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- Morel-Hall Asymmetric Method
- Described in
Michael L. Hall, and Jim E. Morel. A Second-Order Cell-Centered
Diffusion Differencing Scheme for Unstructured Hexahedral
Lagrangian Meshes. In Proceedings of the 1996 Nuclear
Explosives Code Developers Conference (NECDC), UCRL-MI-124790,
pages 359-375, San Diego, CA, October 21-25 1996. LA-UR-97-8.
which is an extension of
J. E. Morel, J. E. Dendy, Jr., Michael L. Hall, and Stephen W.
White. A Cell-Centered Lagrangian-Mesh Diffusion Differencing
Scheme. Journal of Computational Physics, 103(2):286-299,
December 1992.
to 3-D unstructured meshes, with an alternate derivation.
- Support Operator Symmetric Method:
- Described in
Michael L. Hall, and Jim E. Morel. Diffusion Discretization
Schemes in Augustus: A New Hexahedral Symmetric Support Operator
Method. In Proceedings of the 1998 Nuclear Explosives Code
Developers Conference (NECDC), Las Vegas, NV, October 26-30
1998. LA-UR-98-3146.
which is an extension of
Mikhail Shashkov and Stanly Steinberg. Solving Diffusion Equations with
Rough Coefficients in Rough Grids. Journal of Computational Physics,
129:383-405, 1996.
to 3-D unstructured meshes, with an alternate derivation.
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Michael L. Hall