

19. Fault Detection and Location: Fault models for combinational and sequential circuits,

Fault detection in

combinational circuits;

5

20. Homing experiments, distinguishing experiments 2

21. Machine identification and fault detection experiments in sequential circuits. 2

Page 70: Applied Mathematics - IV ETMA-202
Page 71: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR IV SEMESTER MAE (Batch 2013 onwards)

SUB: Theory of Machines Sub. Code: ETAT-202

Total Teaching weeks in Semester: 15 weeks L T C

3 1 4 Total Lecture Classes available : 45 Total Tutorial Classes available : 15

S.No TOPICS TO BE COVERED Total no. of

Teaching 6 Weeks TERM-I Lectures Tutorial

Simple mechanism

9

2

Introduction to subject, Introduction and application of simple mechanism,

Types of kinematic links, Different types of kinematics pairs

Kinematics Chains, Grashofs criterion for mobility determination,

Grubler’s rule for DOF in plane mechanism, Inversions of 4R,3R-1P and 2R-2P, chains,

Kinematic analysis of planer mechanism:-Relative velocity method, acceleration in planer

mechanism , Coriollis acceleration component

Dynamic Analysis

Velocity and acceleration of the reciprocating parts:- Analytical method;

Graphical method- Klein’s construction,

Analysis of various forces acting on single slider-crank mechanism,

3

2

Flywheel

Introduction to Flywheel, 3 1

Turning moment diagram for 4-s stroke internal engine

Governors:

Introduction to Governors; Hartnell governors 3 1

Porter governors – construction and working

Teaching 6 Weeks TERM-II

CAM and Followers

Classification of Cams and followers, Nomenclatures for Cam profile

5

2 Types of Motion of followers,

Cam Profile Construction for uniform velocity,

Uniform acceleration and retardation,SHM, Cycloidal motion, Oscillating Followers

Gears:- Toothed Gear

9

2

Introduction and classification of gears,

Nomenclatures for Gear teeth, Law of gearing,

Construction and utility of different teeth profiles, Interference and methods to avoid

interference,

Introduction to helical, spiral and worm gears,

Gear Train

Simple, Compound gear trains

Epicyclic gear trains (Simple and Compound) – Analysis by tabular and relative velocity method,

fixing torque.

Balancing

Static and Dynamic balancing, Balancing of revolving masses,

4

2 Balancing of reciprocating masses, Single and multi-cylinder engines

Teaching 2 Weeks TERM-III

Gyroscopes

Gyroscopic law, effect of gyroscopic couple on automobiles, ships, aircrafts 5 2

Vibrations

Vibration analysis of single degree of freedom, natural, damped forced vibrations, based-excited

vibrations, and transmissibility ratio. 4 1

Text Books:

1. S.S. Rattan, “Theory of Machines”, Tata McGraw Hill, 2. Ghosh A & Malik A K “ Theory of Mechanisms and Machines” Affiliated

East West Press 3.R.K. Bansal, “Theory of Machines”,, Laxmi Publication, New Delhi, 4.Shigley J E “Theory of Machines”, Pearson

Page 72: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR IV SEMESTER MAE(Batch 2013 onwards)

Sub: Manufacturing Machines Subject Code: ETME 206

Total Teaching weeks in Semester: 15 weeks L T C

3 1 4

Total Lecture Classes available : 45 Total Tutorial Classes available : 15

S.No TOPICS TO BE COVERED TOTAL NO. OF

Total Teaching Weeks: 6 Lecture Tutorial

FIRST TERM

Introduction of Machines Tool

1 Classification of Machine Tools (Based on application purpose, process & production rate) 2

2 Elements of Tool Geometry (Tool signature as per ASA).Cutting tool Materials & Applications 1

3 Various types of lathe (Centre Lathe, Facing Lathe, Gap-bed Lathe, Capstan Lathe, Turret Lathe, NC,

CNC and DNC lathe), major difference between CNC and Conventional Lathe

3

4 Major sub-assemblies of lathe (Bed, Head stock, Tail stock, Carriage consisting Saddle, Cross-slide,

Compound slide, Tool post and Apron

2

5 Work holding devices (Self centering three jaw chuck, Independent four jaw chuck,, Collets, Face

plates, Dog carriers, Centers, Mandrels and Rest (steady and moving)).

2

6 Driving mechanism (Apron mechanism, Thread Cutting mechanism & Machining Time calculation

(Num. problems)

2 2

7 Features of half-nut engagement-disengagement, indexing dial mechanism (indexing-logical problem) 2 1

8 Operations on Lathe (Thread Cutting, Facing, Under Cutting, Drilling, Reaming, Boring, Parting-Off,

Knurling, Chamfering, Taper Turning & calculation)

1 2

9 Reciprocating Type Machine Tools (Shaper, Planer and Slotter: Constructional Features, Basics

machines and Kinematics and related Calculation)

3 1

SECOND TERM

Total Teaching Weeks: 6

Drilling Machines

10 Constructional features and Feed Mechanism of – Bench Drilling Machine, Radial Drilling Machine,

Multi-Spindle Drilling Machines

2

11 Work holding devices & Tool holding devices 1

12 Drilling Operations (Drilling, Reaming, Counter boring & Counter sinking etc.) 2

13 Machine Time calculation for drilling 1 2

Milling Machines

14 Types of Milling Machines: Horizontal, Vertical & Universal and their Principal Parts 1

15 Types of Milling Cutters and their applications 2

16 Milling Operations 1

17 Work holding devices (vice, clamps, chucks, dividing head & uses) 1

18 Indexing (simple, compound & differential) 2

19 Indexing calculations & Machining Time calculations 1 4

20 Classification of Machining Centers based on machining axes 1

Grinding Machines

21 Construction, Features & Mechanisms, Specifications of Cylindrical, Surface and Center less

Grinding machines

3

THIRD TERM

22 Grinding Operations (Honing, Lapping & Super Finishing processes) 3 3

Gear Manufacturing Machines

23 Gear Forming, Gear Generation 3

24 Gear Shaping & Gear Hobbing 3

Text Books:

[T1] B.S. Raghuwanshi, “Workshop Technology”, Vol.2, Dhanpat Rai & Sons, 2003.

[T2] S.F. Krar Stevan F. and Check A.F., “Technology of M/C Tools”, McGraw Hill Book Co., 1986

[T3] O.P.Khanna., “Production Technology”, Vol.2, Dhanpat Rai Publications, 2013.

Page 73: Applied Mathematics - IV ETMA-202

S.No Topics to be covered

UNIT 1: Probability Theory Lectures Totorials

1 conditional probability, Baye’s theorem,

2 Random variable: discrete probability distribution,

continuous probability distribution, expectation,

Moments, moment generating function

3 Skewness, kurtosis

4 binomial distribution, Poisson distribution, normal distribution

5 Curve Fitting: Principle of least square Method of least square

6 curve fitting for linear and parabolic curve

7 Correlation Coefficient, Rank correlation

8 line of regressions and properties of regression coefficients ,ANOVA

9Sampling distribution: Testing of hypothesis, level of significance, sampling distribution of

mean and variance

10 Chi-square distribution, Student’s T- distribution,

11 F- distribution, Fisher’s Z- distribution

12Solution of algebraic and transcendental equations using bisection method, Regula-Falsi

method and Newton Raphson Method

13Solution of linear simultaneous equations using Gauss-Jacobi’s Iteration method and Gauss

Seidal Iteration Method

14 Finite differences: Forward differences, backward differeces and Central Differences

15Interpolation: Newton’s interpolation for equi-spaced values. Stirling’s central difference

interpolation formula

16Divided differences and interpolation formula in terms of divided differences, Lagrange’s

interpolation formula for unequi-spaced values

17 maxima and minima of a tabulated function

18Newton-Cote’s quadrature formula, Trapezoidal rule, Simpson’s one-third rule and Simpson’s

three-eighth rule

19Numerical solution of ordinary differential equations: Picard’s method, Taylor’s

method,Euler’s method, modified Euler’smethod, Runge-Kutta method of fourth order.

Text Books:

[T1] R.K. Jain and S.R.K. Iyengar,” Numerical methods for Scientific and Engineering Computation”, New

Age.

[T2] N.M. Kapoor, “Fundamentals of Mathematical Statistics”, Pitambar Publications

Reference Books:

[R1] E. kresyzig,” Advance Engineering Mathematics”, Wiley publications

[R4] Michael Greenberg, “Advance Engineering mathematics”, Pearson.

[R6] B.S. Grewal., “Numerical Methods in Engg. And Science”, Khanna Publications

Total No. of

ACADEMIC PLAN FOR IV SEMESTER(Batch 2013 onwards) Numerical Analysis & Statistical Techniques Paper Code: ETMA-202

L T C

3 1 4

Total Lecture Classes available : 45 Total Tutorial Classes available : 15

UNIT IV :Numerical Differentiation and Integration

L-9 T-3

TERM-1

L-7 T-2

UNIT III :Numerical Methods

L-11 T-4

TERM-III

L-12 T-4

UNIT II: Correlation & Regression

L-6 T-2

TERM-2

Page 74: Applied Mathematics - IV ETMA-202

ME

Page 75: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR IV SEMESTER ME (2014-15)

SUB: Kinematics of Machines Sub. Code: ETME-202

Total Teaching weeks in Semester: 14 weeks L T C

3 1 4

Total Lecture Classes available : 42 Total Tutorial Classes available : 14

S.No TOPICS TO BE COVERED Total no. of

Teaching 6 Weeks TERM-I Lectures Tutorial

General concepts, Velocity and Acceleration Analysis 1

3

1 Introduction of Simple mechanism, Different types of Kinematics pair, Grublers rule for

degree of freedom, Grashof’s Criterion for mobility

2 Inversions of four bar chain, slider crank chain and double slider crank chain 1

3 Velocity of point in mechanism, relative velocity method, Velocities in four bar mechanism, slider crank mechanism and quick return motion mechanism

2

4 Instantaneous center method, Types & location of instantaneous centers, Kennedy’s

theorem, Velocities in four bar mechanism & slider crank mechanism 1

5 Acceleration of a point on a link, Acceleration diagram 2

6 Coriolis component of acceleration, Crank and slotted lever mechanism, Klein’s

construction for Slider Crank mechanism and Four Bar mechanism 2

7 Analytical method for slider crank mechanism 1

Cams:

8 Classification, Cams with uniform acceleration and retardation 2

2 9 SHM, Cylcloidal motion 2

10 oscillating followers 1

Mechanism with lower pairs:

11 Description of Straight line mechanisms like Peaucellier’s mechanism and Hart

mechanism 2

1 12 Engine indicator mechanism, 1

Teaching 6 Weeks TERM-II

Mechanism with lower pairs:

13 Steering mechanism of vehicles ,Hook’s joints 2

Friction:

1

2

2

2

2

1

2

2

14 Concepts of frictions and wear related to bearing and clutches

15 Belt and pulley drive, Length of open and cross belt drive

16 Ratio of driving tensions for flat belt drive, centrifugal tension

17 Condition for maximum power transmission, V belt drive

Brakes & Dynamometers

18 Shoe brake, Band brake, Band and Block brake

19 Absorption and transmission type dynamometers

Gears:

20 Geometry of tooth profiles, Law of gearing, involute profile 1 2

1

2 21 Path of contact. Arc of contact, Contact ratio

22 Interference in involute gears. Methods of avoiding interference, Back lash

23 Comparison of involute and cycloidal teeth., Profile Modification., helical, spiral and

worm gears 2

Teaching 2 Weeks TERM-III

24 Simple gear train, Compound gear train, Reverted gear train, 2

2 25 Trains – Analysis by tabular and relative velocity method, fixing torque 2

26 Sun and planet gear 2

Text Books

[T1] Theory and Machines: S.S. Rattan, Tata McGraw Hill.

[T2] Theory of Machines and Mechanisms: Joseph Edward Shigley and John Joseph Uicker, Jr. Second Edition,

MGH, New York

Reference Books

[R1] Thomas Beven, “The Theory of Machines”, CBS Publishers,

[R2] V.P. Singh, “Theory of Machines”, Dhanpat Rai & Co.(P)Ltd

[R3] Malhotra & Gupta, “The Theory of Machine”, Satya Prakashan,.

[R4] Ghosh A & Malik A K “ Theory of Mechanisms and Machines” Affiliated East West Press

Page 76: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR IV SEMESTER ME (2014-15)

SUB: STRENGTH OF MATERIAL -II Sub. Code: ETME-204

Total Teaching weeks in Semester: 14 weeks L T C 3 1 4 Total Lecture Classes available : 39 Total Tutorial Classes available : 14

S.No TOPICS TO BE COVERED TOTAL NO. OF

Teaching 6 Weeks TERM-I Lectures Tutorial

3 D Stresses

1 Three dimensional stress and strain, Stress tensor, 2 2

2 Strain Tensor, Equilibrium Equations, St. Vernants principle, 2

3 Stress invariants, generalized hooks law, 2

4 Theories of elastic failure. 2

Strain Energy

5 Strain Energy Due to Axial Force, Shear Stress, Bending

1 2

6 Maxwell’s reciprocal theorem, Castigliano’s theorem for statistically determinate structures

2

Shear Stresses in Beams

7 Shear stress at a section,shear stress distribution for different sections: square, rectangular, Triangular,

2 1

8 Circular section, I-section, T-section. 2

Teaching 6 Weeks TERM-II

Thick Cylinders 9 Stresses in thick cylinders, Sphere subjected to internal pressure, Lame’s equations, ,

2 2

10 Compound cylinders, spherical vessels 1

11 Hub shrunk on solid shafts. 1 Columns

12 Combined direct and bending stresses in columns 1 2 13 Euler’s and Rankine Gordon equations 2

14 Applications of Johnson's empirical formula for axially loaded columns 2

Curved Beams

15 Bending of beams with large initial curvature. 1 2 16 Position of neutral axis for rectangular, trapezoidal and circular cross sections 2

17 Stress in crane hooks 2

Rotating Disc and Cylinders

18 Rotational stresses in discs and rims of uniform thickness 2 1 19 Discs of uniform Strength, long cylinder 2

Teaching 2 Weeks TERM-III Unsymmetrical Bending and Shear Centre:

22 Properties of beam cross-section, Principal Axes 2 2 23 Determination of Principal Axes, stress and deflection in unsymmetrical bending 3

24 Shear centre 1 Text Books:

Sadhu Singh, “Strength of Materials”, Khanna Publishers, New Delhi, 2000

Hibbler R.C., “Mechanics of Materials”, Prentice Hall, New Delhi, 1994.

R.K. Bansal, Strength of Materials”, Laxmi Publication, New Delhi, 2001

Ryder G.H., “Strength of Materials”, Macmillan, Delhi, 2003

Page 77: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR 4TH

SEMESTER 2015

SUBJECT: FLUID MECHANICS SUBJECT CODE: ETME-212

CREDITS: 4

TOPICS TO BE COVERED TOTAL NO. OF

LECTURE TUTORIAL

1ST

TERM

Unit 1

1. Introduction of subject, Fundamental definitions, Fluid properties

2. Classification of fluids, Flow characteristics, Foundations of flow analysis

3. Incompressible and compressible fluids, one, two and three dimensional flows

4. Pascal’s law, pressure variation in a fluid at rest

5. Classification of different manometers

6. Fluid pressure, Forces on solid surfaces

7. Buoyant forces, Metacentre and Metacentric height. Stability of floating bodies

Unit 2

1. Types of fluid flow, streamline, path line and streak line

2. Continuity equation, Equations for acceleration, Irrotational and rotational flow

3. Velocity potential and stream function

4. Vortex flow

1

1

1

1

2

2

3

1

2

1

1

1

1

1

2ND

TERM

Unit 2

1. Control volume analysis, Eulers equation of motion

2. Bernoulli’s equation, Bernoulli’s theorems from steady flow energy equation

3. Venturi meter; Pitot tube, Momentum equation

4. Reynold’s experiment, Critical velocity, Steady laminar flow through a circular tube

5. Measurement of viscosity

Unit 3

1. Shear stress in turbulent flow. Hydro dynamically smooth & rough boundaries

2. Velocity distribution for turbulent flow in smooth and rough pipes

3. Boundary Layer Theory and Applications

4. Boundary Layer thickness, displacement, momentum and energy thickness

5. Flow separation, Drag and lift on immersed bodies

6. Darcy-Weisbach equation, Moody diagram

7. Energy losses in pipelines, concept of equivalent length

8. Flow between two reservoirs multiple pipe systems. Siphon

1

1

2

1

1

1

2

1

1

2

1

1

2

1

1

1

1

3RD

TERM

Unit 4

1. Buckingham’s Theorem and its applications, Geometric, Kinematics and Dynamic

similarity

2. Dimensionless numbers-Reynolds, Froude, Euler, Mach, Weber Number and their

significance

3. Measurement of flow using, orifice meter, nozzle

4. Measurement of flow in open channels – rectangular, triangular

5. Trapezoidal weir, Cipoeletti weir. Hot-wire anemometer

3

2

2

2

2

1

1

Text Books:

1. R.K. Bansal, “Fluid Mechanics & Hydraulic Machines”, Laxmi Publications (P) Ltd.,2002.

2. D.S. Kumar, “Fluid Mechanics and Fluid Power Engineering”, S.K. Kataria & Sons, 2000.

Reference Books:

1. I.H. Shames, “Mechanics of Fluids”, Tata McGraw Hill

2. V.L. Streeter and E.B. Wylie, “Fluid Mechanics”, Tata McGraw Hill

3. Modi, P.N., and Seth, S.H., “Hydrualics and Fluid Machines”, Standard Book House,

4. Vijay Gupta and S.K.Gupta, “Fluid Mechanics and its Applications”, Wiley Eastern Ltd,

5. Som, S.K. & Biswas G. : Introduction of fluid mechanics & Fluid Machines, TMH, 2000,

Page 78: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR IV SEMESTER ME (2014-15)

IC Engines and Gas Turbines ETME 210

Total Teaching weeks in Semester: 14 weeks L T C Total lecture classes available : 40 3 1 4 Total tutorial classes available : 14

S.No TOPICS TO BE COVERED TOTAL NO. OF

Teaching 6 Weeks TERM-I Lectures Tutorial

Introduction

1 Basic Engine components and Nomenclature, Classification of Engines 2 2

2 The working principle of Engines, Comparison of 2-Stroke and 4-Stroke Engines; CI,

and SI Engines

2

3 Ideal and Actual Working Cycles and their analysis, Valve timing Diagram 2

Fuels

4 Fossil fuels, Chemical structure of Petroleum 1 1

5 Properties of SI and CI Engine Fuels, Fuel Ratings; Octane Number, Cetane Number. 2 Carburetors and Fuel Injection 6 Air Fuel Mixture Requirements, Construction and Working of Simple Carburetor 1 2

7 Calculation of Air-Fuel Ratio, Parts of Carburetor. 1

8 Requirement of Injection Systems, Classification of Injection Systems, Fuel Feed

pump, Injection Pumps 2

9 Working principles of Governors, Nozzles and Fuel Injector, Injection in SI and CI

Engines 2

Combustion and Ignition Systems in SI and CI Engines

10 Normal and Abnormal Combustion in SI and CI Engines, 1 1

11 Stages of Combustion, Detonation and Knocking 2 Teaching 6 Weeks TERM-II

Performance Parameters for IC Engines

12 Engine Power, Engine Efficiencies 1 2 13 Performance Characteristics, Variables Effecting Performance Characteristics 3

14 Methods of Improving Engine Performance, Heat Balance 2

Modern Automotive Engines 15 Changes in Fuel injection Methods in S.I and C.I engines. 2

2 16 Common Rail Direct Injection System, Gasoline Direct Injection 2

17 Variable Valve Technology, A brief review of Design changes to achieve high

efficiency

2

Gas Turbines 18 Introduction to Gas Turbines, Development, Classification and Application of Gas

Turbines

2 2

19 Ideal and Actual Cycles; Effect of Intercooling, Reheating, Regeneration, Combined

cycle and Cogeneration

3

Teaching 2 Weeks TERM-III Gas Turbine Cycles for Aircraft Propulsion 20 Criteria of performance, Intake and propelling nozzle efficiencies 1 2 21 Simple Turbojet Cycle, The turboprop engine, Thrust augmentation 2

22 Gas turbine combustion systems, Combustion chamber designs, Gas Turbine Emissions 2 Text Books:

Ganesan V., “Internal Combustion Engines”, Tata Mcgraw-Hill

HIH Saravanamutto, H. Cohen, GFC Rogers “Gas Turbine Theory”, Pearson.

John B Heywood, “Internal Combustion Engine Fundamentals”, Tata McGraw-Hill.

K..K. Ramalingam, “ Internal Combustion Engines” 2nd ed, SCITECH Publications.

E.T. Vincent “Theory & Design of Gas Turbine and Jet Engine” Tata McGraw Hill.

Gas Turbine Principles and Practice, Cox Newnes.

Page 79: Applied Mathematics - IV ETMA-202

ACADEMIC PLAN FOR IV SEMESTER ME

Sub: Manufacturing Machines Subject Code: ETME 206

Total Teaching weeks in Semester: 14 weeks L T C

3 1 4

Total Lecture Classes available : 42 Total Tutorial Classes available : 14

S.No TOPICS TO BE COVERED TOTAL NO. OF

Total Teaching Weeks: 6 Lecture Tutorial

FIRST TERM

Introduction of Machines Tool

1 Classification of Machine Tools (Based on application, purpose, process & production rate) 2

2 Elements of Tool Geometry (Tool signature as per ASA).Cutting tool Materials & Applications 1

3 Various types of lathe (Centre Lathe, Facing Lathe, Gap-bed Lathe, Capstan Lathe, Turret Lathe, NC,

CNC and DNC lathe), major difference between CNC and Conventional Lathe

2

4 Major sub-assemblies of lathe (Bed, Head stock, Tail stock, Carriage consisting Saddle, Cross-slide,

Compound slide, Tool post and Apron

2

5 Work holding devices (Self centering three jaw chuck, Independent four jaw chuck,, Collets, Face

plates, Dog carriers, Centers, Mandrels and Rest (steady and moving)).

2

6 Driving mechanism (Apron mechanism, Thread Cutting mechanism & Machining Time calculation

(Num. problems)

2 2

Numerical Problems on

7 Features of half-nut engagement-disengagement, indexing dial mechanism (indexing-logical problem) 2 1

8 Operations on Lathe (Thread Cutting, Facing, Under Cutting, Drilling, Reaming, Boring, Parting-Off,

Knurling, Chamfering, Taper Turning & calculation)

2 2

9 Reciprocating Type Machine Tools (Shaper, Planer and Slotter: Constructional Features, Basics

machines and Kinematics and related Calculation)

3 1

SECOND TERM

Total Teaching Weeks: 6

Drilling Machines

10 Constructional features and Feed Mechanism of – Bench Drilling Machine, Radial Drilling Machine,

Multi-Spindle Drilling Machines

2

11 Work holding devices & Tool holding devices 1

12 Drilling Operations (Drilling, Reaming, Counter boring & Counter sinking etc.) 2

13 Machine Time calculation for drilling 1 2

Milling Machines

14 Types of Milling Machines: Horizontal, Vertical & Universal and their Principal Parts 1

15 Types of Milling Cutters and their applications 2

16 Milling Operations 1

17 Work holding devices (vice, clamps, chucks, dividing head & uses) 1

18 Indexing (simple, compound & differential) 2

19 Indexing calculations & Machining Time calculations 1 4

20 Classification of Machining Centers based on machining axes 1

Grinding Machines

21 Construction, Features & Mechanisms, Specifications of Cylindrical, Surface and Center less

Grinding machines

3

THIRD TERM

22 Grinding Operations (Honing, Lapping & Super Finishing processes) 2 2

Gear Manufacturing Machines

23 Gear Forming, Gear Generation 2

24 Gear Shaping & Gear Hobbing 2

Text Books:

[T1] B.S. Raghuwanshi, “Workshop Technology”, Vol.2, Dhanpat Rai & Sons, 2003.

[T2] S.F. Krar Stevan F. and Check A.F., “Technology of M/C Tools”, McGraw Hill Book Co., 1986

[T3] O.P.Khanna., “Production Technology”, Vol.2, Dhanpat Rai Publications, 2013.

Page 80: Applied Mathematics - IV ETMA-202

LECTURE PLAN SIGNALS AND SYSTEMS

Paper Code: ETMT-206 L T C Paper: Signals and Systems 3 1 4

Objective: This is the first course for representation of various types of electronic signals and LTI systems. Applications of Fourier series, understanding of Fourier transforms and sampling of various signals. Analysis of various systems using the Z transforms, Laplace transforms.

S. No. Topic No. of

Hours

FIRST TERM 1 UNIT- I 2

Continuous And Discrete Time Signals: Definition of signal, Classification of Signals:

Periodic and Aperiodic, Even and Odd, Energy and Power signals, Deterministic and

Random signals.

2 Singular Functions: Unit impulse, unit step, unit ramp, complex and exponential, parabolic, 2 Signum, Sinc etc. Properties of unit impulse in continuous and discrete domain, properties

of basic functions w.r.t. orthogonality.

3 Transformation in independent variable of signals: Time scaling, Time shifting, 1 Amplitude scaling. Representation of signals in terms of singular function and orthogonal

functions.

4 Systems: Definition of system, types of systems: Linear and nonlinear, static and dynamic, 3 causal and non-causal, time variant and invariant, invertible and non-invertible, stable and

non-stable. System described by differential equation and difference equation.

5 LTI System: Properties of LTI System, impulse response, convolution and its properties in 4 continuous and discrete domain with proof. Linear convolution in continuous and discrete

domain using graphical method, using general formula and matrix method.

6 UNIT- II 1 Fourier series: Need and application of Fourier series.

7 Fourier series representation of continuous time and discrete time signals using exponential 4 method and trigonometric method. Magnitude and Phase spectrum of signals.

SECOND TERM

8

Fourier Transform: Introduction, Properties of the Continuous time and discrete time 3 Fourier Transform.

9 Magnitude and Phase representations of frequency response of LTI systems Analysis and 3 characterization of LTI systems using Differential Equations and Difference equation.

10 UNIT- III 4 Magnitude- Phase Representation of Frequency Response of LTI System: Linear phase,

concept of phase delay and group delay. All pass system.

Page 81: Applied Mathematics - IV ETMA-202

11 Laplace Transform: Properties of Laplace transform, concept of ROC and its properties. 4 Computation of impulse response & transfer function using Laplace transform.

12 Inverse-Laplace transforms. Computation of impulse response, total response (zero state and 3 zero input response) & transfer function using Laplace transform.

THIRD TERM

13 UNIT- IV 2 Sampling: Sampling of low pass signals, ideal sampling, Aliasing effect, Nyquist rate,

reconstruction of signal. Sampling of discrete time signals.

14

Z Transform: Region of convergence – properties of ROC, Properties of Z-transform. 3

15 Inverse Z-transform using contour integration - Residue theorem, Power series expansion 2 and partial fraction expansion.

16 Relationship between Z-transform, Fourier transform and Laplace transform. Computation 3 of impulse response, total response (Zero state and Zero input response) & Transfer function

using Z-Transform. Stability of discrete-time LTI System

Text Books:

[T1] AlanV.Oppenheim, Alan S.Willsky, S.Hamid Nawab, “Signals & Systems”, 2nd edition, Pearson Education, 1997.

[T2] Simon Haykin and Barry Van Veen, “Signals and Systems”, John Wiley, 1999.

Reference Books: [R1] M.J.Roberts, “Signals and Systems Analysis using Transform Method and MATLAB”, TMH 2003. [R2] Tarun kumar rawat “signals and systems “, Oxford University Press, Incorporated, 2010

[R3] A. Anand kumar, “signals and systems” 3rd

edition , PHI [R4] Ramesh Babu and R.Anandanatrajan ,”Signals and system”, 4

th edition Sci Tech ,2013 [R5]

Moman .H. Hays, “Digital Signal Processing”, Schaum’s outlines, Tata McGraw-Hill2004. [R6] John G.Proakis and Dimitris G.Manolakis, “Digital Signal Processing, Principles, Algorithms and

Applications”, 3rd

edition. PHI, 2000. Scheme and Syllabi for B. Tech-ECE, 1

st year (Common to all branches) w.e.f batch 2014-15 and (2

nd, 3

rd & 4

th years) w.e.f batch 2013-14

approved in the 22nd

BOS of USET on 30th

June, 2014 and approved in the 37th

AC Sub Committee Meeting held on 10th

July, 2014.

Page 82: Applied Mathematics - IV ETMA-202

Lesson Plan for HYDRAULICS AND PNEUMATICS

For B Tech(Mechatronics) at DITE Campus II

Paper Code: ETMT-212 L T/P C

Paper: Hydraulics and Pneumatics 3 1 4

Objective: The objective of the paper is to facilitate the students with the working and applications of a

large class of pneumatic and hydraulic instruments used in various plants and industries.

UNIT I Hydraulic system No. of Hrs. 12

Day1 Introduction to fluid power system, Advantage and

Disadvantage of Fluid power, Hydraulic fluids- functions,

fluid characteristics

2hrs

Day2 Construction, operation, characteristics and graphical symbols

of hydraulic components

2hrs

Day3 Sources of hydraulic power, pump classification. Fluid power

actuator, Fluid motors.

2hrs

Day4 Pneumatic Systems

Introduction, comparison of pneumatic/ hydraulic and electrical

systems,

2hrs

Day5 characteristics & symbols of pneumatic components 2hrs

Day6 Air Compression system, Air preparation – principles and

components

2hrs

..

UNIT II Hydraulic Components & Hydraulic Circuits No. of Hrs. 11

Day7 Introduction, function of control elements 2hrs

Day8 , direction control valve, check valve, pressure control valve, 2hrs

Day9 pressure reducing valve, flow control valves 2hrs

Day10 , sequence valve, electrical control solenoid valves 2hrs

Day11 Accumulators – types of accumulators, applications and

accumulator circuits

1hrs

Day 12 , intensifier – application and circuits. 2hrs

, UNIT III Pneumatic Components & Pneumatic Circuits No. of Hrs. 11

Day 13 Pneumatic Components- Filter, regulators, lubricators 2hrs

Day14

pneumatic actuators, quick exhaust valve, pressure

sequence valve

2hrs

Day15 time delay valve, solenoid valve, electrical limit switch 2hrs

Day16 proximity switch, speed control circuits 2hrs

Day17 cascade method- sequential circuit design 1hrs

Day18 synchronizing circuits, time delay circuits 2hrs

UNIT IV Application, failure and trouble shooting No. of Hrs. 10

Day20 Development of hydraulic / pneumatic circuits applied to

machine tools

2hrs

Day21 presses, material handling systems, automotive systems,

packaging industries, manufacturing automation,

2hrs

Day22 Maintenance of fluid power systems – preventive and

breakdown. Maintenance procedures

2hrs

Day23 Trouble shooting of fluid power systems – fault finding process 2hrs

Day24 equipments/ tools used, causes and remedies. Safety aspects

involved.

2hrs

Class Schedule: 4hrs/week, total duration: 3months approx

Page 83: Applied Mathematics - IV ETMA-202

ACADEMIC LESSON PLAN FOR ORGANIZATIONAL BEHAVIOUR/ ETMT-202/ 4TH. SEM.

MECHATRONICS(B. TECH.)

DELHI INSTITUTE OF TOOL ENGINEERING, OKHLA

TOPICS TO BE COVERED TOTAL NO. OF

LECTURE TUTORIAL

1 ST. TERM

UNIT-I 1. Introduction: Concept and nature of Organizational Behaviour 1 2. Contributing disciplines to the field of O. B. 1 3. O. B. Models 1 4. Need to understand human behaviour 2 5. Challenges and Opportunities 1 6. Management functions 2 7. Tasks and responsibilities of a professional manager 1 8. Managerial skills 1

UNIT-II 9. Individual and Interpersonal Behaviour 2 10. Biographical Characteristics 1 11. Ability, Values 1 12. Attitudes- Formation, Theories 1 13. Organization related attitudes 1 14. Relation between attitude and behaviour 1 15. Personality- determinants and traits 1 16. Emotions; Learning-Theories and reinforcement schedules 2 17. Perception- process and errors 2

1 ST. TERMINAL TEST

2 ND. TERM

UNIT-III 18. Organization structure and process: Organizational climate 1 19. Organizational culture 1 20. Organizational structure and Design 1 21. Managerial Communication 1 22. Motivation, stress and its management 2 23. Decision Making 1 24. Organizational context of Decisions 1 25. Decision Making Models; Problem solving 2

UNIT-IV 26. Interactive aspects of Organizational Behaviour: Interpersonal Behaviour: Johari window

3

2 ND. TERMINAL TEST

3 RD. TERM

UNIT-IV 27. Transactional Analysis- ego states, types of transactions 2 28. Life positions, Applications of T. A. 2 29. Group Dynamics 2 30. Management of Organizational conflicts, Leadership styles 3

Page 84: Applied Mathematics - IV ETMA-202

ACADEMIC LESSON PLAN FOR ORGANIZATIONAL BEHAVIOUR/ ETMT-202/ 4TH. SEM.

MECHATRONICS(B. TECH.)

DELHI INSTITUTE OF TOOL ENGINEERING, OKHLA

TOPICS TO BE COVERED TOTAL NO. OF

LECTURE TUTORIAL

1 ST. TERM

UNIT-I 1. Introduction: Concept and nature of Organizational Behaviour 1 2. Contributing disciplines to the field of O. B. 1 3. O. B. Models 1 4. Need to understand human behaviour 2 5. Challenges and Opportunities 1 6. Management functions 2 7. Tasks and responsibilities of a professional manager 1 8. Managerial skills 1

UNIT-II 9. Individual and Interpersonal Behaviour 2 10. Biographical Characteristics 1 11. Ability, Values 1 12. Attitudes- Formation, Theories 1 13. Organization related attitudes 1 14. Relation between attitude and behaviour 1 15. Personality- determinants and traits 1 16. Emotions; Learning-Theories and reinforcement schedules 2 17. Perception- process and errors 2

1 ST. TERMINAL TEST

2 ND. TERM

UNIT-III 18. Organization structure and process: Organizational climate 1 19. Organizational culture 1 20. Organizational structure and Design 1 21. Managerial Communication 1 22. Motivation, stress and its management 2 23. Decision Making 1 24. Organizational context of Decisions 1 25. Decision Making Models; Problem solving 2

UNIT-IV 26. Interactive aspects of Organizational Behaviour: Interpersonal Behaviour: Johari window

3

2 ND. TERMINAL TEST

3 RD. TERM

UNIT-IV 27. Transactional Analysis- ego states, types of transactions 2 28. Life positions, Applications of T. A. 2 29. Group Dynamics 2 30. Management of Organizational conflicts, Leadership styles 3

Page 85: Applied Mathematics - IV ETMA-202

LECTURE PLAN SIGNALS AND SYSTEMS

Paper Code: ETMT-206 L T C Paper: Signals and Systems 3 1 4

Objective: This is the first course for representation of various types of electronic signals and LTI systems. Applications of Fourier series, understanding of Fourier transforms and sampling of various signals. Analysis of various systems using the Z transforms, Laplace transforms.

S. No. Topic No. of

Hours

FIRST TERM 1 UNIT- I 2

Continuous And Discrete Time Signals: Definition of signal, Classification of Signals:

Periodic and Aperiodic, Even and Odd, Energy and Power signals, Deterministic and

Random signals.

2 Singular Functions: Unit impulse, unit step, unit ramp, complex and exponential, parabolic, 2 Signum, Sinc etc. Properties of unit impulse in continuous and discrete domain, properties

of basic functions w.r.t. orthogonality.

3 Transformation in independent variable of signals: Time scaling, Time shifting, 1 Amplitude scaling. Representation of signals in terms of singular function and orthogonal

functions.

4 Systems: Definition of system, types of systems: Linear and nonlinear, static and dynamic, 3 causal and non-causal, time variant and invariant, invertible and non-invertible, stable and

non-stable. System described by differential equation and difference equation.

5 LTI System: Properties of LTI System, impulse response, convolution and its properties in 4 continuous and discrete domain with proof. Linear convolution in continuous and discrete

domain using graphical method, using general formula and matrix method.

6 UNIT- II 1 Fourier series: Need and application of Fourier series.

7 Fourier series representation of continuous time and discrete time signals using exponential 4 method and trigonometric method. Magnitude and Phase spectrum of signals.

SECOND TERM

8

Fourier Transform: Introduction, Properties of the Continuous time and discrete time 3 Fourier Transform.

9 Magnitude and Phase representations of frequency response of LTI systems Analysis and 3 characterization of LTI systems using Differential Equations and Difference equation.

10 UNIT- III 4 Magnitude- Phase Representation of Frequency Response of LTI System: Linear phase,

concept of phase delay and group delay. All pass system.

Page 86: Applied Mathematics - IV ETMA-202

11 Laplace Transform: Properties of Laplace transform, concept of ROC and its properties. 4 Computation of impulse response & transfer function using Laplace transform.

12 Inverse-Laplace transforms. Computation of impulse response, total response (zero state and 3 zero input response) & transfer function using Laplace transform.

THIRD TERM

13 UNIT- IV 2 Sampling: Sampling of low pass signals, ideal sampling, Aliasing effect, Nyquist rate,

reconstruction of signal. Sampling of discrete time signals.

14

Z Transform: Region of convergence – properties of ROC, Properties of Z-transform. 3

15 Inverse Z-transform using contour integration - Residue theorem, Power series expansion 2 and partial fraction expansion.

16 Relationship between Z-transform, Fourier transform and Laplace transform. Computation 3 of impulse response, total response (Zero state and Zero input response) & Transfer function

using Z-Transform. Stability of discrete-time LTI System

Text Books:

[T1] AlanV.Oppenheim, Alan S.Willsky, S.Hamid Nawab, “Signals & Systems”, 2nd edition, Pearson Education, 1997.

[T2] Simon Haykin and Barry Van Veen, “Signals and Systems”, John Wiley, 1999.

Reference Books: [R1] M.J.Roberts, “Signals and Systems Analysis using Transform Method and MATLAB”, TMH 2003. [R2] Tarun kumar rawat “signals and systems “, Oxford University Press, Incorporated, 2010

[R3] A. Anand kumar, “signals and systems” 3rd

edition , PHI [R4] Ramesh Babu and R.Anandanatrajan ,”Signals and system”, 4

th edition Sci Tech ,2013 [R5]

Moman .H. Hays, “Digital Signal Processing”, Schaum’s outlines, Tata McGraw-Hill2004. [R6] John G.Proakis and Dimitris G.Manolakis, “Digital Signal Processing, Principles, Algorithms and

Applications”, 3rd

edition. PHI, 2000. Scheme and Syllabi for B. Tech-ECE, 1

st year (Common to all branches) w.e.f batch 2014-15 and (2

nd, 3

rd & 4

th years) w.e.f batch 2013-14

approved in the 22nd

BOS of USET on 30th

June, 2014 and approved in the 37th

AC Sub Committee Meeting held on 10th

July, 2014.

Page 87: Applied Mathematics - IV ETMA-202

Lesson Plan for HYDRAULICS AND PNEUMATICS

For B Tech(Mechatronics) at DITE Campus II

Paper Code: ETMT-212 L T/P C

Paper: Hydraulics and Pneumatics 3 1 4

Objective: The objective of the paper is to facilitate the students with the working and applications of a

large class of pneumatic and hydraulic instruments used in various plants and industries.

UNIT I Hydraulic system No. of Hrs. 12

Day1 Introduction to fluid power system, Advantage and

Disadvantage of Fluid power, Hydraulic fluids- functions,

fluid characteristics

2hrs

Day2 Construction, operation, characteristics and graphical symbols

of hydraulic components

2hrs

Day3 Sources of hydraulic power, pump classification. Fluid power

actuator, Fluid motors.

2hrs

Day4 Pneumatic Systems

Introduction, comparison of pneumatic/ hydraulic and electrical

systems,

2hrs

Day5 characteristics & symbols of pneumatic components 2hrs

Day6 Air Compression system, Air preparation – principles and

components

2hrs

..

UNIT II Hydraulic Components & Hydraulic Circuits No. of Hrs. 11

Day7 Introduction, function of control elements 2hrs

Day8 , direction control valve, check valve, pressure control valve, 2hrs

Day9 pressure reducing valve, flow control valves 2hrs

Day10 , sequence valve, electrical control solenoid valves 2hrs

Day11 Accumulators – types of accumulators, applications and

accumulator circuits

1hrs

Day 12 , intensifier – application and circuits. 2hrs

, UNIT III Pneumatic Components & Pneumatic Circuits No. of Hrs. 11

Day 13 Pneumatic Components- Filter, regulators, lubricators 2hrs

Day14

pneumatic actuators, quick exhaust valve, pressure

sequence valve

2hrs

Day15 time delay valve, solenoid valve, electrical limit switch 2hrs

Day16 proximity switch, speed control circuits 2hrs

Day17 cascade method- sequential circuit design 1hrs

Day18 synchronizing circuits, time delay circuits 2hrs

UNIT IV Application, failure and trouble shooting No. of Hrs. 10

Day20 Development of hydraulic / pneumatic circuits applied to

machine tools

2hrs

Day21 presses, material handling systems, automotive systems,

packaging industries, manufacturing automation,

2hrs

Day22 Maintenance of fluid power systems – preventive and

breakdown. Maintenance procedures

2hrs

Day23 Trouble shooting of fluid power systems – fault finding process 2hrs

Day24 equipments/ tools used, causes and remedies. Safety aspects

involved.

2hrs

Class Schedule: 4hrs/week, total duration: 3months approx