Add to ORKGWe propose a simple method for constructing non-reflecting boundary conditions via Perfectly Matched Layer approach. The basic idea of the method is to build a layer with high rate damping properties with are provided by adding the stiff relaxation source terms to all equations of the system. No complicated modification of the system to be solved is then required
The article of record as published by be found at http://dx.doi.org/10.1016/j.jcp.2015.09.048In comp...
AbstractFor the simulation of wave propagation problems, it is necessary to truncate the computation...
The use of perfectly matched layers (PML) has recently been introduced by Berenger as a material abs...
We propose a simple method for constructing non-reflecting boundary conditions via Perfectly Matched...
The presence of wave motion is the defining feature in many fields of application,such as electro-ma...
The perfectly matched layer (PML) is a novel technique to simulate the absorption of waves in unboun...
We consider two aspects of non-reflecting boundaryconditions for wave propagation problems. First we...
International audienceIn this article we discuss different techniques to solve numerically wave prop...
International audienceThe Harmoniously Matched Layers (HML) were introduced by Halpern et al. in 201...
Abstract. Since its introduction the Perfectly Matched Layer (PML) has proven to be an accurate and ...
The perfectly matched layer (PML) is a perfectly non-reflecting layer that simulates the absorption ...
Absorbing boundary conditions are important when one simulates the propagation of waves on a bounded...
International audienceThis paper presents an original approach to design perfectly matched layers (P...
As an absorbing boundary in infinite domain problems, the perfectly matched layer (PML) is introduce...
We continue the development of the super-grid-scale model initiated in [T. Colonius, H. Ran, A super...
The article of record as published by be found at http://dx.doi.org/10.1016/j.jcp.2015.09.048In comp...
AbstractFor the simulation of wave propagation problems, it is necessary to truncate the computation...
The use of perfectly matched layers (PML) has recently been introduced by Berenger as a material abs...
We propose a simple method for constructing non-reflecting boundary conditions via Perfectly Matched...
The presence of wave motion is the defining feature in many fields of application,such as electro-ma...
The perfectly matched layer (PML) is a novel technique to simulate the absorption of waves in unboun...
We consider two aspects of non-reflecting boundaryconditions for wave propagation problems. First we...
International audienceIn this article we discuss different techniques to solve numerically wave prop...
International audienceThe Harmoniously Matched Layers (HML) were introduced by Halpern et al. in 201...
Abstract. Since its introduction the Perfectly Matched Layer (PML) has proven to be an accurate and ...
The perfectly matched layer (PML) is a perfectly non-reflecting layer that simulates the absorption ...
Absorbing boundary conditions are important when one simulates the propagation of waves on a bounded...
International audienceThis paper presents an original approach to design perfectly matched layers (P...
As an absorbing boundary in infinite domain problems, the perfectly matched layer (PML) is introduce...
We continue the development of the super-grid-scale model initiated in [T. Colonius, H. Ran, A super...
The article of record as published by be found at http://dx.doi.org/10.1016/j.jcp.2015.09.048In comp...
AbstractFor the simulation of wave propagation problems, it is necessary to truncate the computation...
The use of perfectly matched layers (PML) has recently been introduced by Berenger as a material abs...