典型文献
Development of a Balanced Adaptive Time-Stepping Strategy Based on an Implicit JFNK-DG Compressible Flow Solver
文献摘要:
A balanced adaptive time-stepping strategy is implemented in an implicit discontinuous Galerkin solver to guarantee the temporal accuracy of unsteady simulations.A proper rela-tion between the spatial,temporal and iterative errors generated within one time step is constructed.With an estimate of temporal and spatial error using an embedded Runge-Kutta scheme and a higher order spatial discretization,an adaptive time-stepping strategy is proposed based on the idea that the time step should be the maximum without obvi-ously influencing the total error of the discretization.The designed adaptive time-stepping strategy is then tested in various types of problems including isentropic vortex convec-tion,steady-state flow past a flat plate,Taylor-Green vortex and turbulent flow over a cir-cular cylinder at Re=3 900.The results indicate that the adaptive time-stepping strategy can maintain that the discretization error is dominated by the spatial error and relatively high efficiency is obtained for unsteady and steady,well-resolved and under-resolved simulations.
文献关键词:
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作者姓名:
Yu Pan;Zhen-Guo Yan;Joaquim Peiró;Spencer J.Sherwin
作者机构:
Department of Aeronautics,Imperial College London,London,UK;State Key Laboratory of Aerodynamics,China Aerodynamics Research and Development Center,Mianyang 621000,Sichuan,China
文献出处:
引用格式:
[1]Yu Pan;Zhen-Guo Yan;Joaquim Peiró;Spencer J.Sherwin-.Development of a Balanced Adaptive Time-Stepping Strategy Based on an Implicit JFNK-DG Compressible Flow Solver)[J].应用数学与计算数学学报,2022(02):728-757
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AB值:
0.610744
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