J. Falcovitz, G. Alfandary, and G. Hanoch, A Two Dimensional Conservation Laws Scheme for Compressible Flows with Moving Boundaries, J. Comput. Phys. 138, 83 (1997). Home/Search Document Not in Database Summary Related Articles Check |
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H-Box Methods for the Approximation of Hyperbolic.. - Berger, Helzel, Leveque (Correct)
....of a small cell based on initial values speci ed over regions of length h, i.e. of the length of a regular grid cell. If this is done in an appropriate way then the resulting method remains stable for time steps based on a CFL number appropriate for the regular part of the grid. See also [8] [9], 10] 23] 21] and [25] for other embedded boundary Cartesian grid methods that have this same stability property. Beside this 2D application, h box schemes can also o er interesting alternatives to existing irregular grid methods. An extension of h box methods to a completely irregular grid ....
J. Falcovitz, G. Alfandary, and G. Hanoch. A two-dimensional conservation laws scheme for compressible ows with moving boundaries. J. Comput. Phys., 138:83-102, 1997.
Caltech Asci Technical Report 136 - Level Set Approach (Correct)
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J. Falcovitz, G. Alfandary, and G. Hanoch, A Two Dimensional Conservation Laws Scheme for Compressible Flows with Moving Boundaries, J. Comput. Phys. 138, 83 (1997).
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