Relaxation of energy and approximate Riemann solvers for general pressure laws in fluid dynamics F Coquel, B Perthame SIAM Journal on Numerical Analysis 35 (6), 2223-2249, 1998 | 232 | 1998 |

A numerical method using upwind schemes for the resolution of two-phase flows F Coquel, K El Amine, E Godlewski, B Perthame, P Rascle Journal of Computational Physics 136 (2), 272-288, 1997 | 169 | 1997 |

An error estimate for finite volume methods for multidimensional conservation laws B Cockburn, F Coquel, P LeFloch mathematics of computation 63 (207), 77-103, 1994 | 153 | 1994 |

A priori and a posteriori analysis of finite volume discretizations of Darcy’s equations Y Achdou, C Bernardi, F Coquel Numerische Mathematik 96 (1), 17-42, 2003 | 131 | 2003 |

Convergence of the finite volume method for multidimensional conservation laws B Cockburn, F Coquel, PG LeFloch SIAM Journal on Numerical Analysis 32 (3), 687-705, 1995 | 131 | 1995 |

Closure laws for a two-fluid two-pressure model F Coquel, T Gallouët, JM Hérard, N Seguin Comptes Rendus Mathematique 334 (10), 927-932, 2002 | 120 | 2002 |

A relaxation method for two-phase flow models with hydrodynamic closure law M Baudin, C Berthon, F Coquel, R Masson, QH Tran Numerische mathematik 99 (3), 411-440, 2005 | 118 | 2005 |

Convergence of finite difference schemes for conservation laws in several space dimensions: the corrected antidiffusive flux approach F Coquel, P LeFloch Mathematics of computation 57 (195), 169-210, 1991 | 97 | 1991 |

Convergence of finite difference schemes for conservation laws in several space dimensions: a general theory F Coquel, P Le Floch SIAM Journal on numerical Analysis 30 (3), 675-700, 1993 | 93 | 1993 |

Godunov-type schemes for hyperbolic systems with parameter-dependent source: the case of Euler system with friction C Chalons, F Coquel, E Godlewski, PA Raviart, N Seguin Mathematical Models and Methods in Applied Sciences 20 (11), 2109-2166, 2010 | 82 | 2010 |

Relaxation and numerical approximation of a two-fluid two-pressure diphasic model A Ambroso, C Chalons, F Coquel, T Galié ESAIM: Mathematical Modelling and Numerical Analysis-Modélisation …, 2009 | 80 | 2009 |

Feel++: A computational framework for galerkin methods and advanced numerical methods C Prud’Homme, V Chabannes, V Doyeux, M Ismail, A Samake, G Pena ESAIM: Proceedings 38, 429-455, 2012 | 78 | 2012 |

Navier-Stokes equations with several independent pressure laws and explicit predictor-corrector schemes C Chalons, F Coquel Numerische Mathematik 101 (3), 451-478, 2005 | 58 | 2005 |

Some new Godunov and relaxation methods for two-phase flow problems F Coquel, E Godlewski, B Perthame, A In, P Rascle Godunov methods, 179-188, 2001 | 52 | 2001 |

The coupling of homogeneous models for two-phase flows A Ambroso, C Chalons, F Coquel, E Godlewski, F Lagoutière, PA Raviart, ... | 50 | 2007 |

Entropy-satisfying relaxation method with large time-steps for Euler IBVPs F Coquel, Q Nguyen, M Postel, Q Tran Mathematics of Computation 79 (271), 1493-1533, 2010 | 49 | 2010 |

A semi-implicit relaxation scheme for modeling two-phase flow in a pipeline M Baudin, F Coquel, QH Tran SIAM Journal on Scientific Computing 27 (3), 914-936, 2005 | 49 | 2005 |

Coupling of general Lagrangian systems A Ambroso, C Chalons, F Coquel, E Godlewski, F Lagoutière, PA Raviart, ... Mathematics of Computation 77 (262), 909-941, 2008 | 41 | 2008 |

The drift-flux asymptotic limit of barotropic two-phase two-pressure models A Ambroso, C Chalons, F Coquel, T Galié, E Godlewski, PA Raviart, ... Communications in Mathematical Sciences 6 (2), 521-529, 2008 | 40 | 2008 |

Hybrid upwind splitting (HUS) by a field-by-field decomposition F Coquel, MS Liou | 40 | 1995 |