Add to ORKGThis paper is concerned with the numerical solution of the wave equation in an unbounded domain. Problems governed by the wave equation arise in many physical applications such as electromagnetic wave propagation or the computation of transient acoustic waves. When such problems are formulate
We introduce a new "convolution spline'' temporal approximation of time domain boundary integral equ...
Boundary integral equation techniques are useful in thenumerical simulation of scattering problems f...
Sayas, Franisco-JavierWe study the discretization of the equations describing the propagation of ela...
We consider the wave equation in a time domain boundary integral formulation. To obtain a stable tim...
Many important physical applications are governed by the wave equation. The formulation as time doma...
The numerical solution of the Neumann problem of the wave equation on unbounded three-dimensional do...
Sayas, Francisco-JavierThis thesis analyzes the discretization error induced by the Convolution Quad...
International audienceThis paper presents a class of boundary integral equation methods for...
International audienceTime-Domain Integral Equations discretized by the Time-Domain Boundary Element...
This book offers a thorough and self-contained exposition of the mathematics of time-domain boundary...
AbstractLinear hyperbolic partial differential equations in a homogeneous medium, e.g., the wave equ...
Abstract. In this talk we will discuss the efficient numerical solution of time dependent acoustic s...
This work addresses the question of the efficient numerical solution of time-domain boundary integra...
Time domain integral equations complement other methods for solving Maxwell's equations by handling ...
The use of time-domain boundary integral equations has proved very effective and efficient for three...
We introduce a new "convolution spline'' temporal approximation of time domain boundary integral equ...
Boundary integral equation techniques are useful in thenumerical simulation of scattering problems f...
Sayas, Franisco-JavierWe study the discretization of the equations describing the propagation of ela...
We consider the wave equation in a time domain boundary integral formulation. To obtain a stable tim...
Many important physical applications are governed by the wave equation. The formulation as time doma...
The numerical solution of the Neumann problem of the wave equation on unbounded three-dimensional do...
Sayas, Francisco-JavierThis thesis analyzes the discretization error induced by the Convolution Quad...
International audienceThis paper presents a class of boundary integral equation methods for...
International audienceTime-Domain Integral Equations discretized by the Time-Domain Boundary Element...
This book offers a thorough and self-contained exposition of the mathematics of time-domain boundary...
AbstractLinear hyperbolic partial differential equations in a homogeneous medium, e.g., the wave equ...
Abstract. In this talk we will discuss the efficient numerical solution of time dependent acoustic s...
This work addresses the question of the efficient numerical solution of time-domain boundary integra...
Time domain integral equations complement other methods for solving Maxwell's equations by handling ...
The use of time-domain boundary integral equations has proved very effective and efficient for three...
We introduce a new "convolution spline'' temporal approximation of time domain boundary integral equ...
Boundary integral equation techniques are useful in thenumerical simulation of scattering problems f...
Sayas, Franisco-JavierWe study the discretization of the equations describing the propagation of ela...