Simulating time harmonic flows with the regularized L-BGK method
A recent improvement of the lattice BGK model, based on a regularization of the precollision distribution function, is applied to three dimensional Womersley flow. The accuracy and the stability of the model are essentially improved by using this regularization. A good agreement with analytical Wome...
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sg-ntu-dr.10356-960392020-05-28T07:19:06Z Simulating time harmonic flows with the regularized L-BGK method Axner, Lilit Latt, Jonas Hoekstra, Alfons G. Chopard, Bastien Sloot, Peter M. A. School of Computer Engineering A recent improvement of the lattice BGK model, based on a regularization of the precollision distribution function, is applied to three dimensional Womersley flow. The accuracy and the stability of the model are essentially improved by using this regularization. A good agreement with analytical Womersley solution is presented, as well as an improvement of the accuracy over standard L-BGK. Numerical stability of the scheme for a range of Reynolds and Womersley numbers is also presented, demonstrating an enhancement of the stability range of L-BGK for this type of flows. 2013-06-10T07:40:56Z 2019-12-06T19:24:47Z 2013-06-10T07:40:56Z 2019-12-06T19:24:47Z 2007 2007 Journal Article Axner, L., Latt, J., Hoekstra, A. G., Chopard, B., & Sloot, P. M. A. (2007). Simulating time harmonic flows with the regularized L-BGK method. International Journal of Modern Physics C, 18(4), 661-666. https://hdl.handle.net/10356/96039 http://hdl.handle.net/10220/10129 10.1142/S0129183107010917 en International journal of modern physics C © 2007 World Scientific Publishing Company. |
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A recent improvement of the lattice BGK model, based on a regularization of the precollision distribution function, is applied to three dimensional Womersley flow. The accuracy and the stability of the model are essentially improved by using this regularization. A good agreement with analytical Womersley solution is presented, as well as an improvement of the accuracy over standard L-BGK. Numerical stability of the scheme for a range of Reynolds and Womersley numbers is also presented, demonstrating an enhancement of the stability range of L-BGK for this type of flows. |
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School of Computer Engineering |
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School of Computer Engineering Axner, Lilit Latt, Jonas Hoekstra, Alfons G. Chopard, Bastien Sloot, Peter M. A. |
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Article |
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Axner, Lilit Latt, Jonas Hoekstra, Alfons G. Chopard, Bastien Sloot, Peter M. A. |
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Axner, Lilit Latt, Jonas Hoekstra, Alfons G. Chopard, Bastien Sloot, Peter M. A. Simulating time harmonic flows with the regularized L-BGK method |
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Axner, Lilit |
title |
Simulating time harmonic flows with the regularized L-BGK method |
title_short |
Simulating time harmonic flows with the regularized L-BGK method |
title_full |
Simulating time harmonic flows with the regularized L-BGK method |
title_fullStr |
Simulating time harmonic flows with the regularized L-BGK method |
title_full_unstemmed |
Simulating time harmonic flows with the regularized L-BGK method |
title_sort |
simulating time harmonic flows with the regularized l-bgk method |
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2013 |
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https://hdl.handle.net/10356/96039 http://hdl.handle.net/10220/10129 |
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1681056304369500160 |