Inhomegeneous plane waves are used to represent 2D and 3D Green's functions in free space. A special sampling scheme allows a compensation between aliasing and truncation errors. An error model is provided for the 2D and 3D cases. Very high accuracy is obtained with very few points in spectral domain, which confirms the sub-Nyquist nature of the approach
We are concerned with a finite element approximation for time-harmonic wave propagation governed by...
Spherical microphone arrays have attracted attention for analyzing the sound field in a region and b...
Reproduction of a sound field is a fundamental problem in acoustic signal processing. In this paper,...
Inhomegeneous plane waves are used to represent 2D and 3D Green's functions in free space. A special...
The fast inhomogeneous plane wave algorithm is another approach of the diagonal factorization of the...
In this paper we are concerned with the plane wave method for the discretization of time-harmonic Ma...
International audienceOptimal a priori error bounds are theoretically derived, and numerically verif...
Closed-form analytical expressions are derived for the numerical integration of the spectral Green's...
The Spectral-Element Method (SEM) is a finite-element method that solves the wave equa-tion in the t...
Inhomogeneous plane waves (IPWs) based on a linear contour deformation provide an accurate and conci...
The Trefftz Discontinuous Galerkin (TDG) method is a technique for approximating the Helmholtz equat...
A new technique to diagonalize the 2D Green's function is presented. The new method, called the norm...
The previously developed fast inhomogeneous plane wave algorithm is adapted to the analysis of the s...
The spherical harmonic (SH) framework is a powerful representation that can be used to describe to a...
International audienceWe propose accurate computable error bounds for quantities of interest in plan...
We are concerned with a finite element approximation for time-harmonic wave propagation governed by...
Spherical microphone arrays have attracted attention for analyzing the sound field in a region and b...
Reproduction of a sound field is a fundamental problem in acoustic signal processing. In this paper,...
Inhomegeneous plane waves are used to represent 2D and 3D Green's functions in free space. A special...
The fast inhomogeneous plane wave algorithm is another approach of the diagonal factorization of the...
In this paper we are concerned with the plane wave method for the discretization of time-harmonic Ma...
International audienceOptimal a priori error bounds are theoretically derived, and numerically verif...
Closed-form analytical expressions are derived for the numerical integration of the spectral Green's...
The Spectral-Element Method (SEM) is a finite-element method that solves the wave equa-tion in the t...
Inhomogeneous plane waves (IPWs) based on a linear contour deformation provide an accurate and conci...
The Trefftz Discontinuous Galerkin (TDG) method is a technique for approximating the Helmholtz equat...
A new technique to diagonalize the 2D Green's function is presented. The new method, called the norm...
The previously developed fast inhomogeneous plane wave algorithm is adapted to the analysis of the s...
The spherical harmonic (SH) framework is a powerful representation that can be used to describe to a...
International audienceWe propose accurate computable error bounds for quantities of interest in plan...
We are concerned with a finite element approximation for time-harmonic wave propagation governed by...
Spherical microphone arrays have attracted attention for analyzing the sound field in a region and b...
Reproduction of a sound field is a fundamental problem in acoustic signal processing. In this paper,...