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A numerical method for systems of conservation laws of mixed type admitting hyperbolic flux splitting

机译：混合型双曲线通量分裂守恒律系统的数值方法

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Chi-wang Shu; Oct M; Spane Adrminimration;
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年度 1992
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2. A NOTE ON THE STABILITY OF IMPLICIT-EXPLICIT FLUX-SPLITTINGS FOR STIFF SYSTEMS OF HYPERBOLIC CONSERVATION LAWS [J] . Zakerzadeh Hamed, Noelle Sebastian Communications in mathematical sciences . 2018,第1期

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3. Convergence of flux vector splitting schemes with single entropy inequality for hyperbolic systems of conservation laws [J] . Berthelin F Numerische Mathematik . 2005,第4期

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4. A Space-Time Discontinuous Galerkin Method fr the Time-Accurate Numerical Solution of Hyperbolic Conservation Laws [C] . R. B. Lowrie, P. L. Roe, B. van Leer AIAA computational fluid dynamics conference . 1995

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5. Numerical methods for conservation laws of mixed type. [D] . Gau, Huiing. 1995

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6. Discontinuous Galerkin methods for nonlinear scalar hyperbolic conservation laws: divided difference estimates and accuracy enhancement [O] . Xiong Meng, Jennifer K. Ryan -1

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7. A well-balanced flux-vector splitting scheme designed for hyperbolic systems of conservation laws with source terms [O] . Gosse L. 2000

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8. Numerical methods for systems of conservation laws of mixed type using flux splitting [R] . Shu, Chi-Wang 1990

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A numerical method for systems of conservation laws of mixed type admitting hyperbolic flux splitting

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