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Syllabus

UNIT
1
INTRODUCTION

Introduction to FEM- Historical Back ground – Weighted Residual, Ritz and Galerkin method – Variational formulation- General procedure of FEM Experiments: 1. Study of different commercial FEA tools used for design and analysis

UNIT
2
I FORMULATION OF ELEMENT CHARACTERISTIC MATRICES AND VECTORS FOR ELASTICITY PROBLEMS

One dimensional elasticity – Two-dimensional elasticity- Axisymmetric elasticity- Formulation of element characteristic matrices and vectors for elasticity problems. Experiments: 1. Stress analysis of Crankshaft 2. Stress analysis of leaf spring 3. Stress analysis of composite bumper 4. Design and analysis of chassis frames

UNIT
3
I FORMULATION OF ELEMENT CHARACTERISTIC MATRICES AND VECTORS FOR THERMAL PROBLEMS

One dimensional, Two dimensional heat transfer – Axisymmetric heat transfer – Torsion problems - Formulation of element characteristic matrices and vectors for Field Problems Thermal problems Experiments: 1. Thermal analysis of cylinder liners 2. Thermal analysis of piston crown

UNIT
4
HIGHER ORDER AND ISOPARAMETRIC FORMULATIONS

Natural coordinate system and Numerical Integration – Higher-order, one-dimensional, twodimensional elements – Structural beam, plate and shell elements – Isoparametric elements – Isoparametric formulation.

UNIT
5
COMPUTER IMPLEMENTATION

An overview of FE analysis program – pre-processing – solution – post processing. Experiments: 1. Design and analysis of torsion bar 2. Cam Profile analysis

Reference Book:

1. S. S. Bhavikatti, “Finite Element Analysis”, New Age International Publishers, 2005 2. P.Seshu, “Finite Element Analysis”, PHI Learning Private Ltd., 2012 3. Chandrupatla, “Introduction to Finite Elements in Engineering”,4th Edition, Pearson India Ltd. 2015. 4. Y. M. Desai, “Finite Element Method with Applications in Engineering”, Pearson Education India 2011 5. Logan D.L., “A First course in the Finite Element Method”, CL Engineering; 5th edition, 2010

Text Book:

1. J.N. Reddy, “An Introduction to Finite Element Method”, McGraw Hill,3rd Edition.2017. 2. S.S.Rao, “The finite element method in Engg.”, Pergamon Press, 2005

 

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