Contact Information

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    Rawatbhata Road, Kota, Rajasthan 324010, India
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    (0744) 2473861, 2473003
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  • Approved By: UGC AICTE

M.Tech. (Machine Design)


Duration:

2 Years

Eligibility:

Graduation

Course Structure

Course Code

Course Structure

Semester - I

1MEMD1

Advanced Solid Mechanics

1MEMD2

Advanced Vibrations

1MEMD3

Numerical Methods

1MEMD4

Computer Aided Graphics and Design

1MEMD5

CAD Lab

Semester - II

2MEMD6

Finite Element Analysis

2MEMD7

Rotor Dynamics

2MEMD8

Experimental Modal Analysis

2MEMD9

Advanced Mechanisms and Manipulators

2MEMD10

FEA lab

Semester - III

3MEMD11

Elective 1

3MEMD12

Elective 2

3MEMD13

Seminar

3MEMD14

Dissertation –I

Semester - IV

4MEMD15

Dissertation -II

List of Electives (For 3MEMD11 & 3MEMD12) :Choose any two out of six given below.

  • Tribology
  • Fracture Mechanics
  • Composite Materials
  • Pipe and Pressure Vessel Design
  • Selection of Engineering Materials
  • Micro-Electrical and Mechanical Systems (MEMS)

 

Course Syllabus

1MEMD1: Advanced Solid Mechanics

Continuum concepts- Stress field (stress tensor, Cauchy’s principle, equilibrium equation), Deformation (strain tensor, compatibility), Constitutive equations. Uniqueness and superposition- Boundary value problems in plane stress and plain strain. Torsion of non circular cross section (St. Venant’s theory), Timoshenko beam theory and Kirchoff’s plate theory. Failure theories, introduction to concepts of fracture mechanics. Numerical and Experimental methods, Introduction to Photo-elasticity and strain gauge techniques. Principle of virtual work, Energy theorems.

 

1MEMD2: Advanced Vibrations

 

  • Vibration of continuous systems: Hamilton’s principle, Lagrange’s equations. Longitudinal vibration of bars, lateral vibration beams, vibration of membranes and plates. Wave motion in continuous systems.
  • Nonlinear vibrations: Phase space, singular points, limit cycle; Analytical methods, perturbationtechniques, equivalent linearization; Duffing’s equation, jump phenomenon, Van der Pol’s equation. Stability criterion; Floquet’s theory, Hill’s and Mathieu’s equations, Bifurcation and chaos.

 

1MEMD3: Numerical Methods

Approximations: Accuracy and precision, definitions of round off and truncation errors, error propagation Algebraic equations : Formulation and solution of linear algebraic equations, Gauss elimination, LU decomposition, iteration methods ( Gauss - Siedel ), convergence of iteration methods, eigen values and eigen vectors. Interpolation methods: Newton's divided difference, interpolation polynomials, Lagrange interpolation polynomials. Differentiation and Integration: High accuracy differentiation formulae, extrapolation, derivatives of unequally spaced data, Gauss quadrature and integration. Introduction to optimization methods: Local and global minima, Line searches, Steepest descent method, Conjugate gradient method, Quasi Newton method, Penalty function.

 

1MEMD4: Computer Aided Graphics and Design

Brief introduction to solid modeling: Fundamentals of Solid Modeling, Half -spaces, Boundary Representation (B-rep), Constructive Solid Geometry (CSG), Sweep Representation, Analytical Solid Modeling. Solid Manipulations Methodology of interactive, graphical, engineering design; Discretization, optimization, simulation in CAED. Design of curves and surfaces. Design of volumes. Intersection of surface and interference of volumes.

 

1MEMD5: CAD Lab

Computer aided drafting. Solid modeling: part creation, surface generation and assembly of parts.Exercise problems using software.