In this work, we will consider a 3D exterior wave propagation Neumann problem reformulated in terms of a space-time hypersingular boundary integral equation (BIE) with retarded potential. This latter is set in the so-called energetic weak form presented in [1], regularized as in [2] and then approximated by Galerkin Boundary Element Method (BEM).

On the energetic Galerkin BEM applied to 3D wave propagation problems

FRANGI, ATTILIO ALBERTO;
2011-01-01

Abstract

In this work, we will consider a 3D exterior wave propagation Neumann problem reformulated in terms of a space-time hypersingular boundary integral equation (BIE) with retarded potential. This latter is set in the so-called energetic weak form presented in [1], regularized as in [2] and then approximated by Galerkin Boundary Element Method (BEM).
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11311/632596
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