6th Invitational Symposium on the Unification of Finite Elements-finite Differences and Calculus of Variations: Proceedings of Symposium Held at the University of Connecticut, May 7, 1982 |
Contents
INTRODUCTION | 1 |
IN STRUCTURAL MECHANICS | 11 |
ON SOME FUNDAMENTAL STUDIES INTO THE STABILITY | 23 |
11 other sections not shown
Common terms and phrases
accuracy advection-diffusion equation approximation assumed beam boundary conditions boundary element method boundary integral equation combustor liner components cyclic degrees of freedom denote displacement method dynamics elastic element formulation Engineering equilibrium experimental finite difference Finite Element Analysis finite element method flow force method function Galerkin Galerkin Method Hastelloy hologram hologram interferometry incompressible Navier-Stokes equations infinite domain integral equation Lagrange multiplier laser linear mathematical matrix Mechanics mesh Navier-Stokes equations node number of degrees numerical solution obtained p-version parameters Petrov-Galerkin plastic prediction present pressure problems procedure rate dependent model rate of convergence relative error response S₂ scalar scattering shown in Figure solved strain energy strain rate stress field structure SU/PG formulation surface T.J.R. Hughes technique Technology temperature theory thermomechanical unification University of Connecticut variable vector velocity potential vibration