CC 9212 FINITE ELEMENT ANALYSIS IN MANUFACTURING ENGINEERING SYLLABUS | ANNA UNIVERSITY ME COMPUTER INTEGRATED MANUFACTURING ELECTIVES SYLLABUS REGULATION 2009 2011 2012-2013 BELOW IS THE ANNA UNIVERSITY M.E COMPUTER INTEGRATED MANUFACTURING DEPARTMENT ELECTIVES SYLLABUS, TEXTBOOKS, REFERENCE BOOKS,EXAM PORTIONS,QUESTION BANK,PREVIOUS YEAR QUESTION PAPERS,MODEL QUESTION PAPERS, CLASS NOTES, IMPORTANT 2 MARKS, 8 MARKS, 16 MARKS TOPICS. IT IS APPLICABLE FOR ALL STUDENTS ADMITTED IN THE YEAR 2011 2012-2013 (ANNA UNIVERSITY CHENNAI,TRICHY,MADURAI,TIRUNELVELI,COIMBATORE), 2009 REGULATION OF ANNA UNIVERSITY CHENNAI AND STUDENTS ADMITTED IN ANNA UNIVERSITY CHENNAI DURING 2010
CC 9212 FINITE ELEMENT ANALYSIS IN MANUFACTURING ENGINEERING L T P C
3 0 0 3
AIM:
The aim is to provide the students with knowledge of the finite element method that
will be of use in different manufacturing areas and to provide a foundation for further
study.
OBJECTIVE:
The objective is to equip students with fundamentals of finite element principles so
as to enable them to understand the behaviour of various finite elements and to be
able to select appropriate elements to solve physical and engineering problems with
emphasis on structural and thermal engineering applications.
8
UNIT I INTRODUCTION 6
Basics of FEM – Initial value and boundary value problems – weighted residual
Galerkin and Raleigh Ritz methods – review of Variational calculus – Integration by
parts – Basics of variational formulation.
UNIT II ONE DIMENSIONAL ANALYSIS 10
Steps in FEA – Discretization, function – derivation of element characteristics matrix,
shape function, assembly and imposition of boundary conditions – solution and post
processing – One dimensional analysis in solid mechanics and heat transfer.
UNIT III SHAPE FUNCTIONS AND HIGHER ORDER FORMULATIONS 10
Global and Natural Co-ordinates – Shape functions for one and two dimensional
elements – Three noded triangular and four noded quadrilateral element – Non linear
analysis – Isoparametric elements – Jacobian matrices and transformations – Basics
of two dimensional axi symmetric analysis.
UNIT IV ANALYSIS OF PRODUCTION PROCESSES: 10
FE Analysis of metal casting – Special considerations, latent heat incorporation, gap
element – time stepping procedures – Crank – Nicholson algorithm – Prediction of
grain structure - Basic concepts of plasticity – Solid and flow formulation – small
incremental deformation formulation – FE Analysis of metal cutting, chip separation
criteria, incorporation of strain rate dependency.
UNIT V COMPUTER IMPLEMENTATION 9
Pre Processing, Mesh generation, elements connectivity, boundary conditions, input
of material and processing characteristics – Solution and post processing – Overview
of application packages such as ANSYS and DEFORM – Development of code for
one dimensional analysis and validation. TOTAL: 45PERIODS
TEXT BOOKS:
1. Reddy, J.N, “An Introduction to the Finite element Method”, McGraw – Hill, 1985.
2. Rao, “Finite Element Method in Engineering”, Pergammon Press, 1989.
REFERENCES:
1. Bathe, K.J., “Finite Element Procedures in Engineering Analysis, 1990.
2. Kobayashi, S, Soo-IK-Oh and Altan, T, “Metal forming and the Finite element
Methods”, Oxford University Press, 1989.
3. Lewis, R.W., Morgan, K, Thomas, H.R., and Seetharaman, K.N., “The Finite
Element Method in Heat Transfer Analysis”, John Wiley, 1994.
CC 9212 FINITE ELEMENT ANALYSIS IN MANUFACTURING ENGINEERING L T P C
3 0 0 3
AIM:
The aim is to provide the students with knowledge of the finite element method that
will be of use in different manufacturing areas and to provide a foundation for further
study.
OBJECTIVE:
The objective is to equip students with fundamentals of finite element principles so
as to enable them to understand the behaviour of various finite elements and to be
able to select appropriate elements to solve physical and engineering problems with
emphasis on structural and thermal engineering applications.
8
UNIT I INTRODUCTION 6
Basics of FEM – Initial value and boundary value problems – weighted residual
Galerkin and Raleigh Ritz methods – review of Variational calculus – Integration by
parts – Basics of variational formulation.
UNIT II ONE DIMENSIONAL ANALYSIS 10
Steps in FEA – Discretization, function – derivation of element characteristics matrix,
shape function, assembly and imposition of boundary conditions – solution and post
processing – One dimensional analysis in solid mechanics and heat transfer.
UNIT III SHAPE FUNCTIONS AND HIGHER ORDER FORMULATIONS 10
Global and Natural Co-ordinates – Shape functions for one and two dimensional
elements – Three noded triangular and four noded quadrilateral element – Non linear
analysis – Isoparametric elements – Jacobian matrices and transformations – Basics
of two dimensional axi symmetric analysis.
UNIT IV ANALYSIS OF PRODUCTION PROCESSES: 10
FE Analysis of metal casting – Special considerations, latent heat incorporation, gap
element – time stepping procedures – Crank – Nicholson algorithm – Prediction of
grain structure - Basic concepts of plasticity – Solid and flow formulation – small
incremental deformation formulation – FE Analysis of metal cutting, chip separation
criteria, incorporation of strain rate dependency.
UNIT V COMPUTER IMPLEMENTATION 9
Pre Processing, Mesh generation, elements connectivity, boundary conditions, input
of material and processing characteristics – Solution and post processing – Overview
of application packages such as ANSYS and DEFORM – Development of code for
one dimensional analysis and validation. TOTAL: 45PERIODS
TEXT BOOKS:
1. Reddy, J.N, “An Introduction to the Finite element Method”, McGraw – Hill, 1985.
2. Rao, “Finite Element Method in Engineering”, Pergammon Press, 1989.
REFERENCES:
1. Bathe, K.J., “Finite Element Procedures in Engineering Analysis, 1990.
2. Kobayashi, S, Soo-IK-Oh and Altan, T, “Metal forming and the Finite element
Methods”, Oxford University Press, 1989.
3. Lewis, R.W., Morgan, K, Thomas, H.R., and Seetharaman, K.N., “The Finite
Element Method in Heat Transfer Analysis”, John Wiley, 1994.
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