Application of the Method of Fractional Steps to Hyperbolic Equations

Application of the Method of Fractional Steps to Hyperbolic Equations
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分数步法在双曲方程中的应用

DOI:
10.1007/978-3-642-65108-3_3
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发表时间:
1971
期刊:
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影响因子:
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通讯作者:
N. N. Yanenko
N. N. Yanenko
中科院分区:
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文献类型:
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作者:
N. N. Yanenko

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加权方案(3.1. 10)给出了已知的计算公式,包括显式优数格式(IXI= 0,{JI= 1; 1X 2 = 0,(J2= 1)),隐式优数格式(IXI= 0,{JI= 1; 1X 2 = 1,(J2= 0))和二阶精度格式(IX.= 1X 2 = 0,(J2 = 1))。{J.= 1/2,s= 1,2)1. (b)”十字架”计划
The weighted scheme (3.1. 10) gives us the known formulas for running computation, including the explicit majorant scheme (IXI= 0,{JI= 1; 1X2= 0,(J2= 1); the implicit majorant scheme (IXI= 0,{JI= 1; 1X2= 1,(J2= 0); and the scheme of second order accuracy (IX.={J.= 1/2, s= 1, 2) 1.(b) The" cross" scheme