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Bachelor of Engineering Prospectus No. 121741

III & IV Semester

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SANT GADGE BABA AMRAVATI UNIVERSITY

(Faculty of Engineering & Technology)

PROSPECTUS

Prescribed for

Four Year Degree Course

Bachelor of Engineering

BRANCHES1) Civil Engineering

2) Mechanical Engineering

3) Electrical Engineering (Electronics & Power)

4) Electrical and Electronics Engineering

5) Electrical Engineering (Electrical & Power)

6) Electrical Engineering

7) Electronics and Telecommunication Engineering

8) Electronics Engineering

9) Instrumentation Engineering

10) Computer Science and Engineering

11) Computer Engineering

12) Information Technology

III & IV Semester Examinations, 2011-2012

Semester Pattern

(CREDIT GRADE SYSTEM)

www.sgbau.ac.in

Price Rs. 16 /-

PUBLISHED BY

Dineshkumar Joshi

Registrar

Sant Gadge BabaAmravati University,

Amravati. 444 602

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specific permission of Sant Gadge Baba Amravati University.

1. Study of a water tube boiler (Babcock Wilcox boiler)

2. Study of a locomotive boiler.

3. Study of a high pressure boiler.

4. Study of boiler accessories.

5. Trial on a boiler and heat balance sheet.

6. Study of boiler mountings.

7. Study and trial on a steam turbine.8. Study of condensers.

9. Study of condensate and air extraction pumps.

10. Study of steam power plant.

Practical Examination:- Shall consist of based on above term work and

syllabus.

4ME09 MANUFACTURING PROCESSES–II-LAB.

Practicals:-

1. Demonstration of operations related to lathe, shaper, slotter, drilling& grinding m/cs.

2. One job on lathe covering taper turning and threading.

3. One job on shaping covering plane and inclined surfaces.

4. One job on milling machine.

The above jobs should include drilling, grinding, tapping etc.

Term work should be submitted in the form of journal.

N.B. :- The practical examination shall consists of preparation of

practical jobs and assessment by external and internal

examiner.

4ME10 MACHINE DESIGN & DRAWING-I-LAB.

List of Practical’s

Any Six of the following

1) Sectional views & missing views of objects

2) Development of surfaces

3) Intersection of Solids

4) Conventions for various components like bearing, gears, springs,

key & key ways, threads, tap holes and materials, Surface roughness

5) Design & Drawing of cotter joint

6) Design & drawing of screw jack

7) Design & drawing of flywheel

8) Design & drawing of helical spring

Any one practical from the above list should be done using software.

Content of the Compulsory Subject“Environmental Studies” are given on Page

Nos. ES-1 to ES-4 i.e. at the end of this syllabus.

SYLLABUS

PRESCRIBEDFOR

PRESCRIBED FOR

FOUR YEAE B.E. DEGREE COURSE IN

INSTRUMENTATION ENGINEERING

SEMESTER PATTERN

(CREDIT GRADE SYSTEM)

THIRD & FOURTH SEMESTERTHIRD SEMESTER

3IE 01 /3 XT 01 / 3 XN 01 MATHEMATICS – III

SECTION-A

UNIT-I Ordinary differential equations:- Complete solution, Operator

D,Rules for finding complementary function, the inverse

operator, Rules for finding the particular integral, Method of

variations of parameters, Cauchy’s an Legendre’s lineardifferential equations (10 Hrs.)

UNIT-II Laplace transforms: definition, standard forms, properties of

Laplace transform, inverse Laplace transform,initial and final

value theorem, convolution theorem, Laplace transform of

impulse function, Unit step function, Laplace transforms of

periodic function, solution of Linear differential equations,

Simultaneous differential equation by Laplace transform

method. (10 Hrs.)

UNIT-III a) Difference equation:- solution of difference equations

of first order, Solution of difference equations of higher order

with constant co-efficients,

b) Z-transform:- Definition, standard forms, Z-transform

of impulse function, Unit step functions, Properties of Z-

transforms (linearity,shifting,multiplication by k,change of

scale), initial and final values, inverse Z-transforms (by direct

division and partial fraction), Solution of difference equation

by Z-transforms. (10 Hrs.)SECTION-B

UNIT-IV a) Fourier transforms- Definition, standard forms,inverse

Fourier trnasforms, properties of Fourier transforms,

convolution theorem, Fourier sine and Fourier cosine

transforms and integrals.

b) Prtial differential equation of first order of following

(i) f(p,q)=0; (ii)f(p,q,z)=0; (iii) f(x,p)=g (y,q); (iv)Pp+Qq=R

(Lagranges Form); (v) Z=px+qy+f(p,q) (Clairaut form

Statistics:

4 IE 05 TELEMETRY AND TELECONTROL

Unit I : I nt rod uct ion t o c om mun ica ti on sy st em s: Basi c

communication systems interface & distortion signal

Content of the Compulsory Subject

“Environmental Studies” are given on Page

communication systems, interface & distortion, signal

characterization in time domain and frequency domain .

Unit II: Modulation Techniques: Different kinds of SSB & FM

Modulators & demodulators.

Unit III: Antenna- Principle of radiation, isotropic, radiator, resonantantenna, non resonant antenna, half wave dipole antenna,

folded dipole, parasitic reflector, parasitic director, antenna

arrays, yagi-uda antenna, antenna power gain, beam width,

polarization, radiation resistance

Unit IV: Digital communication : Sampling theorem, Nyquist

frequency, Sampling techniques, & signal reconstruction,

pulse modulation-(PCM) principle of delta modulation ASK,

FSK, PSK coding formats.

Unit V: Multiple access Schemes: TDMA, FDMA CDMA, sparedspectrum communication, D.S. spread spectrum, Frequency

hoping spread spectrum, comparison

Unit VI: Smart transmitters, typical telemetry & telecontrol schemes

for industrial application telemetry errors caused by noise,

telemetry & carrier communication systems

TEXT BOOKS:

1 ) Electronic Communication D Roddy and Coolen

2) Electronics Communication System G. Kennedy TMH

3) Modern Digital and Analog Communication System B.P. Lathi, Oxford

University Press, New Delhi.

Ref. Books

1. Digital Communication by K. Sam Shanmugam

2. Digital Communication by J.G. Proakis, Fourth edition.

4IE06 COMPUTER PROGRAMMING AND APPLICATIONS-LAB.Students are expected to perform minimum 8 experiments

based on Syllabus of 4IE02.

4IE07/4 XT 07/4 XN 07/4 BM 08 NETWORK ANALYSIS-LAB.

Any TEN experiments based on contents of 4 IE 03/4 XT 03/

4XN 03/ 4BM 03 NETWORK ANALYSIS

4IE08 TELEMETRY AND TELECONTROL-LAB.Students are expected to perform minimum 8 experiments

based on Syllabus of 4IE05.

Nos. ES-1 to ES-4 i.e. at the end of this syllabus.

SYLLABUS PRESCRIBED FOR

FOUR YEAR DEGREE COURSE IN

BACHELOROFENGINEERING

BACHELOR OF ENGINEERING

COMPUTER SCIENCE & ENGINEERING /

COMPUTER ENGINEERING

SEMESTER PATTERN

(CREDIT GRADE SYSTEM)SEMESTER : THIRD

3KS01/3KE01 MATHEMATICS – III

SECTION-A

UNIT-I: Ordinary differential equations:- Complete solution, Operator

D, Rules for finding complementary function, the inverse

operator, Rules for finding the particular integral, Method of

variations of parameters, Cauchy’s and Legendre’s lineardifferential equations.

UNIT-II: Laplace transforms:- definition, standard forms, properties

of Laplace transform, inverse Laplace transform, initial and

final value theorem, convolution theorem, Laplace transform

of impulse function, Unit step function, Laplace transforms

of periodic function Solution of Linear differential equations,

Simultaneous differential equation by Laplace transform

method.

UNIT-III: a) Difference equation:- solution of difference equations of firstorder Solution of difference equations of higher order with

constant co-efficients b) Z-transform:- Definition, standard

forms, Z-transform of impulse function, Unit step functions,

Properties of Z transforms (linearity, shifting, multiplication

by k, change of scale), initial and final values, inverse Z-

transforms (by direct division and partial fraction), Solution

of difference equation by Z-transforms.

SECTION-B

UNIT-IV:a) Fourier transforms:- Definition, standard forms, inverse

Fourier trnasforms, properties of Fourier transforms,

convolution theorem, Fourier sine and Fourier cosine

transforms and integrals.

b) Partial differential equation of first order of following form:-

(i) f (p,q)=0; (ii) f (p,q,z)=0; (iii) f (x,p)=g (y,q); (iv) Pp+Qq=R

(Lagranges Form); (v) Z=px+qy+f(p,q) (Clairaut form)

UNIT-V: Complex Analysis :- Functions of complex variables, Analytic

function, Cauchy-Reimann conditions, Harmonic function,Harmonic conjugate functions, Milne’s method conformal

mappings (translation, rotation, magnification and bilinear

4. Dynamic HTML.

Each group of 2 students should build their own Website.

Text Book: M. Petrovsky : Dynamic HTML in Action (TMH)

Content of the Compulsory Subject

“Environmental Studies” are given on Page Nos. ES-1 to ES-4 i.e. at the end of this syllabus.

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