BATCH 2005 ,2006 & 2007
IST YEAR B.E. PROGREMMES COMMON
(Aeronautical, Civil, Mechanical, Metallurgical, Production)
BE 1st Year Second Semester (Mechanical Science stream) |
S. No. |
Course Code |
Course Name |
L |
T |
P |
Total |
Credits |
1 |
MA 102 or
MA 102H |
Mathematics II |
3 |
1 |
0 |
4 |
4 |
2 |
PY 101 |
Physics 1 |
3 |
1 |
0 |
4 |
4 |
3 |
TA 105 |
Introduction to Manufacturing |
2 |
0 |
4 |
6 |
4 |
4 |
TA 101 |
Introduction to Computing |
3 |
1 |
3 |
7 |
5 |
5 |
TA 103 |
Introduction to Engineering design |
3 |
0 |
2 |
5 |
4 |
6 |
PE 101 |
Physical Education I |
0 |
0 |
2 |
2 |
0 |
|
Total |
14 |
3 |
11 |
28 |
21 |
Four weeks of Workshop Project in Summer break
Course Name : MATHEMATICS II
Course Code : MA 102
Credits : 4
Design Points : 1
L T P : 3 1 0
Lecture wise breakup No. of Lectures
ALGEBRA (20)
Vector spaces, Linear dependence, Basis, Dimension, Co- ordinates with respect to a basis, Change of basis, Subspace., Linear transformation Rn ®Rm , Range space and Rank, Null space and Nullity, Rank and Nullity relation, Matrix representation of a linear transformation, Similar matrices, Invertible linear transformation., Inner product, Norm, Gram-Schmidt orthogonalization process., Eigenvalues and eigenvectors, Cayley Hamilton theorem., Properties of eigenvalues and eigenvectors of Symmetric, Skew-symmetric, Orthogonal, Hermitian, Skew – Hermitian, Unitary and Normal matrices, Bounds on eigenvalues, Diagonalization of a matrix.
DIFFERENTIAL EQUATIONS (14)
First order exact differential equations, Integrating factor, Orthogonal trajectories, Existence and uniqueness of solutions, Applications to Science and Engineering., Higher order linear differential equations with constant coefficients, Methods of variation of parameters and undetermined coefficients., Equations reducible to linear equations with constant coefficients, Existence and uniqueness of solution of initial value problem, Wronskian. Simultaneous linear equations with constant coefficients. Applications including modeling of physical systems.Second order differential equations with variable coefficients, Total differential equations, Simultaneous total differential equations with applications.
LAPLACE TRANSFORM (11)
Laplace transform, Inverse transforms properties, Transforms of derivatives and integrals, Unit step function, Dirac’s delta function, Differentiation and integration of transforms, Applications to differential equations.
BOOK:
1. Advanced Engineering Mathematics, Kreyszig, John Wiley and Sons, 8th edition, 2001.
REFERENCES:
1.
Linear Algebra, Hoffman and Kunze, Prentice Hall, 2ndedition, 2001.
2. Introduction Linear Algebra with Applications, Kolman, Pearson Education, 2001
3. An introduction to ordinary Differential Equations, Coddington, Prentice Hall, 2001
MA 102H, MATHEMATICS II
In addition to the contents of MA 102 the additional topics:
Series solution of differential equations – Power series method, Legendre’s equation, Legendre’s polynomials and their properties, Frobenius method, Bessel’s equation, Bessel’s functions and their properties
Course Name : PHYSICS I
Course Code : PY 101
Credits : 4
L T P : 3 1 0
Lecture wise breakup No. of Lectures
INTERFERENCE (4)
Division of wave front and amplitude; Fresnel’s biprism, Newton’s rings, Michelson interferometer and its applications for determination of λ and dλ .
DIFFRACTION (5)
Fresnel and Fraunhofer diffraction,
half period zones, zone plate, diffraction at a straight edge, plane transmission grating, dispersive power & resolving power of a grating.
POLARIZATION (4)
Quarter wave and half wave plates, production and analysis of plane, circular and elliptically polarized light, optical activity and specific rotation, Biquartz and Laurent’s half shade polarimeters.
LASERS (5)
Introduction to Lasers, pumping, population inversion, Einstein coefficients, three and four level lasers, Properties of Laser beams, Ruby, He-Ne, CO2, Nd:YAG and semiconductor lasers, Applications OPTICAL FIBRES (4)Basic principles, fibre construction, light propagation in fibres, signal distortion, transmission losses, light wave communication and other applications. SPECIAL THEORY OF RELATIVITY (9) Inertial and non-inertial frames of reference, Galilean transformation, Michelson Morley Experiment, postulates of special theory of relativity, Lorentz transformation, Simultaneity, Length contraction, Time dilation, Doppler effect, Addition of velocities, variation of mass with velocity, mass-energy relation, momentum-energy transformation, four vectors and space-time continuum.
EM THEORY (6)
Gradient, Divergence and Curl – Physical meaning and mathematical expressions in Cartesian coordinate system, Divergence theorem & Stokes’ theorem, Continuity equation, Review of basic concepts of electrodynamics before Maxwell, Maxwell’s Modification of Ampere’s law, Maxwell’s equations, Boundary conditions, Poynting’s theorem & Poynting vector.
EM wave equation and its simple plane wave solutions in non-conducting and conducting media, skin depth, rectangular wave-guide.
(4)
BOOKS:
1. Optics: Optics, by Ajoy K Ghatak (Tata McGraw-Hill)
- EM Theory & Relativity: Introduction to Electrodynamics, by D.J. Griffiths (Pearson)
REFERENCES:
- Fundamentals of Optics, by Jenkins & White (McGraw-Hill)
- A Text Book of Engineering Physics, by Avadhanulu & Kshirsagar (S. Chand)
- Lasers & Non-linear Optics, by B.B. Laud (New Age International)
4. Concepts of Modern Physics, by Arthur Beiser (McGraw-Hill)
Course Name : INTRODUCTION TO MANUFACTURINGCourse Code : TA 105
Credits : 4
L T P : 2 0 4
Pre. Req. : ---
Lecture wise breakup No of Lectures
INTRODUCTION (5)
Properties of different engineering materials related to manufacturing, classification of manufacturing processes.
METAL CASTING PROCESSES & EQUIPMENT (4)
Fundamental of Metal Casting, Principles, Advantages, Disadvantages and Applications of Sand Shell Investment and CO2 Casting Processes. Casting defects.
FORMING & SHAPING PROCESSES AND EQUIPMENT (4)
Principles Applications and Limitations of Rolling, Forging, Extrusion & Drawing of Processes, Sheet Metal Processes.
MATERIAL REMOVAL PROCESSES AND MACHINES (4)
Cutting, Tool Materials and Cutting Fluids, Machining Processes Used For Producing Round Shapes, Flat Surfaces and Other Shapes, Abrasive Machining & Finishing Operations, Advanced Machining
JOINING PROCESS AND EQUIPMENT (4)
Fundamental of Joining, Principles, Advantages, Disadvantages and Applications of SMAW, MIG TIG and Resistance Welding Processes, Welding Defects, Brazing, Soldering, Adhesive Bonding.
SURFACE TREATMENT (5)
Principles and Applications of various types of Surface Treatments
SELECTION OF DIFFERENT MANUFACTURING PROCESSES (2)
LAB. EXERCISES
CARPENTARY AND PATTERN MAKING (6)
Exercises including the use of important carpentry tools to practice various operations and making joints
FOUNDRY SHOP (6)
Preparation of small sand moulds and castings, firing a furnace
FORGING PRACTICE (6)
Simple smithy, forging exercises
MACHINE SHOP (6)
Exercise involving machining on a machine tool(s)
WELDING SHOP (6)
Exercises involving use of gas/ electric arc welding
ELECTRICAL AND ELECTRONICS SHOP (6)
Preparation of PCBs, Soldering applied to electrical and electronic applications
FITTING SHOP (6)
An exercise on fitting involving use if different fitting tools
SHEET METAL SHOP (6)
Exercise involving use of sheet metal forming operations for small jobs
ELECTROPLATING SHOP (6)
Exercise involving electroplating operations
AUTOMOBILE SHOP (6)
Exercises involving use of automotive tools and automobile operations
BOOK:
1. Manufacturing Engg. & Technology by Kalpakjian & Schmid – Pearson Education Asia 2002 Edition
REFERENCES:
- Materials & Processes in Manufacturing by Degarmo, Black & Kohser – Prentice Hall India
- Manufacturing Technology by P.N.Rao - Tata McGraw Hill
3. Fundamentals of Metal Cutting & Machine Tools by Juneja & Sekhon – Wiley Eastern Ltd.
Course Name : INTRODUCTION TO COMPUTING
Course Code : TA 101
Credits : 5
L T P : 3 1 3
Pr-req. : ----
Lecture wise breakup No of Lectures
ALGORITHM DESIGN (07)
Concept of an algorithm, Algorithms to programs specification, Natural language, Flow-charts, Data Flow diagrams, Top-down development and stepwise refinement.
DESIGN OF A PROGRAM (04)
Iterative versus recursive style, problem solving using procedural style and object oriented style Correctness and efficiency issues in programming. Use of a high level programming language for systematic, correct, efficient and maintainable development of programs
ELEMENTS OF C PROGRAMMING (25)
Data types and operators, C programming constructs and control flow statements, Standard Library Functions Arrays, String handling and C string library, Program modularization, functions, Calls and definition of function. Recursive Techniques Pointers, Array of Pointers, Memory allocation, Structures, Unions, Enumerated data, Basic Searching and Sorting techniques, Elementary debugging tools and other IDE tools, Using preprocessor directive File handling, Stream and record I/O, Command line arguments.
CONCEPTS OF OBJECT ORIENTED PROGRAMMING, (06)
Classes and objects, constructors, destructors Polymorphism and Inheritance
BOOK:
1. Balaguruswamy B, “Programming in C”, McGraw Hill
REFERENCES:
1. Rajaraman V., “Fundamentals of Computers”, PHI.
2. Sanders, D.H., “Computers Today”, McGraw Hill.
3. Balaguruswamy B, “Object Oriented Programming with C++”, McGraw Hill
4. Byron Gottfried , ”Programming with C”, McGraw Hill
5. Kernighan & Ritchie, “ The C Language Programming”, Pearson
Course Name : INTRODUCTION TO ENGINEERING DESIGN
Course Code : TA 103
Credit : 4
L T P : 3 0 2
Pr-req. : ----
Lecture wise breakup No of Lectures
What an engineer does: Design, Manufacturing, Maintenance and Sales
(02)
Construction & manufacturing: large civil engg projects, basic nature manufacturing; case studies
(05)
The design process: nature of design process; iteration and decision making; morphology, need identification and analysis; the specification problem; divergence; convergence; detailing; testing
(10)
Analysis: approximations; modelling; similitude
(07)
Materials and their selection: properties of interest; metals, glass, ceramics, plastics, composites
(03)
Standardisation and modularity
(02)
Variability and its impact on engineering
(03)
Design for manufacture, assembly, use, maintenance, safety
(03)
Reliability and robustness
(03)
The students will be required to disassemble some mechanical systems like the Bicycle, Sewing machine, Type writer, Door closer and Tailstock & Three jaw chuck of lathe machine. They should comment on the design of these systems.
BOOK:
1. Fundamentals of Design and Manufacturing: GK Lal, et.al, Narosa, 2005
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