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Flux Jacobian Matrices and Generaled Roe Average for an Equilibrium Real Gas

机译：均衡真实气体的通量雅可比矩阵和Geneeled Roe平均值

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摘要

Inviscid flux Jacobian matrices and their properties used in numerical solutions of conservation laws are extended to general, equilibrium gas laws. Exact and approximate generalizations of the Roe average are presented. Results are given for one-dimensional flow, and then extended to three-dimensional flow with time-varying grids.

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作者
Vinokur, M.;
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年度 1988
页码 p.1-19
总页数 19
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Equilibrium flow; Flux density; Jacobi matrix method; Real gases; Conservation laws; Inviscid flow; Three dimensional flow;

机译：平衡流;通量密度;雅可比矩阵法;真实气体;守恒定律; Inviscid流;三维流动;

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8. Flux Jacobian matrices and generaled Roe average for an equilibrium real gas [R] . Vinokur, Marcel 1988

机译：通量雅可比矩阵和均衡的实际气体的平均Roe平均值

Flux Jacobian Matrices and Generaled Roe Average for an Equilibrium Real Gas

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