New Concepts in Finite Element Analysis: Presented at the Applied Mechanics Conference, Boulder, Colorado, June 22-24, 1981Thomas J. R. Hughes, David K. Gartling, Robert L. Spilker |
Contents
Some New Results on Finite Element Methods for Contact Problems with Fiction | 1 |
Use of Stress Functions and Asymptotic Solutions in Fem Analysis of Continua | 11 |
Finite Elements for Fluids With Memory | 29 |
Copyright | |
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Common terms and phrases
accuracy algorithm AMD Vol Applied Mechanics approximation basis vectors behavior Belytschko bifurcation point boundary conditions CADC coefficients collocation components constitutive equations constraint convergence coordinates curved defined deformation degrees of freedom denotes discrete displacement vector domain Dynamic Dynamic Relaxation effects eigenvalue elastic error evaluated Figure Finite Element Analysis Finite Element Method finite-element fluid-structure interaction force formulation geometric Hughes hybrid-stress increment interpolation invariant iteration LADC linear load mesh Methods in Engineering modes NADC Newton's method nodal node nondimensional nonlinear normal Numerical Methods obtained Oden parameter paraxial path derivatives plate elements POISSON'S RATIO polynomial post-buckling present problem procedure quadratic reduced integration rotation satisfy shear strain shell shown solution solved stepsize stiffness matrix strain Structural surface symmetry technique tensor tion tractions transverse displacement transverse shear variational inequalities velocity viscous boundaries waves zero θλ