International audienceWe present a high-order piecewise polynomial approximation for finite volume schemes. This method is designed for general unstructured polyhedral grids. A new algorithm for the calculation of the approximants is discussed. The main geometric property of the procedure is that the direct neighborhood only is needed. This allows for an efficient parallel implementation
This paper presents a finite volume scheme on rectangular and triangular meshes based on a third ord...
This paper introduces an efficient Euler solver for large tetrahedral grids (6,700,000 cells). The u...
Some important research results in science rely on the use various simulation techniques that operat...
This paper presents a high order finite volume scheme built on a new k-exact reconstruction algorith...
International audienceThis paper shows how to compute a high order approximant in a given cell using...
In the present paper, a multi-step reconstruction procedure is proposed for high order finite volume...
A generic solver eliminates the need to write new finite-volume codes for each type of physics. By s...
Linear reconstruction based on local cell-averaged values is the most commonly adopted technique to ...
We consider the Finite Volume method for conservation laws with high order polynomial reconstruction...
Many areas require a very high-order accurate numerical solution of conservation laws for complex sh...
This paper is concerned with two important elements in the high-order accurate spatial discretizatio...
Although higher than 2nd-order accurate nite-volume discretizations on unstructured-grids have alrea...
The objective is to improve the stability and accuracy of finite volume spatial discretization on un...
An improved high resolution finite volume method based on linear and quadratic variable reconstructi...
In this work we briefly describe a technique to define second order finite volume schemes on non uni...
This paper presents a finite volume scheme on rectangular and triangular meshes based on a third ord...
This paper introduces an efficient Euler solver for large tetrahedral grids (6,700,000 cells). The u...
Some important research results in science rely on the use various simulation techniques that operat...
This paper presents a high order finite volume scheme built on a new k-exact reconstruction algorith...
International audienceThis paper shows how to compute a high order approximant in a given cell using...
In the present paper, a multi-step reconstruction procedure is proposed for high order finite volume...
A generic solver eliminates the need to write new finite-volume codes for each type of physics. By s...
Linear reconstruction based on local cell-averaged values is the most commonly adopted technique to ...
We consider the Finite Volume method for conservation laws with high order polynomial reconstruction...
Many areas require a very high-order accurate numerical solution of conservation laws for complex sh...
This paper is concerned with two important elements in the high-order accurate spatial discretizatio...
Although higher than 2nd-order accurate nite-volume discretizations on unstructured-grids have alrea...
The objective is to improve the stability and accuracy of finite volume spatial discretization on un...
An improved high resolution finite volume method based on linear and quadratic variable reconstructi...
In this work we briefly describe a technique to define second order finite volume schemes on non uni...
This paper presents a finite volume scheme on rectangular and triangular meshes based on a third ord...
This paper introduces an efficient Euler solver for large tetrahedral grids (6,700,000 cells). The u...
Some important research results in science rely on the use various simulation techniques that operat...