...
机译:放松跑步-Kutta方法:可压缩欧拉和Navier-Stokes方程的完全离散明确熵稳定方案
TU Braunschweig Inst Computat Math Univ Pl 2 D-38106 Braunschweig Germany;
King Abdullah Univ Sci &
Technol KAUST Extreme Comp Res Ctr ECRC Comp Elect &
Math Sci &
Engn Div CEMSE Thuwal 239556900 Saudi Arabia;
King Abdullah Univ Sci &
Technol KAUST Extreme Comp Res Ctr ECRC Comp Elect &
Math Sci &
Engn Div CEMSE Thuwal 239556900 Saudi Arabia;
King Abdullah Univ Sci &
Technol KAUST Extreme Comp Res Ctr ECRC Comp Elect &
Math Sci &
Engn Div CEMSE Thuwal 239556900 Saudi Arabia;
King Abdullah Univ Sci &
Technol KAUST Extreme Comp Res Ctr ECRC Comp Elect &
Math Sci &
Engn Div CEMSE Thuwal 239556900 Saudi Arabia;
Runge-Kutta methods; energy stability; entropy stability; monotonicity; strong stability; invariant conservation; conservation laws; fully discrete entropy stability; compressible Euler and Navier-Stokes equations;
机译:放松跑步-Kutta方法:可压缩欧拉和Navier-Stokes方程的完全离散明确熵稳定方案
机译:可压缩Navier-Stokes方程的最佳显式Runge-Kutta方法
机译:熵稳定的P-不合适的离散化,用于压缩Navier-Stokes方程的逐个份数属性
机译:应用于Euler和Navier-Stokes方程的熵稳定的不连续分割方法优化的显式跳动-Kutta方案
机译:不连续Galerkin的微分公式和可压缩的Euler和Navier-Stokes方程的相关方法。
机译:具有初始函数条件的可压缩Euler和Euler-Poisson方程的爆破现象
机译:放松跑步 - Kutta方法:可压缩欧拉和Navier - Stokes方程的完全离散明确熵稳定方案
机译:可压缩Navier-stokes方程的低存储,显式Runge-Kutta方案