CSE Syllabus1st year

GOVERNMENT ENGINEERING COLLEGE

WAYANAD

SYLLABUS FOR B.TECH

(2000)

COMPUTER SCIENCE & ENGINEERING

UNIVERSITY OF KANNUR

UNIVERSITY OF KANNUR

B. TECH. DEGREE COURSE (2000)

CURRICULUM AND SCHEME OF EXAMINATIONS

COMBINED FIRST & SECOND SEMESTER

Code	Subject	Hours/Week			Sessional Marks	University Examination
		L	T	P/D		Hrs	Marks
EN2K 101	Engineering Mathematics I	3	-	-	50	3	100
EN2K 102	Engineering Mathematics II	3	-	-	50	3	100
EN2K 103A	Engineering Physics (A)	2	-	-	50	3	100
EN2K 104A	Engineering Chemistry (A)	2	-	-	50	3	100
EN2K 105	Humanities	2	-	-	50	3	100
EN2K 106A	Engineering Graphics (A)	1	-	3	50	3	100
EN2K 107A	Engineering Mechanics (A)	2	1	-	50	3	100
EN2K 108	Computer Programming in C	2	1	-	50	3	100
CS2K 109	Basic Electrical Engineering	2	1	-	50	3	100
CS2K 110(P)	Civil and Mechanical Workshop	-	-	3	50	-	-
CS2K 111(P)	Electrical and Electronics Workshop	-	-	3	50	-	-
TOTAL		19	3	9	550	-	900

THIRD SEMESTER

Code	Subject		Hours/Week						Sessional Marks	University Examination
			L		T		P/D			Hrs	Marks
CS2K 301	Engineering Mathematics III		3		1		-		50	3	100
CS2K 302	Data Structures & Algorithms		3		1		-		50	3	100
CS2K 303	Discrete Computational Structures		3		1		-		50	3	100
CS2K 304	Basic Electronics Engineering		3		1		-		50	3	100
CS2K 305	Switching Theory & Logic Design		3		1		-		50	3	100
CS2K 306	Electric Circuits & Systems		3		1		-		50	3	100
CS2K 307(P)	Programming Lab		-		-		3		50	3	100
CS2K308(P)	Electronics Lab		-		-		3		50	3	100
TOTAL		18		6		6		400		-	800

FOURTH SEMSTER

Code	Subject	Hours/Week			Sessional Marks	University Examination
		L	T	P/D		Hrs	Marks
CS2K401	Engineering Mathematics IV	3	1	-	50	3	100
CS2K402	Systems Programming	3	1	-	50	3	100
CS2K403	Theory of Computation	3	1	-	50	3	100
CS2K404	Electronic Circuits & Systems	3	1	-	50	3	100
CS2K405	Computer Organization & Design	3	1	-	50	3	100
CS2K406	Hardware Systems Design	3	1	-	50	3	100
CS2K 407(P)	Data Structures Lab	-	-	3	50	3	100
CS2K 408(P)	Digital Electronics Lab	-	-	3	50	3	100
TOTAL		18	6	6	400	-	800

FIFTH SEMESTER

Code	Subject	Hours/Week			Sessional Marks	University Examination
		L	T	P/D		Hrs	Marks
CS2K 501	Software Engineering	3	1	-	50	3	100
CS2K 502	Numerical Analysis & Optimisation Techniques	3	1	-	50	3	100
CS2K 503	Programming Language Concepts	3	1	-	50	3	100
CS2K 504	Digital Data Communication	3	1	-	50	3	100
CS2K 505	Operating Systems	3	1	-	50	3	100
CS2K 506	Elective I	3	1	-	50	3	100
CS2K 507(P)	Programming Paradigms Lab	-	-	3	50	3	100
CS2K 508(P)	Hardware Lab	-	-	3	50	3	100
TOTAL		18	6	6	400	-	800

Elective I

CS2K 506A - Computational Complexity

CS2K 506B - Communication Systems

CS2K 506C - Data Modeling & Design

CS2K 506D - Digital Signal Processing

CS2K 506E - Object Oriented Programming

CS2K 506F - VLSI Design

SIXTH SEMESTER

Code	Subject	Hours/Week			Sessional Marks	University Examination
		L	T	P/D		Hrs	Marks
CS2K601	Design & Analysis of Algorithms	3	1	-	50	3	100
CS2K602	Database Management Systems	3	1	-	50	3	100
CS2K603	Graph Theory & Combinatorics	3	1	-	50	3	100
CS2K604	Computer Networks	3	1	-	50	3	100
CS2K605	Compiler Design	3	1	-	50	3	100
CS2K606	Elective II	3	1	-	50	3	100
CS2K 607(P)	Systems Lab	-	-	3	50	3	100
CS2K 608(P)	Mini Project	-	-	3	50	-	-
TOTAL		18	6	6	400	-	700

Elective II

CS2K 606A - Stochastic Processes

CS2K 606B - Distributed Systems

CS2K 606C - Unified Software Development

CS2K 606D - Image Processing

CS2K 606E - Linear System Analysis

CS2K 606F - Information Theory & Coding

SEVENTH SEMESTER

Code	Subject	Hours/Week			Sessional Marks	University Examination
		L	T	P/D		Hrs	Marks
CS2K 701	Industrial Management	3	1	-	50	3	100
CS2K 702	Computer Architecture	3	1	-	50	3	100
CS2K 703	Number Theory & Cryptography	3	1	-	50	3	100
CS2K 704	Internet Technology	3	1	-	50	3	100
CS2K 705	Elective III	3	1	-	50	3	100
CS2K 706(P)	Compiler Lab	-	-	3	50	3	100
CS2K 707(P)	Seminar	-	-	3	50	-	-
CS2K 708(P)	Project	-	-	4	50	-	-
TOTAL		15	5	10	400	-	600

Elective III

CS2K 705A - Simulation & Modeling

CS2K 705B - Psychology

CS2K 705C - Mobile Communication Systems

CS2K 705D - Software Project Management

CS2K 705E - Quantum Computing

CS2K 705F - Entrepreneurship

CS2K 705G - Advanced Topics in Database Systems

EIGHTH SEMESTER

Code	Subject	Hours/Week			Sessional Marks	University Examination
		L	T	P/D		Hrs	Marks
CS2K 801	Economics	3	1	-	50	3	100
CS2K 802	Computer Graphics & Multimedia	3	1	-	50	3	100
CS2K 803	Artificial Intelligence	3	1	-	50	3	100
CS2K 804	Electronic Commerce	3	1	-	50	3	100
CS2K 805	Elective IV	3	1	-	50	3	100
CS2K 806(p)	Networks Lab	-	-	3	50	3	100
CS2K 807(P)	Project	-	-	7	100	-	-
CS2K 808(P)	Viva Voce	-	-	-	-	-	100
TOTAL Aggregate marks for 8 semesters = 8250		15	5	10	400 2950	-	700 5300

Elective IV

CS2K 805A - Concrete Mathematics

CS2K 805B - Parallel Architectures & Algorithms

CS2K 805C - Neural Networks & Fuzzy Logic

CS2K 805D - Management Information Systems

CS2K 805E - Advanced Topics in Algorithms

CS2K 805F - Pattern Recognition

EN2K 101 :MATHEMATICS I

(Common for all programmes.)

Module I : Differential Calculus (15 hours)

Indeterminate forms – L ‘hospital’s rule – Radius of curvature – centre of curvature – Evolute – Functions of more than one variable – idea of partial differentiation – Euler’s theorem for homogeneous functions – chain rule of partial differentiation – Applications in errors and approximations – Change of variables – Jacobians – Maxima and minima of functions of two or more variables – method of Langrange multipliers.

Module II: Infinite Series (15 hours)

Notion of convergence and divergence of infinite series –Ratio test- Comparison test – Raabe’s test - Roots test – series of positive and negative terms – idea of absolute convergence – Test for alternating series – Power series – interval of convergence- Taylor’s and Maclaurins series representation of functions – Leibnitz formula for the n^th derivative of the product of two functions - use of Leibnitz formula in the Taylor and Maclaurin expansions.

Module III: Matrices(21 hours)

Concept of rank of a matrix – Reduction of a matrix to echelon and normal forms – System of linear equations – Guass elimination – Homogeneous linear equations – Fundamental system of solutions – inverse of a matrix – Solution of a system of equations using matrix inversion -Eigen values and eigen vectors – Caylay – Hamilton theorem –Eigen values of Hermitian, skew-Hermition and unitary matrices – quadratic forms – matrix associated with a quadratic form –Technique of diagonalization using row and column transformations on the matrix – definite, semidefinite and indefinite forms –Their identification using the eigen values of the matrix of a quadratic form

Module IV: Fourier series and harmonic analysis(15 hours)

Periodic Functions – Trigonometric series – Fourier series – Euler formulae – even and odd functions –Functions having arbitrary period – Half range expansions – Approximation by trigonometric polynomials – Minimum square error – numerical methods for determining Fourier coefficients – Harmonic analysis.

Reference Books

1.Pisknov.N, Differential and Integral Calculus, MIR Publishers

2. Wiley R.C, Advanced Engineering mathematics, McGraw Hill

3.Ayers.F,Matrices , Schaum Series, McGraw Hill

4.Spregel.M.R, Vector Analysis, Schaum Series, McGraw Hill

5.Kreyzig.E, Advanced Engineering mathematics, Wiley Eastern

6. Thomas G.B, Calculus and Analytic Geometry, Addison Wesley

7.Sastry.S.S, Engineering mathematics, volume 1 & 2, Prentice Hall of

India.

Sessional Work Assessment

Assignments 2x10=20

2 Tests 2x15=30

Total Marks =50

University Examination Pattern

Q1 - Eight short type questions of five marks two from each module

Q II - Two questions A & B of 15 marks from module I with choice to

answer any one

Q III -Two questions A & B of 15 marks from module II with choice to

answer any one

Q IV -Two questions A & B of 15 marks from module III with choice to

answer any one

Q V -Two questions A & B of 15 marks from module IV with choice to

answer any one

EN2K 102 :MATHEMATICS II

(Common for all programmes.)

Module I : Ordinary Differential Equations (21 hours)

A brief review of the methods of solutions of first order equations – Separable, homogeneous and linear types – Exact equations – orthogonal trajectories – General linear second order equations – homogeneous linear second order with constant coefficient – Fundamental system of solutions – Method of variation of parameters – Cauchy’s equation – simple applications of differential equations in engineering problems, including problems in mechanical vibrations, electric circuits and bending of beams.

Module II: The Laplace Transform (15 hours)

Gamma and Beta functions- Definitions and simple properties – The Laplace transform – inverse transform - Laplace transform of derivatives and integrals – shifting theorem – Differentiation and integration of transforms – Transforms of unit step function and impulse function – Transform of periodic functions – solution of ordinary differential equations using Laplace transforms.

Module III: Vector differential calculus (15 hours)

Vector function of single variable – differentiation of vector function – scalar and vector fields – Gradient of a scalar field – Divergence and curl of vector fields – Their physical meanings - Relation between the vector differential operators.

Module IV: Vector Integral Calculus (15 hours)

Double and triple integrals and their evaluation – Line, surface and volume integrals – Green’s theorem – Gauss divergence theorem – Stokes theorem (proofs of these theorems not expected) – Line integrals independent of the path.

Reference Books

1.Pisknov.N, Differential and Integral Calculus, MIR Publishers

2. Wiley R.C, Advanced Engineering mathematics, McGraw Hill

3.Ayers.F, Matrices, Schaum Series, McGraw Hill

4.Spregel.M.R, Vector Analysis, Schaum Series, McGraw Hill

5.Kreyzig.E, Advanced Engineering mathematics, Wiley Eastern

6. Thomas G.B,Calculus and Analytic Geometry, Addison Wesley 7.Sastry.S.S, Engineering mathematics, volume 1 & 2, Prentice Hall of

India.

Sessional Work Assessment

Assignments 2x10=20

2 Tests 2x15=30

Total Marks =50

University Examination Pattern

Q1 Eight short type questions of five marks two from each module

Q II Two questions A & B of 15 marks from module I with choice to

answer any one

Q III Two questions A & B of 15 marks from module II with choice to

answer any one

Q IV Two questions A & B of 15 marks from module III with choice to

answer any one

Q V Two questions A & B of 15 marks from module IV with choice to

answer any one

EN2K 103A : ENGINEERING PHYSICS(A)

(Common for AI, CS, EE, EC, IT & IC)

2 hours lecture per week for CS & IT

Module I : (11 hours)

Interference of light – Interference from plane parallel thin films – Colours of thin films by reflected light – Newtons rings – Measurement of wave length – Thin wedge shaped air film –Air wedge - Testing of optical planes of surfaces

Diffraction of light – Introduction of Fresnel and Fraunhofer diffraction – distinction between the two diffractions – simple theory of plane transmission grating

Polarisation of light – double refraction – Nicol prism – Quarter and half wave plates – Production and detection of elliptically and circularly polarised light - Rotatory polarisation – Lawrent’s half shade polarimeter – Applications of polarised light.

Module II: (11 hours)

Quantum mechanics – Newtonian mechanics and quantum mechanics – The wave function - Schrodinger’s wave equation for free particle – potentials in Schrodinger equation – Time dependent Schrodinger equation - Expectation values – derivation of Schrodinger equation – Application – Particle in a box (motion in one dimension ) - Ultrasonics – Piezo effect – Piezo electric crystal production and detection of ultrasonics

NMR and ESR – Basic principles of Nuclear Magnetic Resonance (NMR) AND Electron Spin Resonance (ESR) – Experimental method for detection of NMR and ESR – Applications.

Module III: (11 hours)

Laser Physics – Basic concept of laser – Spontaneous and stimulated emission – Absorption – Population inversion – Optical pumping – Construction and component of laser – Ruby laser, Helium – Neon laser and semi conductor laser – Applications – Basic principle of holography and its applications – Fibre optics – Basic principle- Fiber constructions, fiber dimensions, Light propagation in fibre, Signal distortion in optical fibres and transmission losses ( Brief ideas only)- light wave communication using optical fibers and its advantages- Applications.

Module IV: (11 hours)

Semiconductor physics- Energy band diagrams- classifications of semiconductors on the basis of Fermi level and Fermi energy- impurity level in N-type and P- type semiconductors- Applications of Semiconductors- Zener Diode , Light Emitting Diode, Solar cell, Photo transistors, photo resistors ( LDR ), Hall Effect Introduction - Measurement of Hall voltage and Hall Co efficients, importance of Hall Effect- Superconductivity- properties of super conductors – Josephson effect And tunnelling ( Qualitative ) BCS theory of Super conductivity ( Qualitative) - Applications of Super conductivity.

Text And Reference Books

1. Sreenivasan M.R, Physics for Engineers, New Age Interenational

2. Vasudeva A.S, Modern Engineering Physics, S.Chand

3. Brijlal & Subrahmanium N, Text book of Optics, S.Chand

4. Jenkins F.A & White H.E, Fundamentals of Optics, McGraw Hill

5. Kate Gokhale , Fundamentals of Solid State Electronics, Kitab Mahal

6. Gupta S.L & Kumar.V, Solid state Physics, K.Nath

7. Srivastava C.M & Sreenivasan C, Science of Engineering Materials, New Age International

8. Rajam.J.B, Modern Physics , S.Chand

Sessional Work Assessment

Assignments 2x10=20

2 Tests 2x15=30

Total Marks =50

University Examination Pattern

Q1 Eight short type questions of five marks two from each module

Q II Two questions A & B of 15 marks from module I with choice to

answer any one

Q III Two questions A & B of 15 marks from module II with choice to

answer any one

Q IV Two questions A & B of 15 marks from module III with choice to

answer any one

Q V Two questions A & B of 15 marks from module IV with choice to

answer any one

EC2K 104A : ENGINEERING CHEMISTRY(A)

(common for AI, CS, EE, EC, IT & IC)

2 hours lecture per week for CS & IT

Module I : (13 hours)

Structure of Solids – Geometry of crystalline solids – Space lattices – crystal structure – Bagg’s law of X-ray diffraction – Covalent solids - lonic solids - Metals and alloys – Noncrystalline states – crystal imperfections – point defects – Dislocations – Conductors and resistors – free electron theory – super Conductors – semiconductors – intrinsic and extrinsic semiconductor material and their fabrication - liquid crystals – dielectric materials – Polarization – Feroeletric materials

Module II: (9 hours)

Electrochemistry – Electrode potentials –types of electrodes – Salt bridge – emf measurement –Concentration cells – Acids and bases – Buffer solution s – pH measurement – glass electrode – Polarization – over voltage - Secondary cells and fuel cells.

Module III: (9 hours)

Corrosion – Protective coatings and pollution – Dry corrosion – Oxidation process –wet corrosion – electrochemical theory – Different forms of corrosion – prevention and control – protective coating – pretreatment of surface – metallic and nonmetallic coatings – Electro deposition – cementation – metal spraying – Air pollution - Types – causes – power generation pollution – Thermal pollution – petrochemical smog – Methods of control.

Module IV: (11 hours)

High polymers and lubricants – Polymerisation and functionality – Chain, condensation and copolymerisation – Mechanism – Coordination Polymerisation – Polymerisation process – Structure, properties and molecular weight of polymers –thermosetting and thermoplastics materials – Application in electrical and electronic industries – elastomers – vulcanization - Synthetic rubbers.

Lubricants – Theory of friction – Mechanisms of lubrication – Classification and properties of lubricants – Additives – Synthetic lubricants – solid lubricants.

Reference Books

1. Kuriakose j.C &Rajaram J, Chemistry in Engineering and Technology Vols 1& 2, Tata McGraw Hill

2. Raghavan V, Material Science and Engineering – A First Course, Prentice Hall

3. Sawyer C.N & McGarpy P.L, Chemistry for Environmental Engineering, McGraw Hill

EN2K 105 : HUMANITIES

(Common for all programmes)

Module I (10 hours)

Introduction to English Usage and Grammar Review of grammar - Affixes, Prefixes, suffixes, participles and gerunds – Transformation of sentences - Commonly misspelt words – correction of mistakes – punctuation – idioms –style – Vocabulary building

Reading Comprehension

Exposure to a variety of reading materials, articles, essays, graphic representation, journalistic articles, etc.

Writing Comprehension

Skills to express ideas in sentences, paragraphs and essays

Module II (10 hours)

Technical Communication and report Writing

Growing need and importance of technical communication – aspects of technical description of machinery, equipment and processes – Giving instructions in an industrial situation - Note taking and note making – Correspondence on technical topics – Different types technical reports

Module III(21 hours)

Humanities in a technological age

Importance of humanities to technology, education and society – Relation of career interests of engineers to humanities – relevance of a scientific temper- science, society and culture introduction to wisdom of modern Thinkers on society and culture

Technology

Historical concepts and current usage (This module should be a window to the world of western and eastern mind with an emphasis on exposition of topical ideas through coherent language)

Module IV (14 hours)

History of Science and Technology

Science and Technology in the primitive society – Development of science and technology in early civilized societies – Science and classical Greece – The rise and development. Of early Indian science – contributions of the Arabs to science and technology – European science and revolutionary (industrial, American and French revolutions) era – Recent advances in Indian science.

Reference Books

1. Huddleston R, English Grammar – An outline, Cambridge University

Press

2. Pennyor, Grammar Practice Activities, Cambridge University Press

3. Morphy, Intermediate English Grammar, Cambridge University Press

4. Hashemi, Intermediate English Grammar, supplementary exercises

with answers, Cambridge University press

5. Vrsilind, Engineering Ethics and the environment, Cambridge

University Press

6. Larson E, History of Inventions, Thompson Press India Ltd

7. Bernal J.D, Science in history, Penguin Books Ltd.

8. Dampier W.C, History of Science, Cambridge University Press

9. Encyclopedia Britannica, History of Science, History of Technology

1. Subrayappa, History of Science in India, National academy of Science, India

2. Brownoska J, Science and Human Values, Harper and raw

3. Schrodinger, Nature and Greeks and Science and Humanities, Cambridge University Press

4. Bossol H, Earth at a Crossroads – Paths to a sustainable future, Cambridge University Press

5. McCarthy, English Vocabulary in use, Cambridge University Press

EN2K 106A : ENGINEERING GRAPHICS(A)

(Common for AI, CS, EE, EC, IT, IC)

1 hour lecture and 3 hours drawing

Module 0(12 hours – 1 drawing exercises)

Introduction to engineering graphics – Drawing instruments and their uses – Different types lines – Lettering and dimensioning – Familiarization with current Indian standard Code of practice for general engineering drawing- construction of ellipse, parabola and hyperbola. Construction of cycloid, involute and helix(only practice , no university examination)

Module I (18 hours – 3 drawing exercises)

a) Introduction to Orthographic projections – Vertical, horizontal and profile planes – Principles of first angle and third angle projections – Projections of points in different quadrants – Orthographic projections of straight lines parallel to one plane and inclined to the other plane - straight lines inclined to both planes – True length and inclination of lines with reference planes – Traces of lines.

b) Projections of polyhedra and solids of revolution – frustums – Projections of solids axis parallel to one plane and parallel to or perpendicular to the other plane - projections of solids with the axis inclined to both the planes (solids to be drawn :- cube, prism, pyramid, tetrahedron, cone and cylinder)

Module II (18 hours – 3 drawing exercises)

a) Sections of solids – sections by planes parallel to the horizontal or vertical planes and by planes inclined to the horizontal or vertical planes – true shapes of section by projecting on auxiliary plane (solids to be drawn:- cube, prism, pyramid, tetrahedron, cone and cylinder)

b) Development of surfaces of solids – Methods of parallel line, radial line, triangulation and approximate developments – Development of polyhedra, cylinder, cone and sectional solids - Development of solids having hole or cut.

Module III (18 hours – 3 drawing exercises)

a) Introduction to isometric projection - isometric projection - isometric scale – isometric views – isometric projections of prisms, pyramids, cylinders, cones, spheres, sectioned solids and their combinations- Principles of oblique projection- Cavalier, cabinet and general oblique projections of solids and simple objects.

b) Introduction to multiview projection of objects – Principle of six orthographic views – Conversion of pictorial of simple engineering objects into orthographic views.

Module IV(22 Hours – 6 drawing exercises)

a) Introduction to machine drawing, types of sectional views – full sectional and half sectional views of simple machine components.

b) Conventional representation of threaded fasteners- drawing of nuts, bolts, washers and screws.-locking arrangements of nuts- bolted and screwed joints- foundation bolts of eye end type,

Hook end type and split end type.

Note: All drawing exercises mentioned above are for class work . Additional exercises wherever

Necessary may be given as home assignments.

EN2K 107A: ENGINEERING MECHANICS(A)

[Common for AI, CH, CE, CS, EE, IT, IC & AR]

2 hours lecture and 1 hour tutorial per week

Objectives

1. To build a Strong foundation in Engineering Mechanics to serve as a basis for strength of materials, Mechanics of Solids and Structural Analysis

2. To aequarst the student with general methods of analyzing engineering problem
3. To illustrate the application of the methods to solve practical engineering problem

Module I (17 hours)

Principles of statics – Free body diagram – Comparison and resolution of forces- Resultant and equilibrant- Concurrent forces- Triangle of forces – Lami’s theorem- Methods of projections- Methods of moments- Theorem of Varignon – Parallel forces – couples – center of parallel forces and center of gravity- Conditions of equilibrium for general system of coplanar forces- Polygon of forces- Resultant of system of coplanar forces- Friction- Laws of friction – Angle of friction- Equilibrium of body on a rough inclined plane.

Module II ( 17 hours)

Plane trusses- Different types of supports- Reactions at supports- Methods of joints- Method of sections- Graphical method- Funicular polygon- Maxwell diagrams- Distributed forces in a plane – Flexible suspension cables- Introduction to vector approach – Concurrent and parallel forces in space- Couples in space- equilibrium of general system of forces in space- Solution of problems by scalar and vector approach.

Module III (16 hours)

Principles of virtual work- Application to practical problems- State and unstate equilibrium- machines- Centroids and moments of inertia of plane figures of various shapes- rectangle- semicircle and builtup sections- Parallel and perpendicular axes theorems- Product of inertia- Principal axes and principal moment of inertia- Moment of inertia of a rigid body- Moment of inertia of a lamina- Moment of inertia of three dimensional bodies.

Module IV(16 hours)

Principles of dynamics- Differential equation of rectilinear motion- Motion of particle acted upon by a constant force- Force as a function of time- force proportional to displacement- Free vibrations- D’ Alembert’s principle- Momentum and impulse- Work and energy – Ideal systems- Conservation of energy – Impact- Plastic, semi elastic and elastic- Curvilinear motion- Differential equation- D’ Alembert,s principle- Work and energy – Moment of momentum- Projectiles – Rotation- Equation of motion- D,Alembert,s principle- Rotation under the action of constant moment- Torsional vibration- Compound pendulum

Text Book

1) Timeshonko & Young, Engineering Mechanics, McGraw Hill

2) Shames I.H, Engineering Mechanics – Statics and Dynamics, Prentice

Hall of India

Reference Books

1. Beer F.P & Johnson E.R Mechanics for Engineers Statics and

Dynamics, McGraw Hill

2. Merram J.L & Krange L.G, Engineering Mechanics Statics and

Dynamics , John Wiley

3. Langhaur H.L & Boresh A.P ,Engineering mechanics , McGraw Hill

4. Rajesekaran 7 Sankasubramanian , Engineering Mechanics , Vikas

Publishing Company

Sessional work assessment

Assignments 2X10=20

2 Tests 1X15=30

Total Marks =50

University Examination pattern

Q1 - 8 Short type questions of 5 marks, 2 from each module

QII - 2 questions A and B of 15 marks from module I with choice to

answer any one

QIII - 2 questions A and B of 15 marks from module II with choice to

answer any one

QIV - 2 questions A and B of 15 marks from module III with choice to

answer any one

QV -2 questions A and B of 15 marks from module IV with choice to

answer any one

EN2K 108: COMPUTER PROGRAMMING IN C

[Common for all programmes]

2 hours lecture and 1hour tutorial per week

Module I (11 hours)

Programming and problem solving – Computer organization- High level and low level languages-steps involved in computer programming – Developing algorithms and flow charts- Efficiency of algorithms- Running – Debugging and testing of programs – Program design methods – Top down modular programming – Measures of program performance.

Module II (20 hours)

Basic of C - Overview of C – Lexical elements – Operators and the c system – Fundamental data types- Flow of control – Functions.

Module III (20 hours)

More on C – Arrays – Pointers and strings – Bit - wise operators and enumeration types - Structures and unions – Linear linked lists and list operations – Basic IO functions.

Module IV (15 hours)

Introduction to object oriented programming- Principles of OOP-Object oriented programming paradigm- Basic Concepts of OOP- Benefits of OOP – objected oriented languages – Applications of OOP.

Moving from C to C++ - input/output functions- Classes and abstract data types – Overloading – Constructors and destructors - Inheritance – Polymorphism – Templates

Text Book

Kelley .A & Polit I, “Abook on C “, Addison Wesley

References

1. Schneirlor . C.M Weignagart , S>W & Porlman , D .M ., “An introduction to Programming problem Solving with Pascal “ , John Wiley
2. Balagurusamy P , “Object oriented Programming with C++”, Tata

McGraw Hill

3. Venugopal. K.R & Prasad S.R ,”Programming with C”, Tata McGraw Hill

Sessional work assessment

Assignments 2X10=20

2 Tests 1X15=30

Total Marks =50

University Examination pattern

Q1 - 8 Short type questions of 5 marks, 2 from each module

QII - 2 questions A and B of 15 marks from module I with choice to

answer any one

QIII -2 questions A and B of 15 marks from module II with choice to

answer any one

QIV -2 questions A and B of 15 marks from module III with choice to

answer any one

QV -2 questions A and B of 15 marks from module IV with choice to

answer any one

CS 2K 109:BASIC ELECTRICAL ENGINEERING

(Common with IT 109)

2 hours Theory and 1 hour Practical per week

Module I(11 hours)

Review of international system of Units for force, energy, Charge, Current, Voltage, Flux-density-Circuit elements L, C, R-Current and Voltage lose-Network theorem- Thevinin’s and Norton theorems-Super position theorem-Application of network lose and theorems.

Module II(20 hours)

First and second order systems –impendence concepts-poles and zeros-Natural and forced responses-AC Circuit Analysis-Complete response-Steady State AC circuits.

Module III(15 hours)

Review of Magnetic fields and circuits-Electromagnetism-Transformer operation-Circuit modem-Regulation and Efficiency-Principle of Electro mechanics-Measuring Instruments- Moving Coil and moving iron instruments –Watt meters and Energy meters.

Module IV(20 hours)

Direct Current Machine-DC generator and DC Motor-Alternating Current Machines-Alternators-Synchronous motors and induction Motor(Basic principle of operation only)

Text Books

Simdi R.J & Drof R.C “Circuits, Devices and System”,John Wiley

References

1.Huges E ”Electrical Technology” ELBS

2.Coton H “Fundamentals of Electrical Engineering” ELBS

3.Tara V.D “Principles of Electrical Engineering” Prentice Hall

Sessional work assessment

Assignments 2X10=20

2 Tests 2X15=30

Total Marks =50

University Examination pattern

Q1 -8 Short type questions of 5 marks, 2 from each module

QII -2 questions A and B of 15 marks from module I with choice to

answer any one

QIII -2 questions A and B of 15 marks from module II with choice to

answer any one

QIV -2 questions A and B of 15 marks from module III with choice to

answer any one

QV -2 questions A and B of 15 marks from module IV with choice to

answer any one

CS2K 110(P) : CIVIL AND MECHANICAL WORKSHOP

[Common with IT2K I10 (P)]

3 hours practical per week

Part A Civil Engineering Workshop(30 hours)

1. Chain Surveying –Study of Instruments and chain survey traverse
2. Compass Surveying- Study of Instruments and Compass survey traverse
3. Plane Table Surveying- Study of Instruments and plane tabling by intersection and Radiation methods
4. Plane Table Surveying- Plane Table Traverse
5. Leveling-Study of Instruments, Temporary adjustments of Dumpy Level,Fly Leveling
6. Leveling-Longitudinal Sectioning

7. Theodolite Surveying - Study of Instruments, Temporary adjustments, Measurement of Horizontal Angle by Repetition
8. Theodolite Surveying - Measurement of Horizontal Angle by Reiteration method and measurement of vertical angles
9. Study of Automatic level
10. Study of Electronic distance measuring equipments (or Total Station)

Sessional work assessment

Surveying, Practical and record =15

Tests =10

Total =25

Part B Mechanical Engineering Workshop (30 hours)

Machine shop practice (6 hours)

Study of different machine tools - Lathe - Shaper- milling machine-Drilling machine- Exercises on lathe - models involving straight turning taper turning. Facing, knurling and thread machining

Fitting Practice (6 hours)

Study of hand tools and Measuring tools used in fitting work- Fabrication exercises involving cutting, chiseling, filing and drilling Use of Thread dies and taps.

Welding Practice (6 hours)

Study of electric arc welding and gas welding equipment, accessories and tools- Safety practices- Exercises involving preparation of different types of welded joints- Lap and butt joints- Gas cutting equipment and demonstration.

Sheet Metal practice (6 hours)

Study of shearing, bending and folding machines, press brake etc. used in sheet metal work- Hand tools in sheet metal work- Development and fabrication of simple sheet metal components like cylindrical dish, funnel, rectangular duct, tray, panel board etc.- Soldering and brazing of joints- Die cutting operations.

Carpentry Practice (6 hours)

Wood and its processing Shop equipment measuring and making tools-wood working hand tools- wood working machinery- preparation of joints lap, butt, dovetel, mortise and tenon and dridle joints-wood turning

Sessional work assessment

Workshop Practical and record =15

Tests =10

Total =25

CS 2K 111 (P) : ELECRICAL &ELECTRONICS WORKSHOP

[Common with EC2K III(P), IT2K III(P) & IC2K III(P)]

3 hours practical per week

Part A – Electrical Workshop (2/3 hours per alternate weeks)

1. Familiarization of various type of Service mains- Wiring installation – Accessories and House hold electrical appliance.

2. Methods of earthing – Measurements of earth resistance – Testing of electrical installations – Precautions against and cure from electrical shock.

3. Practice of making Britannia joins on copper / aluminum bate conductors.

4. Practice of making Married joins on copper / aluminum bate conductors.

5. Practice of making T joins on copper / aluminum conductors.

6. Wiring practice of a circuit to control 2 lamps by 2 SPST switches.

7. Wiring practice of a circuit to control 1 lamps by 2 SPDT switches.

8. Wiring practice of a circuit to control 1 fluorescent lamp and 1 three pin plug socket.

9. Wiring practice of main switch board consisting of ICDP switch, DB, MCB’s and ELCB’s.

10. familiarization of various parts and assembling of electrical motors and Wiring practice of connecting a 3- phase / 1-phase motor with starter.

Sessional work assessment

Workshop practical and record 15

Tests 10

Total marks 25

Part B – Electronics Workshop(2/3 hours per alternate week)

1. Familiarization of various electronics components such as resistors, capacitors, transistors diodes, IC’s and transformers.

2. Assembling and soldering practice of single phase full wave bridge rectifiers circuits with capacitor filter.

3. Assembling and soldering practice of common emitter amplifier circuits.

4. Assembling and soldering practice of common emitter circuit on PCB.

5. Assembling and soldering practice of non inverter amplifier circuit using OPAMP on PCB.

6. Assembling of a timer circuit IC555, phase shift oscillator circuit using OPAMP and JK flip-flop using NAND gates on the bread-board.

7. Coil winding – Single layer and multi layer – Demonstration.

8. PCB fabrication – Demodulation.

Sessional work assessment

Workshop practical and record 15

Tests 10

Total marks 25