The study of temporal acoustic problems, linear or not, can be carried out by solving Navier-Stokes equations. The finite volume method is chosen in which the compressibility is introduced by the law of behaviour. In that case, constant isentropy is taken into account. After a short description of the basic equations, a 1D example shows how is used the boundary condition of radiation at infinity for the plane wave. Added to the calculation process a feedback loop has to control a secondary acoustic source for active noise cancellation
In this paper we discuss the potential structure of the evolution equations, in particular Navier-St...
Among numerical methods applied in acoustics, the Finite Element Method (FEM) is normally favored fo...
On considère une structure vibrante de dimensions finies immergée dans un fluide s'étendant jusqu'à ...
The mathematical description of acoustic wave propagation within a time- and space-varying, and movi...
International audienceIn this paper, a numerical method for solving the linearized Navier-Stokes equ...
The main goal of the paper is to contribute to the area of acoustical simulations. Authors deal with...
A theoretical study is made of the transient response in two acoustic systems. Each system consists ...
Acoustics is the study of small pressure waves or sound waves in air which can be detected by the hu...
The work deals with a mathematical model for real-time acoustic monitoring of material parameters of...
gineering. A classic problem in the study of the physics of sound in fluids is that of the finite am...
In acoustics it is generally assumed that viscous- en thermal boundary layer effects play a minor ro...
The one dimensional gas dynamic equations for an ideal gas are utilized to investigate the phenomeno...
fillment of the requirements for the degree of Doctor of Philosophy. This thesis is concerned with t...
An explicit time/space finite difference procedure is used to model the propagation of sound in a qu...
The propagation of small perturbations in complex geometries can involve hydrodynamic-acoustic inter...
In this paper we discuss the potential structure of the evolution equations, in particular Navier-St...
Among numerical methods applied in acoustics, the Finite Element Method (FEM) is normally favored fo...
On considère une structure vibrante de dimensions finies immergée dans un fluide s'étendant jusqu'à ...
The mathematical description of acoustic wave propagation within a time- and space-varying, and movi...
International audienceIn this paper, a numerical method for solving the linearized Navier-Stokes equ...
The main goal of the paper is to contribute to the area of acoustical simulations. Authors deal with...
A theoretical study is made of the transient response in two acoustic systems. Each system consists ...
Acoustics is the study of small pressure waves or sound waves in air which can be detected by the hu...
The work deals with a mathematical model for real-time acoustic monitoring of material parameters of...
gineering. A classic problem in the study of the physics of sound in fluids is that of the finite am...
In acoustics it is generally assumed that viscous- en thermal boundary layer effects play a minor ro...
The one dimensional gas dynamic equations for an ideal gas are utilized to investigate the phenomeno...
fillment of the requirements for the degree of Doctor of Philosophy. This thesis is concerned with t...
An explicit time/space finite difference procedure is used to model the propagation of sound in a qu...
The propagation of small perturbations in complex geometries can involve hydrodynamic-acoustic inter...
In this paper we discuss the potential structure of the evolution equations, in particular Navier-St...
Among numerical methods applied in acoustics, the Finite Element Method (FEM) is normally favored fo...
On considère une structure vibrante de dimensions finies immergée dans un fluide s'étendant jusqu'à ...