TRIPURA UNIVERSITY (A Central...
Transcript of TRIPURA UNIVERSITY (A Central...
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TRIPURA UNIVERSITY
(A Central University)
SYLLABUS OF DEGREE COURSES Of
Tripura Institute of Technology
(1st & 2nd Semester B.E. Courses)
(W,e,f Academic Session 2007 – 2008)
FIRST SEMESTER
(For all Branches)
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CURRICULUM STRUCTURE FOR 1st SEMESTER DEGREE(B.E)
(Common to all branches)
S1. Subject Subject Periods Evaluation Scheme Credit
No. Code
L T P Sessional Exam. ESE SUB
TOTAL
TA CT TOT
THEORY
1 Language (Communication in English) HU-lOl 3 1 --- 10 20 30 70 100 3
2 Engineering Chemistry-I CH-101 3 1 --- 10 20 30 70 100 3
3 Engineering Physics-I P-101 3 1 --- 10 20 30 70 100 3
4 Engineering Mathematics- I M-101 3 1 --- 10 20 30 70 100 4
5 Engineering Mechanics ME-101 3 1 --- 10 20 30 70 100 4
6 Basic Electrical Engineering EE-101 3 1 --- 10 20 30 70 100 3
PRACTICAL
7 Engg. Chemistry & Physics Lab
CH-1O2
P-I02
--- --- 3 25+25
=50
25+25
=50
100 2
8 Engg. Mechanics & Electrical Lab ME-I02 ---- --- 3 25+25
=50
25+25
=50
100 2
EE-I02
9 Engg. Graphics-I ( Geometrical Drawing) ME-I03 --- --- 3 50 50 100 2
10 Workshop Practice-I ME-I04 --- --- 3 25 25 50 1
11 General Proficiency GP-l 50 50 1
Total 18 6 12 1000 28
TA-Teacher's Assessment CT- Class Test (At least two tests are to be taken in a semester) ESE- End semester Exam.
Total Marks: 1000 Total Periods: 36 Total Theoretical Marks: 600 Total Sessional Marks: 400 Total Credits: 28
Theoretical subjects : 70% marks for end semester exam & 30% marks for internal assessment. Practical / Sessional : 50% marks for end semester exam & 50% marks for internal assessment.
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CURRICULUM STRUCTURE FOR 2ND SEMESTER DEGREE”(B.E)
(Common to all branches)
Sl. Subject Subject Code Periods Evaluation Scheme
Credit No.
L T P Sessional Exam. ESE SUB
TA CT TOT TOTAL
THEORY
1 Fundamentals to Computing EE/CSE-201 3 --- --- 15 15 30 70 100 3
2 Engineering Chemistry-II
Disaster Management CH/ DSTM-201
2 1 --- 05 10 15 35 50 2+2=4
2 05 10 15 35 50
3 Engineering Physics-II P-201 3 1 --- 10 20 30 70 100 3
4 Engineering Mathematics-II M-201 3 1 --- 10 20 30 70 100 3
5 Engineering Drawing ME-201 3 1 --- 10 20 30 70 100 3
6 Basic Electronics EE/ETCE-201 3 1 --- 10 20 30 70 100 3
PRACTICAL
7 Basic Electronics Lab. EE/ETCE-203 --- --- 3 50 --- --- 50 100 2
8 Computer Programming Lab EE/CSE-203 ---- --- 3 50 --- --- 50 100 2
9 Engg. Graphics-I I M-202 --- --- 3 50 --- --- 50 100 2
10 Workshop Practice-II ME-203 --- --- 3 50 --- --- 50 100 3
Total 19 05 12 1000 28
TA-Teacher's Assessment CT- Class Test (At least two tests are is to be taken in a semester) ESE- End semester Exam.
Total Marks: 1000 Total Periods: 36 Total Theoretical Marks: 600 Total Sessional Marks: 400 Total Credits: 28
Theoretical subjects : 70% marks for end semester exam & 30% marks for internal assessment. Practical / Sessional : 50% marks for end semester exam & 50% marks for internal assessment.
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DETAIL SYLLABUS OF 1ST SEMESTER DEGREE(B.E)
THEORITICAL SUBJECTS
Language (Communication in English)
Hu-101
Full Marks: 100, Credit : 3
English communication skills - pronunciation. Vocabulary extension, basic aspects of
Language skills, modes of writing, comprehension, composition, word order, structure of words.
The fundamentals of grammar, textual pieces for literary appreciation, non-traditional
materials, newspaper articles, advertisements.
The following textual pieces from "English for All" edited by Dr. Nilanjan Gupta,
published by Mac Million of India Ltd.
1. Scientific Research for Amateurs by J.B.S. Haldance
2. Shakespeare's sister by Virgi ia Wolf.
3. When I have seen by William Shakespeare
4. Lines written in Early spring by William Wordsworth
5. On the Grasshopper and Cricket by John Keats
6. Prospice by Robert Browning
7. The Adventure of the Blue Carbuncle by Arthur Conan D()yle 8. After Twenty Years by
O.Henry.
Engineering Chemistry-I ( CH-101)
Full Marks: 100, Credit :3
(a) Chemical bonding: - Ionic and covalent bonds. Atomic and molecular orbital, hybridization,
shapes of molecules, VSEPR Theory, non-covalent interactions (van der walls and hydrogen
bonding).
(b) Fuels:- Solid, liquid & Gaseous, Classification, selection of good fuels. Analysis of fuels.
determination of calorific value of a fuel. Refinding of crude petroleum. Hydrogenation. Bargius
method, Fischer - Tropsch method for synthesis of gasoline.
(c) Water :- Analysis of water, Softening of hard water. Different methods for water softening,
Demineralization, Determination of hardness of water, Industrial water, water pollution.
(d) Phase rule and phase equilibria :- phase, component and degree of freedom, phase diagram
study for one component system.
(e) Electro chemistry :- Ionic strength. Acidity & acidity constant. The Nernst equation. Ionic
velocity & Ionic mobility, photo voltaic effect. Solar cells.
(f) Polymer Chemistry - Branched polymers, Cross- linked polymers, Classification, plastics,
condensed polymers, polymerization.
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ENGG. PHYSICS-I (P-10l )
Full Marks: 100 Credit :3
1. Angular momentum and torque. Moment of inertia. Parallel and perpendicular axes theorem.
Calculation of moment of inertia of some common solids. Rotational dynamics of a rigid body.
2. Motion under a central force. Kepler's laws. Motion of the panels & satellites, artificial
satellites.
3. Surface tension and surface energy. Excess pressure over curved liquid surface. Capillary
action. Factors influencing surface tension. Streamline and turbulent motion. Reynolds. number.
Coefficient of Viscosity. Poiseuille's Equation. Strokes' law. Temperature dependence of
viscosity Equation of continuity: Bernoulli's theorem and its simple applications.
4. Interference of sound waves and beats. Doppler effect. Building acoustics, Reverberation time.
Production and properties of ultrasonic & its uses. Acoustic scale.
5. Assumptions for kinetic theory of gases. Expression for pressure. Significance of temperature.
Deduction of gas laws. Qualitative discussions of (i) Maxwell's velocity distribution (ii) Degrees
of freedom (iii) Equipartition of energy.
6.Macroscopic and Microscopic descriptions - thermal equilibrium. Zeroth law of
thermodynamics. Measuring temperature. Concept of international practical temperature scale.
Heat and work.
First law of thermodynamics and some applications. Reversible and irreversible processes.
Carnot's cycle. Second law of thermodynamics. Concept of entropy.
7. Thermal radiation, concept of black body & black body radiation, Planck's formula, optical
pyrometer.
8. Refrigeration.
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Engineering Mathematics-I (M-10l )
Full Marks 100, Credit :4
Ordinary Differential Equations. First order ordinary differential equations (ODES). Linear
equations and Bernoulli's equations. Variation of Parameters. Ordinary linear differential
equation of the nth order. Solution of homogeneous and non-homogeneous equations. Operator
method, method of undetermined coefficients and variation of parameters. Solution of simple
simultaneous order ordinary differential equations.
Laplace Transform. Transforms of elementary functions. Inverse transforms. Shifting on the s
and t-axes, Convolutions, Transforms of periodic functions, unit step functions, shifting theorems.
Solution of ODES using transforms.
Calculus of function of one variable: Limits of sequences and functions. Uniform Continuity
and Differentiability. Successive differentiation, Leibnitz's Theorem. Rolle's Theorem, Mean
Value Theorems and Taylor's Theorem. .Indeterminate forms. Infinite Series, Convergence,
Divergence, Comparison Test, Ratio Tests. Expansion of functions into Taylor's and
Maclaurin's Series. Curvature and Asymptotes. Maxima and Minima. Riemann Integration
and its properties. Fundamental Theorem of Integral Calculus, Elementary reduction formulae for
integrals.
Application to the evaluation of Length of arcs, areas, volume surface of revolutions,
moments and centres of gravity.
Texts/ References
I) G. B. Thomas and T.L. Finny Calculus and Analytic Geometry, 6th ED, Narosa Pub 1985/
PearsonsPublication. . II) T.M. Apostol, Calculus, 2nd Ed Volland Vol 2,John Willey 1969.
III) S.L. Ross, Differential equations, 3rd Ed Wiley 1984.
IV) Kreyszig, E. Advanced Engineering Mathematics, 5th Ed. Wiley Eastern 1985.
V) George F. Simmons Differential equation with application and Historical notes, Second Ed
Tara Me. Graw- Hill 2003.
VI) Earl A Coddington An introduction to ordinary differential equation, Prentice Hall of India 2002.
VII) Boyee and Diprima Elementary Differential equation 7th Ed John Wiley & Sons 200.
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Engineering Mechanics (ME-101 )
Full Marks 100 , Credit : 3
Force systems and equilibrium.
Force moment and couple, principle of transmissibility, Varignon's theorem. Resultant of force system -
concurrent and non-concurrent coplanar forces, free body diagram, equilibrium equations and their us s in
solving elementary engineering problems.
Plane trusses
Analysis of plane trusses and plane frames (analytical and graphical methods). Method of joints, method of
sections, graphical method.
Friction
Coulumb's Laws of friction, belt friction, problems involving friction related to practical application.
Moment of Inertia and plane figure:
Moment of inertia of a plane figure with respect to an axis in its plane, Moment of inertia with respect tan
axis perpendicular to th.e plane of the figure. Parallel axis theorem, perpendicular axis theorem.
Polar moment of inertia
Moment of inertia of material bodies:
Mass moment of inertia in case of disc cone cylinder sphere slender rod.
Centre of gravity of rigid body:
Centre of gravity of right circular cone, cylinder, hemisphere and composite rigid body.
Virtual Work:
Work of a force Principle of virtual work & its application Construction of force polygon, Ray diagram,
Funicular polygon, Maxwell diagrams.
Mass moment of inertia in case of disc, cone, cylinder, sphere slender rod.
Reference books:
I.Engineering Mechanics by Timoshenko and Young.
II. A Text Book of Engineeriag Mechanics By RS. Khurmi.
III. A Text Book of Engineering Mechanics by Dr. R.K. Bansal.
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Basic Electrical Engineering (EE -101)
Full Marks :100, Credit :3
Units and dimensions (electrical) D.C. Circuits. Kirchoffs's Voltage & Current laws. Max- Well's
loop current method of circuit solution, Star/delta conversion. Thevenin's Theorem, Norton's
Theorems. Maximum power transfer theorem.
Electro magnetism: Ampere's Law, Magnetic field intensity, Magnetic .flux and flux density,
M.M.F., magnetization curve, Hysteresis, solution of magnetic circuits, Force betwe n current
carrying conductor, inductors- energy stored in inductor. Self and mutual inductance. Co-efficient
of coupling. Transient analysis of R. L. circuits with D.C. supply.
Electrostatics: Coulomb's Law, Electric charge. Electric flux density, electric field intensity,
potential and potential gradient, capacitance of parallel plates and cylindrical plates, Capacitance
with composite dielectric materials stored energy R C. transient analysis with D.C. supply.
A.C. fundamentals: Periodic waves and sinusoidal waves. Average and R. M. S value phase
displacement.
Phasor representation. Complex quantities. Impedance, Admittance. A. C. single phase series,
parallel circuits, active and reactive. power. V APF.
Introduction to three phase system. Voltage, current and power relations. Three phase power
measurements.
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PRACTICAL /SESSIONAL SUBJECTS
ENGG. CHEMISTRY LAB(CH-102)
Full Marks: 50, Credit : 1
Laboratory Experiments Based on syllabus of Chemistry-I (Ch-101)
1. Estimation of total amount of Ferrous Iron in a sample of Mohr's salt using Pottassium
Dichromate and Diphenyl Amine indicator.
2. Estimation of total hardness of a sample of water using a standard solution of E.D.T.A and
Eriochrome Black indicator.
3. Preparation of eight sets of buffer solution of PH-ranging 4.0 to 11.0 and determination of PH-
of an unknown sample of water using Bromo Thymol Blue indicator.
4. Detection ofcataious by spot test (Pb+2, Fe+3 , Nt2, Ag +1,NH4)
5. Estimation of total amount of chloride ions in a sample of water using a standard solution of
Silver Nitrate and Potassium Chromate as indicator. (Mohr's method)
6. Estimation of total alkanity of a sample of water using a standard solution of Hydrochloric acid
& Methyl orange as indicator.
ENGG. PHYSICS LAB (P-102)
Full Marks: 50, Credit :1
1. To determine the Young's Modulus of a wire by micrometer method (Seale's Apparatus)
2. (a) To determine the frequency of an unknown fork by Sonometer.
(b) To draw (n - 1) curve with Sonometer and hence to find the frequency of a fork.
3. Determination of the refractive index of the material of convex lens by measuring its focal
length and radii of curvature.
4. Determination of the focal length and hence power of a concave lens with the help of an optical
bench by combination method.
5. Determination of refractive index of a substance by traveling vernier microscope.
6. Determination of refractive index of thick prism by spectrometer.
7. Determination of unknown resistance with the help of a metre - bridge
8. Verification oflaws of parallel and series resistance by P.O. Box.
9. Determination of Earth's Horizontal Intensity (H) and the magnetic moment (M) of a magnet
by employing magnetometers.
10. Determination of M.l. of a body about an axis passing through its centre of gravity.
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Engineering Mechanics Lab (ME-102)
Full Marks-50, Credit :1
Syllabus Based on Engineering Mechanics ME - 101
Solutions of plain truss problems by Graphical method, Drawing force polygon, Ray diagram,
Funicular . polygon, Maxwell Diagram'.
Electrical Lab (EE-102)
Full Marks 50, Credit :1
Selected experiments based on Basic Electrical Engg. (EE- 101) .
List of Experiments
1. Calibration of Energy Meter.
2. Characteristics of Fluorescent Lamp, Incandescent Lamp.
3. Determination of fusing constant of a fuse wire.
4. Determination of insulation resistance by using Megger.
5. Measurement of 1-<1> & 3-<1> paired by Watt meters.
6. Characteristic of R-L Circuit, R-C ckt, R-L-C series ckt.
7. Study of different transformer connections.
Engineering Graphics-I (ME-103 )
Full Marks-100, Credit : 2
Drawing instruments and their uses, lines, lettering and dimensioning, scales, plains and diagonal
scale, curves used in engineering practice, ellipse, parabola, hyperbola, cycloid, involutes
Orthographic projection, planes of projection, Four quadrant, First angle projection, reference
line, Convention employed
Projection of points and lines, True length, true inclinations with reference plane, Traces of a line,
End view, and illustrative problems
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Projection of planes, traces, end view planes perpendicular to one inclined to other reference
planes.
Projection of solids such as prisms, pyramid, cone, cylinder, cube.
Reference Books:
I.Elementary Engg.Drawing(Plane and Solid geometry)By N.D.Bhatt
II. A text Book of Engg. Drawing By RBGupta
III. A text Book of Engg. Drawing By K. Venugopal
IV. Machine Drawing By N.D.Bhatt
V. A Text Book of Machine Drawing(In first angle Projection) By R.K.Dhawan
Workshop Practice I (ME-104 )
Full Marks -50, Credit :1
Carpentary: introduction to Tools, Types of Wood, wood processing, Different Smithy:
Introduction to 'tools, operation of different shapes
Fittings: Introduction to Tools, use of files, Precision jobs
General Proficiency (GP-1)
Full Marks :50, Credit :1
Communication skill development , Group discussion , Personality development etc.
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DETAIL SYLLABUS OF 2ND SEMESTER DEGREE(B.E)
THEORITICAL SUBJECTS
Fundamentals to Computing (EE/CSE 201)
Full Marks-100, Credit :3
1st half
Module 1 Basics of Computer Hardware :
Introduction to Number systems, codes, & Logic gates(definition only)
Introduction to basic structure and operational concepts of a computer, instruction formats,
instruction execution process.
Main memory :-memory technology, specification, hierarchy, virtual memory & cache
memory(definition only)
Memory types: RAM(SRAM & DRAM ), ROM, EPROM, EEROM, flash memory &
NVRAM.
Buses: Different types of Buses in a personal computer, Data transfer
Working principles of Peripheral Devices like Hard Disk Drive, Floppy Disk Drive,
CD/DVD ROM Drive, Monitor, Mouse, Printer and Network Interface Card etc.
Module 2 Introduction to Software : What is software , types of software
Functions & Features of operating System, concept of Multiprogramming/ multitasking, OS
types: Single user, multi-user/ networking OS, Time-sharing & real time etc.
Overview of DOS , Windows & Unix OS etc.
File system: File concept, operation of file, directory system,.
2nd half
Module 3 Introduction to Programming:
Basics of Algorithm, flowchart & Program. , Programming Language : high level, low level etc.
understandings of Data types, different types of program statement, loops, subroutine, function
etc. and simple program development with C-language.
Module 4 Other Issues of Computing :
Centralized & Distributed computing, Definition of Network & Internet,
Introduction to Database Management system, Social issues related to
computerization etc.
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Engineering Chemistry-II (CH- 201) Full Marks- 50 , Credit :2
A. Cement, Hydraulic & Non hydraulic, Portland cement, Manufacture of Portland Cement, Flow
sheet, Raw materials, Compositions of Portland Cement, Setting & Hardening of Cement, Testing
of cement.
B. Rubber: - Natural rubber, Vulcanization, compounding of rubber, Synthetic rubber
(Elastomars). Buna -S, Buna - N, Butyl Rubber & Neoprene.
C. Corrosion of metal & Alloys. Direct Chemical action. Factors affecting the rate of corrosion.
Different types of corrosion & prevention of corrosion.
D. Lubrication & lubricants.Lubrication principle. Boundary Lubrication. Fluid Lubrication.
Extreme pressure Lubrication. Anti- Oxidants. Anti - chlor Agents. Solid film Lubricants.
E. Refractories, General Properties, Selection of Good refractory.
Disaster Management ((DSTM-201)
Full Marks – 50, Credit :2
Elements of Engineering Seismology: - Earthquake occurrence in the world, causes of
Earthquake, Plate tectonics, Earthquake mechanism, seismic zoning map of India and its use.
Earthquake phenomenon: - Focus, epicenter, seismic waves, magnitude, intensity scale its co-
relation with ground acceleration. Guide lines on construction Earthquake resistant Houses,
Seismic Hazard assessment and DO's and Don's for protection of life and property during
disaster.
Land slides: - Geo-technical aspect of Landslides and control of Landslide Hazard.
Flood: - Flood control as a measure of Disaster management and Mitigation.
Cyclone and Fire: - Cyclone Disaster Mitigation and ensuring wind and Fire hazard
safety during disaster.
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Engineering Physics - II (P- 201 )
Full marks – 100, Credit :3
1. Nature of light wave. Interference of light waves. Young's experiment. Spatial and temporal
coherence. Fresnel's oi-prism. Interference from this film. Newton's rings. Measurement of film
thickness and wavelength. Diffraction of light waves. Fresnel and Fraunhofer diffraction. Zone
plate. Rectilinear propagation of light. Fraunhofer diffraction pattern due to single slit and plane
grating. Polarization of light waves. Polaroid, Brewester's law. Ordinary and extra- ordinary rays.
Crystal anisotropic. Double refraction. Optical activity.
2. The bohr atom. Postulates. Energy levels and hydrogen spectra.
3. X- ray spectra. X- ray diffraction. Bragg's Law. X-ray spectrometer, Comption effect.
4. Cosmic Ray. Lasers. Molecular Spectra and Raman effect.
5. De- Broglie waves. Particle diffraction. Uncertainty principle. Its applications. Scrodinger's
equation. Application of the Scrodinger's equation.
6. Detections of nuclear radiations. Ionization chamber, Geiger muller counters. Wilson cloud
chamber.Bubble chamber, Biological effects of nuclear radiations.
7. Electric and magnetic forces, Coulombs law, Motion of charged particles under electric and
magnetic forces. E/m and 'e' determination. Mass spectrograph.
8. Particle accelerators, Cyclotron. Betatron, Synchrotrons.
9. Thermo electricity and superconductivity and its applications.
Engineering Mathematics- II ( M – 201)
Full Marks-l00, Credit :3
Matrices and Determinants, their properties, Product of determinants Linear Algebra. Vector
spaces ( over the field of real number) .Linear dependence and Independence vectors. Basis and
dimensions linear transformation. System of linear equations and their solutions. Consistency and
inconsistency. Gauss elimination method, III conditioning of linear systems Rank of a matrix
inverse of a matrix. Eigen values and Eigen vectors of a matrix. Similarity transformations.
Digitalization of Hermitian matrices.
Complex numbers as ordered pairs, Argand's diagram, Modulus ad Amplitude. Triangle
inequality. De Moivre's Theorem. Exponential Complex numbers and logarithm of a complex
Number. Circular. Hyperbolic and inverse circular functions of complex variable.
Vector Algebra. Co- ordinates in space. Direction Cosines. Equations of a line, Plane in Space
and related problems. Equation spheres, Equality, sum, difference, scalar multiplication, product
of vectors. Co linearity and Co planarity of vectors. Triple products. Vector function of one
variable and their derivatives. Space curves, Seret- Frenet formulas, Velocity and Acceleration
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Simple problems. Application to statics and dynamics. Moment of a force, Work done, Anfular
velocity, relative velocity.
Texts/References
1.Complex Variables and Applications Seventh Ed. James Ward Brrown, Ruel V Churchill, Mc
Graw Hill.
ii. Linear Algebra Second Ed. , Kenneth Hoffman, Ray Kunze, Pearson Publication.
iii. Krishnamurthy, V. Maiora, V. P. and Arora, J. L An introduction to linear algebra, Affiliated
EastWest 1976.
iv. Markushevich, AI., The Theory of Analytic Functions, Mir Publishers, Moscow.
v. Le Gage, W. R. Complex Variables and the Laplace Transforms for Rnginees Mc Graw Hill
1961.
vi. G. B. Thomas and R. L. Finney Calculus and Analytic kGeometry, 6th Ed, Narosa Pub 1985/
Pearson Publication.
vii. Kreyszig, E. Advanced Engineering Mathematics, 5th Ed Wiley Eastern 1985.
Engineering Drawing (ME -201)
Full Marks -100, Credit :3 1. Section of solids: section planes, sectional views, True shape of section, sections of prisms,
pyramid, cones and cylinders.
2. Isometric views and Isomatric projections of solids such as pyramid, Prism, cone, cylinder,
Sphere,Hemisphere.
3. Development of surfaces of prism, pyramid, cone, cylinder with and without sectioning.
4. sketches of bolts nuts, rivets and Riveted joints.
5. Projections of machine parts with and without section.
Basic Electronics(EE/ETCE – 203)
Full Marks -100, Credit :3
Elementary physics of semiconductor materials and p-n junction. Basic characteristics of
semiconductor devices like p-n diode, schottky diode, zener diode, bipolar transistor, JFET,
MOSFET. Modeling of semiconductor devices, Hybrid parameters. Bipolar transistor biasing
characteristics of common emitter, common base and common collector configurations. Biasing
of JFET and MOSFET. Transistor power amplifiers: class A, B, AB and complimentary
symmetry amplifiers. Monostable, bistable and astable multivibrators using bipolar transistors.
Special connections like Darlington connection, Bootsttrap circuit, Schmitt trigger, constant
current sources and constant current sinks. Transistorized Shunt and Series voltage regulators.
Elementary physics of opto electronic devices like LED, LCD devices, photo-diodes, photo
transistors, Light Dependant Resistors, etc., and their application to 7-segment displays,
alphanumeric displays, opto-isolators, opto-interrupters, etc.
Suggested Text Books
i. A Mottershead, "Electronic Devices and Circuits", Prentice-Hall of India Pvt. Ltd., New Delhi
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PRACTICAL /SESSIONAL SUBJECTS
Basic Electronics Lab ( EE/ETC-203)
Full Marks – 50, Credit :2
Selected Experiments based on Basic Electronics (EE/ETC-201)
1. Study of characteristics of transistor in different modes Le., Common Emitter, common base
and common collector configuration. .
2. Experiments on Class-A, Class- B and AB oftransistor power amplifiers. .
3. Experiment on uncontrolled Diode-Bridge rectifier.
4. Determination of hybrid parameters of a transistor." 5. Characteristics of JFET, MOSFET.
6. Study of characteristics of Mono - stable, Bi-stable and a- stable multi vibrators using bipolar
transistors. . 7. Experiment on Schmitt Trigger circuit.
8. Study of LED, Photo - Diodes, Photo - Transistors, Light Dependent Resistors and Opto -
Isolators.
Computer Programming Lab (EE/CSE- 203 )
Full Marks – 100, Credit :2
MODULE 1 FAMILIARIZATION WITH COMPUTER SYSTEM & PERIPHERALS
1. To be familiarized with booting of a computer.
2. To handle files with DOS commands.
3. To create Batch File.
4. To handle diskettes.
5. To study features of WINDOWS.
6. To handle printers.
Module 2 WORD PROCESSOR
1. To create and save a word document.
2. To select text to copy and move.
3. To format and align text.
4. To print a text document by setting margin.
5. To align text vertically.
6. To change page orientation and paper size.
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7. To mail merge.
8. To work with tables.
Module 3 SPREADSHEET
1. To create a worksheet.
2. To make changes in the worksheet and saving a worksheet.
3. To insert and delete rows & columns.
4. To adjust column width & row height.
5. To edit & delete cell contents.
6. To sort a worksheet.
7. To use simple formulae like SUM, AVERAGE etc.
8. To use operators (arithmetic, comparison).
9. To print a worksheet.
Module 4 PRESENTATION PACKAGE
1. To create a new presentation.
2. To be familiarized with templates (Creating a new blank presentation – Saving a
presentation – Closing a presentation – Opening an existing presentation).
3. To work with slides (Creating a title slide – Adding new slides – Changing a slide’s layout
– Editing slide text).
4. To view & move slides (practice).
5. To print slides.
Module 5 APPLICATIONS IN C
The following applications are suggested for practice. These elementary problems are mere
suggestions. The teachers may give the students other application problems of similar order of
difficulty. But at least ten programs are to be written with at least three dealing with string
constants & variables.
1. To write a program to find the roots of a quadratic equation.
2. To write a program to find the area and circumference of a circle.
3. To write a program to read a list of numbers and print the sum of first n natural numbers.
4. To write a program to read a list of numbers and print the sum of first n even (or odd)
numbers.
5. To write a program to find the maximum or minimum of n numbers.
6. To write a program to find the greatest common divisor of two numbers.
7. To write a program to determine whether a triangle can be formed or not using three given
line segments.
8. To write a program to input few numbers and to find the average of them.
9. To generate the Fibonacci Numbers.
10. To write a program to check whether a given number is prime or not.
11. To write a program to count the number of times a particular character has appeared in a
sentence.
12. To write a program to reverse a given string and to check whether it is a Palindrome or
not.
13. To write a program which will read a word and rewrite it in alphabetically.
14. To write a program to arrange n number of given names alphabetically.
15. To write a program to arrange the letters of a given word in all possible permutations &
combinations.
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Engineering Graphics -II (ME-202)
Full Marks -50, Credit :2
Based on the syllabus of Engineering Drawing of 2nd semester( CODE NO - ME - 201)
1. To draw sectional views, True shape of section of solid like Prism, Pyramid, Cones Cylinder
with and without sections.
2. To draw View and Isometric projection of solids like Pyramid, Prism, Cone, Cylinder, Sphere,
and Hemisphere.
3. Development of surfaces of Prism, Pyramid, Cone, Cylinder with and without sections.
4. To draw sketches of Bolts, Nuts, Rivets and Riveted Joints.
5. To draw plan, elevation, side view of machine parts with and without section.
Workshop Practice - II (ME – 203)
Full Marks – 100, Credit : 3
Patern Shop ,: Pattern making of different intricate shapes, Forging Shop: Forge welding,
Taping,. hardening aspects, Fitting Shop: Internal and external thread cutting, use of precision
tools, Machine Shop: General operation of lathe, Shaper, and Planner etc. Moulding Shop:
Ferrous and Non-ferrous Alloys castings, Sheet Metal Shop: Introduction to sheet metal tools,
different kinds of joints, Welding Shop: Different types of joints- lap, butt, T, V etc. by Arc and
gas Flame hardening, General Automobile Shop: Introduction to main parts of automobile,
Working of an automobile with different systems.