Here, we describe a numerical method which combines a mixed finite volume/finite element formulation on unstructured triangulations and a linearized implicit method for time advancing. A particular attention has been paid to the source term implicitation. This method is applied to three typical low-Reynolds number $k-\varepsilon$ models, namely those of Lam-Bremhorst, Nagano-Tagawa and Speziale-Abid-Anderson. The selected test cases consist of a subsonic flow in a duct and a supersonic flow over a flat plate
The aim of this note is to outline some new results obtained in contact geometry by means of spinori...
The aim of this note is to outline some new results obtained in contact geometry by means of spinori...
We develop a Godunov-type scheme for a non-conservative, unconditional hyperbolic multiphase model. ...
Here, we describe a numerical method which combines a mixed finite volume/finite element formulation...
Two new classes of nodal methods, respectively weakly and strongly discontinuous ones, are introduce...
We develop a Godunov-type scheme for a non-conservative, unconditional hyperbolic multiphase model. ...
This paper is concerned with the simulation of the Partial Differential Equation (PDE) driven evolut...
The goal of this paper is to study heavy traffic asymptotics of many Additive Increase Multiplicativ...
The CENA method is a new automatic method to correct the first-order effect of floating point roundi...
The CENA method is a new automatic method to correct the first-order effect of floating point roundi...
Developments in Markov Chain Monte Carlo procedures have made it possible to perform fully Bayesian ...
PERSIA (Phase-based Estimation for Registration and Sub-pixel Image Alignment) est un algorithme qui...
Colloque avec actes et comité de lecture. nationale.National audienceMalgré les mouvements permanent...
This document is a compilation of extended abstracts presented at the Automatic Differentiation sess...
To study topology in digital binary images, different discrete connectivities have to be used for bo...
The aim of this note is to outline some new results obtained in contact geometry by means of spinori...
The aim of this note is to outline some new results obtained in contact geometry by means of spinori...
We develop a Godunov-type scheme for a non-conservative, unconditional hyperbolic multiphase model. ...
Here, we describe a numerical method which combines a mixed finite volume/finite element formulation...
Two new classes of nodal methods, respectively weakly and strongly discontinuous ones, are introduce...
We develop a Godunov-type scheme for a non-conservative, unconditional hyperbolic multiphase model. ...
This paper is concerned with the simulation of the Partial Differential Equation (PDE) driven evolut...
The goal of this paper is to study heavy traffic asymptotics of many Additive Increase Multiplicativ...
The CENA method is a new automatic method to correct the first-order effect of floating point roundi...
The CENA method is a new automatic method to correct the first-order effect of floating point roundi...
Developments in Markov Chain Monte Carlo procedures have made it possible to perform fully Bayesian ...
PERSIA (Phase-based Estimation for Registration and Sub-pixel Image Alignment) est un algorithme qui...
Colloque avec actes et comité de lecture. nationale.National audienceMalgré les mouvements permanent...
This document is a compilation of extended abstracts presented at the Automatic Differentiation sess...
To study topology in digital binary images, different discrete connectivities have to be used for bo...
The aim of this note is to outline some new results obtained in contact geometry by means of spinori...
The aim of this note is to outline some new results obtained in contact geometry by means of spinori...
We develop a Godunov-type scheme for a non-conservative, unconditional hyperbolic multiphase model. ...