The use of controllability methods for solving time-harmonic acousto-elastic wave equations is considered. In particular, the study concentrates on the coupling between two time-harmonic linear wave equations: the scalar valued Helmholtz equation concerning the propagation of acoustic waves and the vector valued Navier equation modeling the propagation of waves in an elastic medium. These fundamental equations occur in a number of physical applications such as acoustics, medicine, and geophysics. In this work, we concentrate on scattering problems but the same method can be used for other types of problems as well
Processes that can be modelled with numerical calculations of acoustic pressure fields include medic...
We formulate the Helmholz problem as an exact conrollability problem for the time-dependent wave equ...
We study for the first time Schwarz domain decomposition methods for the solution of the Navier equa...
The classical way of solving the time-harmonic linear acousto-elastic wave problem is to discretize ...
AbstractThe classical way of solving the time-harmonic linear acousto-elastic wave problem is to dis...
When the Helmholtz equation is discretized by standard finite difference or finite element methods, ...
The time-harmonic solution of the linear elastic wave equation is needed for a variety of applicatio...
International audienceConventional methods to solve the time-harmonic elastic wave equations usually...
This study considers developing numerical solution techniques for the computer simulations of time-h...
We present both theory and an algorithm for solving time-harmonic wave prob-lems. The time-harmonic ...
We formulate the Helmholtz equation as an exact controllability problem for the time-dependent wave ...
AbstractWe formulate the Helmholtz equation as an exact controllability problem for the time-depende...
AbstractProcesses that can be modelled with numerical calculations of acoustic pressure fields inclu...
We present both theory and an algorithm for solving time-harmonic wave prob-lems in a general settin...
This paper presents a mathematical model of linear acoustic wave propagation in fluids. The benefits...
Processes that can be modelled with numerical calculations of acoustic pressure fields include medic...
We formulate the Helmholz problem as an exact conrollability problem for the time-dependent wave equ...
We study for the first time Schwarz domain decomposition methods for the solution of the Navier equa...
The classical way of solving the time-harmonic linear acousto-elastic wave problem is to discretize ...
AbstractThe classical way of solving the time-harmonic linear acousto-elastic wave problem is to dis...
When the Helmholtz equation is discretized by standard finite difference or finite element methods, ...
The time-harmonic solution of the linear elastic wave equation is needed for a variety of applicatio...
International audienceConventional methods to solve the time-harmonic elastic wave equations usually...
This study considers developing numerical solution techniques for the computer simulations of time-h...
We present both theory and an algorithm for solving time-harmonic wave prob-lems. The time-harmonic ...
We formulate the Helmholtz equation as an exact controllability problem for the time-dependent wave ...
AbstractWe formulate the Helmholtz equation as an exact controllability problem for the time-depende...
AbstractProcesses that can be modelled with numerical calculations of acoustic pressure fields inclu...
We present both theory and an algorithm for solving time-harmonic wave prob-lems in a general settin...
This paper presents a mathematical model of linear acoustic wave propagation in fluids. The benefits...
Processes that can be modelled with numerical calculations of acoustic pressure fields include medic...
We formulate the Helmholz problem as an exact conrollability problem for the time-dependent wave equ...
We study for the first time Schwarz domain decomposition methods for the solution of the Navier equa...