International audienceWe analyse the existing derivation of the models of non-linear acoustics such as the Kuznetsov equation, the NPE equation and the KZK equation. The technique of introducing a corrector in the derivation ansatz allows to consider the solutions of these equations as approximations of the solution of the initial system (a com-pressible Navier-Stokes/Euler system). The validation of the approximation ansatz is given for the KZK equation case
Abstract. This paper is devoted to the numerical approximation of the compress-ible Navier-Stokes eq...
Dans le contexte de l’acoustique on a systématisé la dérivation de modèles nonlinéaires(l’équation d...
The artificial compressibility method for the incompressible Navier-Stokes equa-tions is revived as ...
International audienceWe analyse the existing derivation of the models of non-linear acoustics such ...
International audienceThe derivation of different models of non linear acoustic in thermo-ellastic m...
The derivation of different models of non linear acoustic in thermo-ellastic media as the Kuznetsov ...
International audienceThe derivation of different models of non linear acoustic in thermo-ellastic m...
International audienceWe relate together different models of non linear acoustic in thermo-ellastic ...
International audienceWe relate together different models of non linear acoustic in thermo-ellastic ...
We relate together different models of non linear acoustic in thermo-elastic media as the Kuznetsov ...
In the framework of acoustic we systematize the derivation of nonlinear models(the Kuznetsov equatio...
In the framework of acoustic we systematize the derivation of nonlinear models(the Kuznetsov equatio...
In the framework of acoustic we systematize the derivation of nonlinear models(the Kuznetsov equatio...
In the framework of acoustic we systematize the derivation of nonlinear models(the Kuznetsov equatio...
The foundations of nonlinear acoustics may be traced nearly 250 years back in time, but only the las...
Abstract. This paper is devoted to the numerical approximation of the compress-ible Navier-Stokes eq...
Dans le contexte de l’acoustique on a systématisé la dérivation de modèles nonlinéaires(l’équation d...
The artificial compressibility method for the incompressible Navier-Stokes equa-tions is revived as ...
International audienceWe analyse the existing derivation of the models of non-linear acoustics such ...
International audienceThe derivation of different models of non linear acoustic in thermo-ellastic m...
The derivation of different models of non linear acoustic in thermo-ellastic media as the Kuznetsov ...
International audienceThe derivation of different models of non linear acoustic in thermo-ellastic m...
International audienceWe relate together different models of non linear acoustic in thermo-ellastic ...
International audienceWe relate together different models of non linear acoustic in thermo-ellastic ...
We relate together different models of non linear acoustic in thermo-elastic media as the Kuznetsov ...
In the framework of acoustic we systematize the derivation of nonlinear models(the Kuznetsov equatio...
In the framework of acoustic we systematize the derivation of nonlinear models(the Kuznetsov equatio...
In the framework of acoustic we systematize the derivation of nonlinear models(the Kuznetsov equatio...
In the framework of acoustic we systematize the derivation of nonlinear models(the Kuznetsov equatio...
The foundations of nonlinear acoustics may be traced nearly 250 years back in time, but only the las...
Abstract. This paper is devoted to the numerical approximation of the compress-ible Navier-Stokes eq...
Dans le contexte de l’acoustique on a systématisé la dérivation de modèles nonlinéaires(l’équation d...
The artificial compressibility method for the incompressible Navier-Stokes equa-tions is revived as ...