Efficiency Benchmarking of an Energy Stable High-Order Finite Difference Discretization

Edwin Theodorus Antonius van der Weide, G. Giangaspero, M Svärd

Research output: Contribution to journalArticleAcademicpeer-review

3 Citations (Scopus)

Abstract

In this paper, results are presented for a number of benchmark cases, proposed at the 2nd International Workshop on High-Order CFD Methods in Cologne, Germany, in 2013. A robust high-order-accurate finite difference method was used that was developed during the last 10–15 years. The robustness stems from the fact that the entire numerical procedure, including various kinds of boundary conditions, can be proven stable. This paper outlines the methodology, and it summarizes results presented at the workshop along with some more data and tests
Original languageUndefined
Pages (from-to)1845-1860
Number of pages16
JournalAIAA journal
Volume53
Issue number7
DOIs
Publication statusPublished - 21 Jan 2015

Keywords

  • METIS-309967
  • IR-94705

Cite this

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Efficiency Benchmarking of an Energy Stable High-Order Finite Difference Discretization. / van der Weide, Edwin Theodorus Antonius; Giangaspero, G.; Svärd, M.

In: AIAA journal, Vol. 53, No. 7, 21.01.2015, p. 1845-1860.

Research output: Contribution to journalArticleAcademicpeer-review

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AU - Svärd, M

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N2 - In this paper, results are presented for a number of benchmark cases, proposed at the 2nd International Workshop on High-Order CFD Methods in Cologne, Germany, in 2013. A robust high-order-accurate finite difference method was used that was developed during the last 10–15 years. The robustness stems from the fact that the entire numerical procedure, including various kinds of boundary conditions, can be proven stable. This paper outlines the methodology, and it summarizes results presented at the workshop along with some more data and tests

AB - In this paper, results are presented for a number of benchmark cases, proposed at the 2nd International Workshop on High-Order CFD Methods in Cologne, Germany, in 2013. A robust high-order-accurate finite difference method was used that was developed during the last 10–15 years. The robustness stems from the fact that the entire numerical procedure, including various kinds of boundary conditions, can be proven stable. This paper outlines the methodology, and it summarizes results presented at the workshop along with some more data and tests

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