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Titlebook: Computational Mechanics ’88; Volume 1, Volume 2, S. N. Atluri,G. Yagawa Conference proceedings 1988 Springer-Verlag Berlin Heidelberg 1988

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Boundary Element Analysis of MHD Equilibria of Toroidal Plasmas with Free Boundariestion. For an analysis of a field reversed configuration (FRC) device, the problem is reduced to solve the Grad-Shafranov equation with free boundaries, which has been studied by many authors [1,2]. So far we have been studying MHD equilibria fixed boundary problems by using boundary element method (
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On Boundary-Galerkin and Hybrid Finite Element Methods in Elasticityeissner [4] (also [3]) is equivalent. Analysis of the methods and of their coupling with domain methods requires an alternative formulation of the theory of elasticity. The three-dimensional case is considered (similar results hold in two dimensions). The elastic body occupies a region Ω with Lipsch
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Orthotropic Beam and Plate Problems — An Edge-Function Methodtilinear polygonal cross-section containing elliptical holes. The displacement is approximated by a linear combination of fields each of which satisfy the equilibrium equations. The boundary conditions are approximated using a boundary Galerkin method. Numerical solutions are presented.
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Application of the Boundary Element Method to Inelastic Fracture Mechanicslastoplastic crack opening for long and short cracks under plane stress and plane strain conditions. The numerical results are obtained by using the elastoplastic boundary element method (BEM)..Previously published results by many authors have shown the correlating role of stress intensity factor in
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Boundary Element Method for the Computation of Dynamic Fields Near Cracksck and a neighboring crack or cavity. The formulation is two-dimensional, and for a state of plane strain. The method overcomes the difficulties that are encountered with higher order singularities in applications of the boundary element method to crack problems. Results are presented for the dynami
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0172-6218 copic techniques - and yet remain a challenge for theoretical analysis. The present volume, based on a May 2005 workshop, examines and reviews the state-of-the-art in the development of new theoretical and computational methods to interpret the observed phenomena. Emphasis is on complex molecular pr
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