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A Conservative Sharp-Interface Numerical Method for Two-dimensional Compressible Two-phase Flows
被引:0
|作者:
Xiao Bai
Maojun Li
机构:
[1] Anhui Polytechnic University,School of Mathematics
[2] University of Electronic Science and Technology of China,Physics and Finance
来源:
Journal of Scientific Computing
|
2023年
/
97卷
关键词:
Discontinuous Galerkin method;
Compressible two-medium flows;
Cut cell method;
Flux-merging;
Conserved quantity-mixing;
65M60;
76T06;
76T10;
D O I:
暂无
中图分类号:
学科分类号:
摘要:
In this work, a conservative sharp-interface numerical method is developed to simulate compressible two-medium flows with a free interface. In the method, the cut-cell method is introduced to achieve a sharp interface. To avoid the complicated geometric cell merging approach in the cut-cell method, the small cut cells are updated using a flux/conserved variable merging/mixing method that considers the type of small cut cells (general, singular, and vanished). In addition, the residual conserved quantity is redistributed to ensure conservation during the re-initialization process of the level set function. Moreover, to handle thin or small-scale structures where the numerical oscillation may appear, the mixing cut-cell and ghost fluid method is adopted to update these cut cells with a conserved variables mixing approach. Various numerical tests are performed to verify the conservation and robustness of the proposed method.
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