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An Unsteady Adaptation Algorithm for Discontinuous Galerkin Discretizations of the RANS Equations Todd A. Oliver∗ and David L. Darmofal† Department of Aeronautics and Astronautics Massachusetts Institute of Technolog
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Document Date: 2008-02-08 10:17:33

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City

Cambridge / /

Company

D. Inc. / /

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Facility

Astronautics Massachusetts Institute of Technology / American Institute of Aeronautics / /

IndustryTerm

oscillatory solution / steady algorithm / adaptation algorithms / adaptation algorithm / output-based adaptation algorithm / adjoint solution / steady state flow solution / unsteady adaptation algorithm / unsteady adaptation algorithms / unsteady algorithm / unsteady solution / unsteady and standard algorithms / error estimation algorithm / steady state solution / primal solution / /

Organization

Equations Todd A. Oliver∗ and David L. Darmofal† Department of Aeronautics / American Institute of Aeronautics / American Institute of Aeronautics and Astronautics When / Massachusetts Institute of Technology / /

Person

David L. Darmofal / /

Position

Hb / Associate Assistant / Γi vhT Hb / SA model in this region / Professor / Senior Member AIAA / /

ProgrammingLanguage

J / R / DC / /

ProvinceOrState

Massachusetts / /

Technology

adaptation algorithm / Av / adaptation algorithms / output-based adaptation algorithm / error estimation algorithm / unsteady adaptation algorithm / steady algorithm / simulation / unsteady algorithm / unsteady adaptation algorithms / following unsteady algorithm / /

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