Finite element method for mechanical engineers
Y C Lam, R H Grzebieta and C M Haberfield
6 points * 3 hours per week * First semester * Clayton * Prohibitions: CIV5242, CIV5230, CME4616, CME4617
Objectives To gain an appreciation and understanding of the theoretical basis and the skills in the application of the finite element method for the solution of engineering problems.
Synopsis FEM as an aid to engineering analysis; its relationship to other methods; types of elements; their associated degrees of freedom and the process of discretisation; element formulation for a ring and area element; shape functions; Gaussian integration; assembly of the global stiffness matrix and connectivity; element compatibility; nodal and frontal equation solvers; modelling techniques; plate and shell elements; non-standard boundary conditions; multipoint constraints; sub-structuring; solution of engineering problems in stress analysis, dynamics, structures, steady-state heat transfer and fracture mechanics; introduction to general-purpose commercial finite element programs; introduction to non-linear problems; problems relevant to mechanical engineering will be used for illustration purposes in the course.
Assessment Examination (3 hours): 60% * Assignments: 40%
Recommended texts
Cook R D and others Concepts and applications of finite element analysis Wiley, 1989
Desai C S Elementary finite element method Prentice-Hall, 1979
Owen D R J and Hinton E Finite elements in plasticity theory and practice Pineridge, 1980
Reddy J N An introduction to the finite element method McGraw-Hill, 1984
Stasa F L Applied finite element analysis for engineers HRW, 1985
Zienkiewicz O C and Taylor R L The finite element method McGraw-Hill, 1989-1991
| Published by Monash University, Clayton, Victoria
3168 Copyright © Monash University 1996 - All Rights Reserved - Caution Authorised by the Academic Registrar December 1996 |