The time harmonic acoustic boundary value problem in a smooth, bounded domain G of R2 is considered as a first order system. The optimal asymptotic L2(G) and H1(G)-error estimates 0(h2) and 0(h) resp. are derived for a piecewise linear finite element approximation.peerReviewe
AbstractIn this note we derive optimal error estimates for finite element approximations of a restri...
Among numerical methods applied in acoustics, the Finite Element Method (FEM) is normally favored fo...
Abstract. In this paper we derive optimal a priori L∞(L2) error estimates for mixed finite element d...
AbstractThe time harmonic acoustic boundary value problem in a smooth, bounded domain G of R2 is con...
In these lecture notes we introduce the boundary element method and de-scribe how it can be used to ...
State-of-the-art computational methods for linear acoustics are reviewed. The equations of linear ac...
In this paper we carry out boundary element computations of the Helmholtz equation in two dimensions...
Finite element methods are introduced for the approximate solution of periodic acoustic problems. A ...
This paper is dedicated to the control of accuracy and to the adaptivity of the finite element simul...
International audienceThis article is devoted to the derivation and assessment of local Absorbing Bo...
vii, 75 leaves : ill. ; 30 cm.PolyU Library Call No.: [THS] LG51 .H577M ME 2000 ShumThe validity of ...
This report deals with the formulation and calculation of boundary element methods (BEM) in the time...
We analyze the conforming approximation of the time-harmonic Maxwell's equations using Nédélec (edge...
We study the application of a B-splines Finite Element Method (FEM) to time-harmonic scattering acou...
AbstractFinite element methods are introduced for the approximate solution of periodic acoustic prob...
AbstractIn this note we derive optimal error estimates for finite element approximations of a restri...
Among numerical methods applied in acoustics, the Finite Element Method (FEM) is normally favored fo...
Abstract. In this paper we derive optimal a priori L∞(L2) error estimates for mixed finite element d...
AbstractThe time harmonic acoustic boundary value problem in a smooth, bounded domain G of R2 is con...
In these lecture notes we introduce the boundary element method and de-scribe how it can be used to ...
State-of-the-art computational methods for linear acoustics are reviewed. The equations of linear ac...
In this paper we carry out boundary element computations of the Helmholtz equation in two dimensions...
Finite element methods are introduced for the approximate solution of periodic acoustic problems. A ...
This paper is dedicated to the control of accuracy and to the adaptivity of the finite element simul...
International audienceThis article is devoted to the derivation and assessment of local Absorbing Bo...
vii, 75 leaves : ill. ; 30 cm.PolyU Library Call No.: [THS] LG51 .H577M ME 2000 ShumThe validity of ...
This report deals with the formulation and calculation of boundary element methods (BEM) in the time...
We analyze the conforming approximation of the time-harmonic Maxwell's equations using Nédélec (edge...
We study the application of a B-splines Finite Element Method (FEM) to time-harmonic scattering acou...
AbstractFinite element methods are introduced for the approximate solution of periodic acoustic prob...
AbstractIn this note we derive optimal error estimates for finite element approximations of a restri...
Among numerical methods applied in acoustics, the Finite Element Method (FEM) is normally favored fo...
Abstract. In this paper we derive optimal a priori L∞(L2) error estimates for mixed finite element d...
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