Details
29th computational fluid dynamics
February 23-27, 1998; H. Deconinck
- SETHIAN, J.A. - Univ.of California, Berkeley, USA
Fast marching methods and level set methods for propagating interfaces - BARTH, T.T. & SETHIAN, J.A. - NASA Ames Research Center & Univ.of California, Berkeley, USA
Implementation of Hamilton-Jacobi and level set equations on triangulated domains - KUN XU - The Hong Kong University of Science & Technology, Hong Kong
Gas-kinetic schemes for unsteady compressible flow simulations - QUIRK, J.J. - California Institute of Technology, USA
Amrita - A computational facility (for CFD modelling)
Amr_sol: Design principles and practice - VAN DER WEIDE, E. & DECONINCK, H.: von Karman Institute for Fluid Dynamics, Belgium
Compact residual distribution schemes applied to viscous simulation - TRYGGVASON, G.; BUNNER, B.; EBRAT, O.; TAUBER, W. - University of Michigan, USA
Computations of multiphase flows by a finite difference/front tracking method.
I. Multi-Fluid Flows - TRYGGVASON, G.; ESMAEELI, A.; MORTAZAVI, S.; HAN, J.; HOMMA, S.. - University of Michigan, USA
Computations of multiphase flows by a finite difference/front tracking method.
II. Applications - TRYGGVASON, G.; JURIC, D.; CHE, J.; NOBARI, M.R.H.; NAS, S. - University of Michigan, USA
Computations of multiphase flows by a finite difference/front tracking method.
III. Variable surface tension and phase change - RIEMSLAGH, K.; VIERENDEELS, J.; DICK, E. - University of Gent, Belgium
Simulation of incompressible flow in moving geometries - HASSAN, O.; PROBERT, E.J.; MORGAN, K.; WEATHERILL, N.P. - Univ. of Wales Swansea, United Kingdom
Unstructured grid algorithms for unsteady flow simulation
Additional Information
Manufacturer | von Karman Institute for Fluid Dynamics |
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