The technique of artificial absorbing boundaries is often applied in the numerical modelling of wave propagation and other related numerical studies of ultrasonic NDE. For a physical problem with an unbounded spatial domain, the introduction of artificial boundaries to bound the computational domain can be vital for a successful numerical solution. Even for problems with bounded spatial domains, the introduction of artificial absorbing boundaries that localize the area of interest can reduce the computing cost and allow limited computer resources to achieve more. It is particularly so in ultrasonic NDE where the field near the scatterers or transducers is normally of interest
Summary. For finite element analysis of wave propagation in an elastic medium surrounded by an adjac...
A large number of differential equation problems which admit traveling waves have very large (typica...
The presence of wave motion is the defining feature in many fields of application,such as electro-ma...
Boundary conditions are derived for numerical wave simulation that minimize artificial reflections f...
An optimal absorbing boundary condition is designed to model acoustic and elastic wave propagation ...
For most of the complicated geometries encountered in ultrasonic nondestructive evaluation (NDE) app...
The model developed in this theses is another confirmation that the Dirichlet boundary conditions (f...
Many practical problems involve wave propagation through atmosphere, oceans, or terrestrial crust. M...
Solution of the wave equation using techniques such as finite difference or finite element methods c...
An estimate is derived for the error committed by the introduction of artificial boundaries and corr...
The simulation of wave phenomena in unbounded domains generally requires an artificial boundary to t...
Mes travaux de thèse portent sur la construction de conditions aux limites absorbantes (CLAs) pour d...
An absorbing boundary condition is necessary in seismic wave simulation for eliminating the unwanted...
The standard boundary conditions used at the sides of a seismic section in wave-equation migration g...
International audienceIn this article we discuss different techniques to solve numerically wave prop...
Summary. For finite element analysis of wave propagation in an elastic medium surrounded by an adjac...
A large number of differential equation problems which admit traveling waves have very large (typica...
The presence of wave motion is the defining feature in many fields of application,such as electro-ma...
Boundary conditions are derived for numerical wave simulation that minimize artificial reflections f...
An optimal absorbing boundary condition is designed to model acoustic and elastic wave propagation ...
For most of the complicated geometries encountered in ultrasonic nondestructive evaluation (NDE) app...
The model developed in this theses is another confirmation that the Dirichlet boundary conditions (f...
Many practical problems involve wave propagation through atmosphere, oceans, or terrestrial crust. M...
Solution of the wave equation using techniques such as finite difference or finite element methods c...
An estimate is derived for the error committed by the introduction of artificial boundaries and corr...
The simulation of wave phenomena in unbounded domains generally requires an artificial boundary to t...
Mes travaux de thèse portent sur la construction de conditions aux limites absorbantes (CLAs) pour d...
An absorbing boundary condition is necessary in seismic wave simulation for eliminating the unwanted...
The standard boundary conditions used at the sides of a seismic section in wave-equation migration g...
International audienceIn this article we discuss different techniques to solve numerically wave prop...
Summary. For finite element analysis of wave propagation in an elastic medium surrounded by an adjac...
A large number of differential equation problems which admit traveling waves have very large (typica...
The presence of wave motion is the defining feature in many fields of application,such as electro-ma...