Conservative metric evaluation for high-order finite difference schemes with the GCL identities on moving and deforming grids

Abe Y.; Iizuka N.; Nonomura T.; Fujii K.

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Conservative metric evaluation for high-order finite difference schemes with the GCL identities on moving and deforming grids

机译：在移动和变形网格上具有GCL身份的高阶有限差分方案的保守度量评估

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来源
《Journal of Computational Physics》 |2013年第1期|共8页
作者
Abe Y.; Iizuka N.; Nonomura T.; Fujii K.;
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正文语种 eng
中图分类数学物理方法;
关键词
Body-fitted coordinates; Freestream preservation; Geometric conservation law; Moving and deforming grid; Volume conservation law; Vortex preservation;

机译：拟合坐标;自由流保存;几何守恒定律;移动和变形网格;体积守恒定律;涡旋保存;

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专利

1. Conservative metric evaluation for high-order finite difference schemes with the GCL identities on moving and deforming grids [J] . Abe Y., Iizuka N., Nonomura T., Journal of Computational Physics . 2013,第1期

机译：在移动和变形网格上具有GCL身份的高阶有限差分方案的保守度量评估
2. On high order finite-difference metric discretizations satisfying GCL on moving and deforming grids ? [J] . Bj?rn Sj?green, H.C. Yee, Marcel Vinokur Journal of Computational Physics . 2014,第Null期

机译：关于在移动和变形网格上满足GCL的高阶有限差分度量离散？
3. Conservative high-order flux-reconstruction schemes on moving and deforming grids [J] . Abe Yoshiaki, Haga Takanori, Nonomura Taku, Computers & Fluids . 2016,第Null期

机译：移动变形网格上的保守高阶通量重构方案
4. Fully-conservative high-order FR scheme on moving and deforming grids [C] . Yoshiaki Abe, Takanori Haga, Taku Nonomura, AIAA computational fluid dynamics conference;AIAA aviation forum . 2015

机译：移动和变形网格上的全保守高阶FR格式
5. High-order finite-difference schemes and their application to computational acoustics. [D] . Manthey, Joe Leo. 1997

机译：高阶有限差分方案及其在计算声学中的应用。
6. Coefficient datasets for high-order stable and conservative boundary schemes for central and compact finite differences [O] . P.T. Brady, D. Livescu 2019

机译：中心和紧凑有限差分的高阶稳定和保守边界方案的系数数据集
7. On high order finite-difference metric discretizations satisfying GCL on moving and deforming grids [O] . Björn Sjögreen, H.C. Yee, Marcel Vinokur 2014

机译：在移动和变形网格上满足GCL的高阶有限差分度量离散

Conservative metric evaluation for high-order finite difference schemes with the GCL identities on moving and deforming grids

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