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Finite element method / Partial differential equations / Fluid dynamics / Boundary element method / Mesh generation / Multigrid method / 3D modeling / Stretched grid method / Spatial twist continuum / Numerical analysis / Calculus / Mathematical analysis


Curved Mesh Generation and Mesh Refinement using Lagrangian Solid Mechanics Per-Olof Persson∗ University of California, Berkeley, Berkeley, CA[removed], U.S.A. Jaime Peraire†
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Document Date: 2008-12-31 10:26:31


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File Size: 3,43 MB

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City

Philadelphia / /

Company

Cambridge University Press / McInnes L. C. / /

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Facility

American Institute of Aeronautics / University of California / Lagrangian Solid Mechanics Per-Olof Persson∗ University of California / U.S.A. Jaime Peraire† Massachusetts Institute of Technology / /

IndustryTerm

curved mesh generation algorithm / mesh generation algorithms / solution algorithms / sparse linear systems / nonsymmetric linear systems / equilibrium solution / refinement algorithm / refinement algorithms / possible solutions / generalized minimal residual algorithm / element-wise algorithm / final non-linear solution algorithm / corresponding systems / linear systems / /

Organization

Cambridge University / Department of Aeronautics / American Institute of Aeronautics and Astronautics / American Institute of Aeronautics / University of California / Berkeley / Department of Mathematics / Massachusetts Institute of Technology / Society for Industrial and Applied Mathematics / Department of Aeronautics and Astronautics / /

Person

Vh / A. Jaime Peraire / /

Position

Professor / Assistant Professor / straight-forward / /

Product

Falcon / /

ProvinceOrState

Pennsylvania / California / Massachusetts / /

Technology

Unstructured Mesh Generation Technology / solution algorithms / mesh generation algorithms / generalized minimal residual algorithm / I. Algorithms / Delaunay refinement algorithms / element-wise algorithm / curved mesh generation algorithm / final non-linear solution algorithm / Delaunay refinement algorithm / CAD / /

URL

www.mcs.anl.gov/petsc / /

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