Boundary Elements IX: Mathematical and computational aspects
Computational Mechanics Publications, 1987 - Mathematics - 607 pages
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Greens Functions for the Boundary Element Method
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accuracy adaptive analysis analytical applied approximation assumption basis functions boundary conditions boundary element method boundary integral equation boundary value problems Brebbia calculated coefficients collocation method collocation points computational condition number consider constant convergence corresponding curved defined denotes derivative differential equations differential operators Dirichlet discretization displacements distribution domain elastic elliptic Engineering exact solution example field point Figure finite element methods fluid formulation Fredholm integral equations fundamental solution Galerkin method geometry given Green's function hp-version Hsiao hydrodynamic pressure inequality inner product integral equation method integral operator interpolation invertible iteration kernel knots Lemma linear Math Mathematics matrix mesh multigrid method nodal nodes null space numerical solution obtained panel piecewise plane potential Prossdorf quadrature methods refinement satisfying second kind shape functions singular integral equations solved source point space spline stress subregion symmetric technique Theorem theory tion tractions transform unknowns vector velocity wave Wendland yields