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Adjoint equation / Differential calculus / Discretization error / Computational fluid dynamics / Dual space / Mathematics / Linear algebra / Functional analysis


Output-Based Error Estimation and Mesh Adaptation in Computational Fluid Dynamics: Overview and Recent Results Krzysztof J. Fidkowski ∗ University of Michigan, Ann Arbor, MI[removed]David L. Darmofal †
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Document Date: 2009-01-07 18:00:06

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File Size: 2,72 MB

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Cambridge / /

Company

Cessna Aircraft Co. / /

Facility

Fran¸cois-Xavier Bagnoud Building / University of Wyoming / Massachusetts Institute of Technology / University of Michigan / American Institute of Aeronautics / /

IndustryTerm

aerospace engineering / then computing nonlinear fluxes / open-loop solution / oscillatory adjoint solutions / suitable inner product / reconstruction operator / Output adjoint solutions / approximate solution / adjoint solution / continuous solution / Concurrent primal-adjoint solutions / finite element solution / sample adjoint solution / continuous primal solution / a posteriori energy norm error estimates / attractive tool / aerospace engineering applications / primal solution / /

Organization

University of Michigan / Ann Arbor / University of Wyoming / American Institute of Aeronautics / Associate Department / Department of Aerospace Engineering / Massachusetts Institute of Technology / /

Person

Giles / Pierce / /

Position

Assistant Professor / representative / Head / Associate Professor / /

ProvinceOrState

Wyoming / Massachusetts / Michigan / /

Technology

Fluid Dynamics / simulation / /

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