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A Well-Balanced Scheme Using Non-Conservative Products Designed for Hyperbolic Systems of Conservation Laws With Source Terms

机译：使用非保守产品的均衡方案，用于源代码术语的双曲守恒律系统

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Laurent Gosse;
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年度 2001
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1. A well-balanced scheme using non-conservative products designed for hyperbolic systems of conservation laws with source terms [J] . Gosse L. Mathematical models and methods in applied sciences . 2001,第2期

机译：一个使用非保守产品的均衡方案，该方案设计用于带有源项的双曲守恒律系统
2. Well-balanced high-order centred schemes for non-conservative hyperbolic systems. Applications to shallow water equations with fixed and mobile bed [J] . Alberto Canestrelli, Annunziato Siviglia, Michael Dumbser, Advances in Water Resources . 2009,第6期

机译：非保守双曲系统的均衡高阶中心方案。固定床和移动床在浅水方程中的应用
3. WELL-BALANCED SCHEMES FOR CONSERVATION LAWS WITH SOURCE TERMS BASED ON A LOCAL DISCONTINUOUS FLUX FORMULATION [J] . Karlsen KH, Mishra S, Risebro NH Mathematics of computation . 2009,第265期

机译：基于局部不连续通量公式的具有源条款的守恒律均衡方案
4. Applications of space-time conservation schemes to conservation laws with stiff source terms [C] . Zhang Zengchan, Shen Mengyu Proceedings of the Third international conference on fluid mechanics . 1998

机译：时空保护方案在具有严格来源条件的保护法中的应用
5. High order well-balanced numerical schemes for hyperbolic systems with source terms. [D] . Xing, Yulong. 2006

机译：带源项的双曲系统的高阶均衡数值方案。
6. A Well-Balanced Path-Integral f-Wave Method for Hyperbolic Problems with Source Terms [O] . Randall J. LeVeque -1

机译：具有源术语的双曲线问题的良好平衡的路径 - 积分F波方法
7. A well-balanced flux-vector splitting scheme designed for hyperbolic systems of conservation laws with source terms [O] . Gosse L. 2000

机译：具有源项的双曲守恒律系统设计的均衡通量矢量分裂方案
8. High-Resolution Lax-Friedrichs Scheme for Hyperbolic Conservation Laws withSource Terms: Application to Shallow Water Equations [R] . Erbes, G. 1992

机译：具有源项的高分辨率Lax-Friedrichs双曲守恒律方案：浅水方程的应用

A Well-Balanced Scheme Using Non-Conservative Products Designed for Hyperbolic Systems of Conservation Laws With Source Terms

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