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IgA-BEM for 3D Helmholtz problems using conforming and non-conforming multi-patch discretizations and B-spline tailored numerical integration
Bruno Degli Esposti, Antonella Falini, Tadej Kanduč, Maria Lucia Sampoli, Alessandra Sestini
Izvirni znanstveni članek
Oznake: Helmholtz equation;isogeometric analysis;boundary element method;non-conforming discretization;singular integral;nearly singular integral;numerical integration;B-spline quasi-interpolation;
An Isogeometric Boundary Element Method (IgA-BEM) is considered for the numerical solution of Helmholtz problems on 3D bounded or unbounded domains, admitting a smooth multi-patch representation of their finite boundary surface. The discretization spaces are formed by ▫$C^0$▫ inter-patch continuous ...
Leto: 2023 Vir: Fakulteta za matematiko in fiziko (UL FMF)
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