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Vishwakarma Institute

Department of Mechanical Engineering

Structure &

Vishwakarma Institute of Technology

(An Autonomous Institute affiliated to University of Pune)

Structure and Syllabus of

M.E.

Vishwakarma Institute

Department of Mechanical Engineering

Structure &

Contents

Sr.No. Subject Code Title Page

Semester I

1 Course Structure 5

1.1 ME50101 Mathematical Methods in Mech.Engg. 6

1.2 ME50102 Advanced Stress Analysis 8

1.3 ME50103 Vibration and Noise Control 11

Elective- I

1.4 ME52101 Reliability Engineering 13

1.5 ME52102 Advanced Manufacturing Methods 15

1.6 ME50107 Thermofluids-I 17

1.7 Elective- II

1.8 ME52103 Analysis and Synthesis of Mechanisms 19

1.9 ME52104 Process Equipment Design 21

1.10 ME52105 Industrial Tribology 24

1.11 ME50301 Design Engg.Lab-I 26

1.12 HS56301 Communication and Soft Skill 28

1.13 ME50401 CVV-I 29

ME57702 Semester Project-I 30

Semester II

2 Course Structure 32

2.1 ME50104 Project Economics and Management 33

2.2 ME50105 Advanced Machine Design 35

2.3 ME50106 Computer Aided Engineering 37

2.4 Elective - III

2.5 ME50109 Advanced Measurement and Data Analysis 40

2.6 ME52106 Mechanics of Composite Materials 42

2.7 ME52107 Optimization Technique 44

2.8 Elective - IV

2.9 ME52108 Vehicle Dynamics 46

2.10 ME52109 Robotics 48

2.11 ME50111 Design of Heat Exchangers 51

Vishwakarma Institute

Department of Mechanical Engineering

Structure &

2.12 ME50302 Design Engg. Lab-II 53

2.13 ME57701 Technical Seminar-I 55

2.14 ME50402 CVV-II 56

2.15 ME57703 Semester Project-II

57

Semester III

3 Course Structure 59

3.1 HS66101 Institute level Open Elective 60

3.2 Dept. level Open Elective

ME66101 Advanced Material Science 61

ME66102 Chassis and Body Engineering 63

ME66103 Design of Experiments 65

3.3 ME67702 Dissertation Stage I 67

3.4 ME67701 Technical Seminar II

68

Semester IV

Course Structure 70

4.1 ME67703 Dissertation Stage II 71

Vishwakarma Institute

Depar 4

Structure &

Semester - I

Vishwakarma Institute

Depar 5

Structure &

STRUCTURE

Subject

Code

Subject Name Type Teaching scheme

(Hrs./week)

Assessment scheme Credits

ISA# ESA

Lect. Practical CT* MSE HA CA ESE

Semester I

ME50101 Mathematical Methods in Mech.

Engg.

Theory 3 - 10 30 10 - 50 3

ME50102 Advanced Stress Analysis Theory 3 - 10 30 10 - 50 3 ME50103 Vibration and Noise Control Theory 3 - 10 30 10 - 50 3

Elective I Theory 3 - 10 30 10 - 50 3

ME52101 Reliability Engineering

ME52102 Advanced Manufacturing Methods

ME50107 Thermofluids-I

Elective II Theory 3 - 10 30 10 - 50 3

ME52103 Analysis and Synthesis of

Mechanisms

ME52104 Process Equipment Design

ME52105 Industrial Tribology

ME50301 Design Engg. Lab-I Lab - 4 - - - 100 - 4

HS56301 Communication & Soft Skill Lab - 2 - - - - 100 2

ME50401 CVV-I Oral

- - - - - - 100 2 ME57702 Semester Project-I Project - 6 - - - - 100 2

Total 15 12 25

Vishwakarma Institute

Depar 6

Structure &

Title : Syllabus Format

ME50101: Mathematical Methods in Mechanical Engineering

Course Objectives:

i. The students will have a thorough knowledge of the mathematical methods to be i. Students develop an in Students develop the ability to formulate and to obtain the numerical solution S iv. S

Unit I

Linear Algebra (10Hrs.)

Classical theory, Direct methods LU, SVD, Iterative Methods- Gauss Siedel, tridiagonal systems, eigenvalues, maximum and minimum eigenvalues, applications

Unit II

Interpolation (2 Hrs.)

Splines Quadratic and Cubic Splines, applications

Unit III

Nonlinear system (3 Hrs.)

Newton Method for nonlinear systems, applications to engineering systems

Vishwakarma Institute

Depar 7

Structure &

Unit IV

Ordinary Differential equations (8Hrs.)

Linear systems, classical methods, adaptive numerical methods, implicit methods for stiff systems.

Unit V

Variational Methods (5Hrs.)

Energy Methods: Rayleigh-Ritz and Galerkin methods, Introduction to FEM application to one dimensional boundary value problems

Unit VI

Partial Differential Equations (12Hrs.)

Elliptic equations- classical and iterative methods, Parabolic Equations classical and numerical methods; Hyperbolic Equations analytical and numerical methods

Total Contact Hours: 40

1. Numerical Methods for scientific and engineering computation: MK Jain, SRK

Mathematics of Physics and Engineering: IS Sokolnikoff and RM Redheffer

Vishwakarma Institute

Depar 8

Structure &

Title

ME50102

Credits: 03

Objectives

To introduce to students the Concept of three dimensional stress and strain at a To introduce to students the method of calculation of stresses in components of

To introduce to students the

To introduce to students the method of calculation of stresses and strains

To int

Outcomes :

1. Students will be able to apply the mechanics of materials methods to engineering

Students

Students will be able to comprehend current research findings as reported in

Unit 1 Theory of elasticity

Plane stress & Plane strain, Two dimensional problems in Rectangular &

Unit 2 Theory of torsion

Torsion of general prismatic bars of solid section, Membrane Analogy,

Vishwakarma Institute

Depar 9

Structure &

Unit 3 Bending of Prismatic b

Concept of shear centre in symmetrical and unsymmetrical bending, stress and Bending of plate to cylindrical surface, Bending of a long uniformly loaded Unit 5 Pressurized Cylinders & Rotating Disks (8 Governing equations, stresses in thick walled c

Unit 6

Geometry of contact surfaces, methods of computing contact stresses and

Total Contact Hours: 40

1. Advanced strength and Applied stress analysis

Advanced Mechanics of solids

Vishwakarma Institute

Depar 10

Structure &

1. Advanced Mechanics of Materials

Theory of elasticity

Advance Strength of Materials

Advanced Mechanics of Materials

Mechanics of Materials

Vishwakarma Institute

Depar 11

Structure &

Title : Syllabus Format

ME50103

Course Objectives:

To develop in our students the ability to engage themselves to solve ii. To be creative problem solvers whilst dealing with machinery iii. To integrate empirical analysis and add to the world of field expertise iv. To adapt to recent advances in knowledge

Transient Vib

Response of a single degree of freedom system to step and any arbitrary

Unit 2 :

Free, damped and forced

Unit 3 :

Vibrations of strings, bars, shafts and beams,

equation. Mode summation method.

Unit 4 :

Methods of vibration control, undamped / damped vibration

Vishwakarma Institute

Depar 12

Structure &

Unit 5 : Self

Only introduction, examples of self

Unit 6 : Introduction to Shock and Noise

Nonlinear vibrations, random vibrations. Theory of sound and noise Fundamentals of

Total Contact Hours:

1.

Reference Books:

Mechanical Vibrations: A.H.Church, John Wiley and Sons, Inc.

Schaum Series Problems in Vibrations

Vishwakarma Institute

Depar 13

Structure &

Title :

Reliability Engineering

Course Objectives:

i. To summarize reliability engineering and its management throughout the To To compute reliability engineering parameters and estimates for applications i. Reliability definitions, failure, Failure density,

Unit 2: Probability theory:

Set theory, laws of probability, total probability theorem, probability distributions

Unit 3: System reliability and modelling:

Series, parallel, mixed configuration, k

Unit 4: Maintainabilit

Objectives of maintenance, types of maintenance, Maintainability, factors affecting

Vishwakarma Institute

Depar 14

Structure &

Unit 5: System reliability Analysis:

Reliability allocation or apportionment, Reliability apportionment techniques Unit 6: Failure Mode, Effects and Criticality Analysis Failure mode effects analysis, severity/criticality analysis , FMECA example

Reference Books

A.K. Govil, Reliability Engineering, Tata McGraw

B.S. Dhillion, C. Singh, Engineering Reliability, John Wiley & Sons, 1980.

M.L. Shooman, Probabilistic, Reliability, McGraw

P.D.T. Conor, Practical Reliability Engg., John Wiley & Sons, 1985. K.C. Kapur, L.R. Lamberson, Reliability in Engineering Design, John Wiley & Sons,

A.Birolini ,

Text Books:

1. L.S. Srinath, Concepts of Reliability Engg., Affiliated East

Vishwakarma Institute

Depar 15

Structure &

Title : Syllabus Format

ME52102

Course Objectives: To know advancements in various conventional and

1. The students will be able to direct the design and implementation of specific

Unit 1 : Metal Forming

work of deformation, deformation theory, Levy Von

Unit 2 : Laser Based Machining

Unit 3 : Micro Machining

Machining for Micro devices, Various methods of micromachining like Micro EDM,

Unit 4 :

Advanced welding processes, Advanced su

Unit 5 :

Fundamentals of measurement, uncertainty of measurement, calibration; Sensors; Non

Vishwakarma Institute

Depar 16

Structure &

Intelligent systems: components, benefits and applications. Devices, instruments used for

Unit 6 :

Introduction, Components.Part programming languages, recent developments.

Total Contact Hours: 40 Hrs.

1.

Reference Books :

1

Vishwakarma Institute

Depar 17

Structure &

Title : Syllabus Format

ME50

Credits: 03

The students will have a thorough knowledge and understanding of fluid flow and

Outcomes:

The students will be able to understand various types of flows and hat transfer. They will be able to model various flow and thermal systems.

Unit 1(7 Hrs)

Governing Equations: of mass, momentum and energy in differential, integral forms;

Unit 2 (7 Hrs)

Cond

Unit 3 (

External fluids: Flow over a flat plate and heat transfer, Other External flows

Unit 4 (7 Hrs)

Internal flows: boundary layer, fully developed flows, heat

Unit 5 (7 Hrs)

Natural convection: governing equations, similarity solutions Phase

Vishwakarma Institute

Depar 18

Structure &

Text

1. Viscous Fluid Flow

1

Vishwakarma Institute

Depar 19

Structure &

Title : Syllabus Format

ME52103

Credits: 03

1. To study the kinematic analysis and design of mechanisms

To apply kinematic theories to synthesize the real

Course Outcomes:

1. Students will have the confidence to analyze Simple and Complex Mechanisms

2. Students will have the ability to apply kinematic theories to real

Unit I Introduction:

Basic definitions, criterions, degree of freedom, construction of mechanisms, applied mechanisms and equivalent linkages. Mechanical advantage and transmission angle. Review the methods of kinematic analysis. Concept of mechanism synthesis and types. (06 Hrs) Unit II Kinematic Analysis of Complex Mechanisms: Complex mechanisms, degree of complexity, velocity and acceleration analysis of complex mechanisms by normal acceleration method, auxiliary point method and Goodman method. (07 Hrs)

Unit III Force Analysis of Planar Mechanisms:

Static force analysis, constraint and applied forces, static equilibrium. Dynamic force analysis of planar mechanisms, inertia forces linkages, Kineto-static analysis of mechanisms by matrix method. Analysis of elastic mechanisms, elastic linkage model, equations of motions. (06 Hrs) Unit IV Analytical synthesis of Planar Mechanisms: Type, number and dimensional synthesis, function generation, path generation and rigid body guidance, accuracy (precision) points,

Chebychev Spacing,

and acceleration equations. Synthesis of four-bar function generator and slider- crank mechanism, Complex number method of synthesis. Four and five accuracy point synthesis, errors in linkages. (07 Hrs)quotesdbs_dbs12.pdfusesText_18