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Mathematics / Arnoldi iteration / Generalized minimal residual method / Krylov subspace / Eigenvalue algorithm / Eigenvalues and eigenvectors / Iterative method / Matrix / ARPACK / Algebra / Numerical linear algebra / Linear algebra


Massively parallel linear stability analysis with P ARPACK for 3D uid ow modeled with MPSalsa? R.B. Lehoucq1 and A. G. Salinger1 Sandia National Laboratories?? P.O. Box 5800, MS 1110
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Document Date: 2001-12-20 15:48:34

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City

Boston / Phildelphia / Philadelphia / Albuquerque / Berlin / /

Company

J. N. Shadid S. A. / Lockheed Martin Company / G. L. Hennigan S. A. / Solving Linear Systems / Sandia Corportation / Sandia National Labs / SIAM Journal / Sandia National Laboratories / A. G. Salinger1 Sandia National Laboratories / Intel / Sparse Linear Systems / J. R. Hughes L. P. / /

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Facility

CVD reactor / /

IndustryTerm

non-equilibrium chemical reactions / disk chemical vapor deposition reactor / steady solution / chemical kinetics modeling / software implements / parallel software / generalized minimal residual algorithm / thermal energy transfer / dimensional systems / erent processors / similar systems / horizontal chemical vapor deposition reactor / nonsymmetric linear systems / chemical reaction kinetics / steady-state algorithm / steadystate solutions / parallel numerical algorithms / linear systems / cient dense matrix algorithms / /

Organization

United States Department of Energy / United States Department of Energy Applied Mathematical Sciences Program / Electrochemical Society / /

Person

Beth Burroughs / Karl Meerbergen / John Shadid / Greg H. Evans / Anne Greenbaum / Louis Romero / David Day / W. G. Breiland / Applied Parallel / Alastair Spence / Ray Tuminaro / Jack Dongarra / Dorte Olesen / Kaj Madsen / /

Position

High performance mp / /

ProvinceOrState

New Mexico / Pennsylvania / Massachusetts / /

PublishedMedium

Mathematics of Computation / Journal of Fluid Mechanics / Lecture Notes in Computer Science / /

Technology

50 processors / two 200Mhz Pentium Pro Processors / generalized minimal residual algorithm / heat transfer / html / two algorithms / Chemical Vapor Deposition / steady-state algorithm / erent processors / 200 Processors / massively parallel numerical algorithms / 100 processors / CGS algorithm / GMRES algorithm / 500 processors / 3 Algorithm / cient dense matrix algorithms / simulation / CVD / /

URL

www.sandia.gov/ASCI/TFLOP/Home / /

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