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In this paper we address the challenges of adjoint based mesh adaptation in the setting of industrial CFD, characterized by complex geometry and high Reynolds numbers. We use a space-time finite element discretization of the NS equations, and we focus on the challenges of massively parallel algorithms and the mathematical formulation of the NS equations. | In this paper we address the challenges of adjoint based mesh adaptation in the setting of industrial CFD, characterized by complex geometry and high Reynolds numbers. We use a space-time finite element discretization of the NS equations, and we focus on the challenges of massively parallel algorithms and the mathematical formulation of the NS equations. | ||
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<pdf>Media:Draft_Content_342558712A_IDC6_143.pdf</pdf> | <pdf>Media:Draft_Content_342558712A_IDC6_143.pdf</pdf> | ||
Latest revision as of 16:55, 26 June 2021
Summary
In this paper we address the challenges of adjoint based mesh adaptation in the setting of industrial CFD, characterized by complex geometry and high Reynolds numbers. We use a space-time finite element discretization of the NS equations, and we focus on the challenges of massively parallel algorithms and the mathematical formulation of the NS equations.
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Published on 26/06/21
Submitted on 26/06/21
Volume MS05 Mesh Adaptation Techniques for Numerical Simulation, 2021
DOI: 10.23967/admos.2021.016
Licence: CC BY-NC-SA license
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