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An interior penalty variational multiscale method for high Reynolds number flows
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posted on 2023-06-08, 07:13 authored by E BurmanIn this paper we present a framework using C° interior penalty methods for computations of the Navier-Stokes equations at high Reynolds number. The method is motivated by a formal scale separation argument and then justified by a priori error estimates. As a possible measure of solution quality we propose to monitor the ratio between the artificial dissipation induced by the numerical method and the computed physical dissipation. We prove that for our method the artificial dissipation serves as an a posteriori error estimator.
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Publication status
- Published
Publisher
Springer Verlag BerlinExternal DOI
Page range
779-787Pages
8.0Presentation Type
- paper
Event name
Numerical mathematics and advanced applications: ENUMATH 2005Event location
Santiago de Compostela, SpainEvent type
conferenceEvent date
July 2005ISBN
978-3-540-34287-8Department affiliated with
- Mathematics Publications
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- No
Peer reviewed?
- Yes
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2012-02-06Usage metrics
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