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Results: 1-13 |
Results: 13
ON ALGEBRAIC EXTRA-STRESS MODELS FOR THE SIMULATION OF VISCOELASTIC FLOWS
Authors: MOMPEAN G JONGEN T DEVILLE MO GATSKI TB
Citation: G. Mompean et al., ON ALGEBRAIC EXTRA-STRESS MODELS FOR THE SIMULATION OF VISCOELASTIC FLOWS, Journal of non-Newtonian fluid mechanics, 79(2-3), 1998, pp. 261-281
NUMERICAL-SIMULATION OF RANDOMLY FORCED TURBULENT FLOWS
Authors: MACHIELS L DEVILLE MO
Citation: L. Machiels et Mo. Deville, NUMERICAL-SIMULATION OF RANDOMLY FORCED TURBULENT FLOWS, Journal of computational physics (Print), 145(1), 1998, pp. 246-279
SELECTION OF PAPERS FROM THE IMACS-COST CONFERENCE ON COMPUTATIONAL FLUID-DYNAMICS, 3-DIMENSIONAL COMPLEX FLOWS - FOREWORD
Authors: DEVILLE MO GAVRILAKIS S
Citation: Mo. Deville et S. Gavrilakis, SELECTION OF PAPERS FROM THE IMACS-COST CONFERENCE ON COMPUTATIONAL FLUID-DYNAMICS, 3-DIMENSIONAL COMPLEX FLOWS - FOREWORD, Mathematics and computers in simulation, 44(4), 1997, pp. 311-311
FORTRAN-90 - AN ENTRY TO OBJECT-ORIENTED PROGRAMMING FOR THE SOLUTIONOF PARTIAL-DIFFERENTIAL EQUATIONS
Authors: MACHIELS L DEVILLE MO
Citation: L. Machiels et Mo. Deville, FORTRAN-90 - AN ENTRY TO OBJECT-ORIENTED PROGRAMMING FOR THE SOLUTIONOF PARTIAL-DIFFERENTIAL EQUATIONS, ACM transactions on mathematical software, 23(1), 1997, pp. 32-49
ON PREDICTING THE TURBULENCE-INDUCED SECONDARY FLOWS USING NONLINEAR K-EPSILON MODELS
Authors: MOMPEAN G GAVRILAKIS S MACHIELS L DEVILLE MO
Citation: G. Mompean et al., ON PREDICTING THE TURBULENCE-INDUCED SECONDARY FLOWS USING NONLINEAR K-EPSILON MODELS, Physics of fluids, 8(7), 1996, pp. 1856-1868
AN EFFICIENT ITERATIVE SOLUTION METHOD FOR THE CHEBYSHEV COLLOCATION OF ADVECTION-DOMINATED TRANSPORT PROBLEMS
Authors: PINELLI A COUZY W DEVILLE MO BENOCCI C
Citation: A. Pinelli et al., AN EFFICIENT ITERATIVE SOLUTION METHOD FOR THE CHEBYSHEV COLLOCATION OF ADVECTION-DOMINATED TRANSPORT PROBLEMS, SIAM journal on scientific computing, 17(3), 1996, pp. 647-657
RECENT DEVELOPMENTS IN 3-DIMENSIONAL UNSTEADY FLOWS OF NON-NEWTONIAN FLUIDS
Authors: MOMPEAN G DEVILLE MO
Citation: G. Mompean et Mo. Deville, RECENT DEVELOPMENTS IN 3-DIMENSIONAL UNSTEADY FLOWS OF NON-NEWTONIAN FLUIDS, Revue de l'Institut francais du petrole, 51(2), 1996, pp. 261-267
A FAST SCHUR COMPLEMENT METHOD FOR THE SPECTRAL ELEMENT DISCRETIZATION OF THE INCOMPRESSIBLE NAVIER-STOKES EQUATIONS
Authors: COUZY W DEVILLE MO
Citation: W. Couzy et Mo. Deville, A FAST SCHUR COMPLEMENT METHOD FOR THE SPECTRAL ELEMENT DISCRETIZATION OF THE INCOMPRESSIBLE NAVIER-STOKES EQUATIONS, Journal of computational physics, 116(1), 1995, pp. 135-142
APPLICATION OF SPECTRAL ELEMENTS TO VISCOELASTIC CREEPING FLOWS
Authors: VANKEMENADE V DEVILLE MO
Citation: V. Vankemenade et Mo. Deville, APPLICATION OF SPECTRAL ELEMENTS TO VISCOELASTIC CREEPING FLOWS, Journal of non-Newtonian fluid mechanics, 51(3), 1994, pp. 277-308
SPECTRAL ELEMENTS FOR VISCOELASTIC FLOWS WITH CHANGE OF TYPE
Authors: VANKEMENADE V DEVILLE MO
Citation: V. Vankemenade et Mo. Deville, SPECTRAL ELEMENTS FOR VISCOELASTIC FLOWS WITH CHANGE OF TYPE, Journal of rheology, 38(2), 1994, pp. 291-307
MULTIDOMAIN DECOMPOSITION OF CURVED GEOMETRIES IN THE CHEBYSHEV COLLOCATION METHOD FOR THERMAL PROBLEMS
Authors: SCHNEIDESCH CR DEVILLE MO
Citation: Cr. Schneidesch et Mo. Deville, MULTIDOMAIN DECOMPOSITION OF CURVED GEOMETRIES IN THE CHEBYSHEV COLLOCATION METHOD FOR THERMAL PROBLEMS, Computer methods in applied mechanics and engineering, 116(1-4), 1994, pp. 87-94
PRECONDITIONED CHEBYSHEV COLLOCATION METHODS AND TRIANGULAR FINITE-ELEMENTS
Authors: DEVILLE MO MUND EH VANKEMENADE V
Citation: Mo. Deville et al., PRECONDITIONED CHEBYSHEV COLLOCATION METHODS AND TRIANGULAR FINITE-ELEMENTS, Computer methods in applied mechanics and engineering, 116(1-4), 1994, pp. 193-200
CHEBYSHEV COLLOCATION METHOD AND MULTIDOMAIN DECOMPOSITION FOR NAVIER-STOKES EQUATIONS IN COMPLEX CURVED GEOMETRIES
Authors: SCHNEIDESCH CR DEVILLE MO
Citation: Cr. Schneidesch et Mo. Deville, CHEBYSHEV COLLOCATION METHOD AND MULTIDOMAIN DECOMPOSITION FOR NAVIER-STOKES EQUATIONS IN COMPLEX CURVED GEOMETRIES, Journal of computational physics, 106(2), 1993, pp. 234-257
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