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  • The paper shows application of BEM for solution of time-harmonic scattering problems modelled by Helmholtz equation in two dimensions. It deals with computational issues of collocation and Galerkin variants of BEM, such as integration of strongly-singular kernels which arise from boundary integral reformulation of the problem.
  • The paper shows application of BEM for solution of time-harmonic scattering problems modelled by Helmholtz equation in two dimensions. It deals with computational issues of collocation and Galerkin variants of BEM, such as integration of strongly-singular kernels which arise from boundary integral reformulation of the problem. (en)
  • Demonstrujeme aplikaci metody hraničních prvků pro řešení časově harmonického problému rozptylu modelovaného Helmholtzovou rovnicí ve 2D. Zabýváme se výpočetními postupy kolokační a Galerkinovské varianty metody hraničních prvků, jakožto integrace silně singulárních jader, která vzniknou v hraniční integrální formulaci problému. (cs)
Title
  • Boundary Element Method for Helmholtz Equation
  • Boundary Element Method for Helmholtz Equation (en)
  • Metoda hraničních prvků pro Helmholtzovy rovnice (cs)
skos:prefLabel
  • Boundary Element Method for Helmholtz Equation
  • Boundary Element Method for Helmholtz Equation (en)
  • Metoda hraničních prvků pro Helmholtzovy rovnice (cs)
skos:notation
  • RIV/61388998:_____/07:00090408!RIV08-AV0-61388998
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  • 69;71
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  • P(GA106/05/2731), Z(AV0Z20760514)
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  • 412183
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  • RIV/61388998:_____/07:00090408
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  • Helmholtzovy rovnice; metoda hraničních prvků (en)
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  • [48075CD040E8]
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  • Liberec
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  • International conference presentation of mathematics '07
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  • Moses, Pavel
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  • TU Liberec
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  • 978-80-86407-12-8
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