产品详情
说明： 这是数值计算中的一章——偏微分方程的数值计算的代码，里面包含了很多个
(This is a numerical calculation of the chapter- partial differential equations of the numerical calculation of the code, which contains a lot of chengx)
(This is a numerical calculation of the chapter- partial differential equations of the numerical calculation of the code, which contains a lot of chengx)
文件列表：
第16章 偏微分方程的数值解法 - 副本
...................................\DKIniU.m,48,2015-01-04
...................................\EllIni2Uxl.m,56,2015-01-04
...................................\EllIni2Uxr.m,60,2015-01-04
...................................\EllIni2Uyl.m,54,2015-01-04
...................................\EllIni2Uyr.m,99,2015-01-04
...................................\Funval.m,253,2015-01-04
...................................\Ini2U.m,67,2015-01-04
...................................\peDKExp.m,425,2015-01-04
...................................\peDKSam.m,357,2015-01-04
...................................\peEllip5.m,2317,2015-01-04
...................................\peEllip5m.m,2202,2015-01-04
...................................\peHypb2FL.m,820,2015-01-04
...................................\peHypb2JBYW.m,16,2015-01-04
...................................\peHypb2LF.m,602,2015-01-04
...................................\peHypbBW.m,384,2015-01-04
...................................\peHypbLax.m,338,2015-01-04
...................................\peHypbLaxW.m,388,2015-01-04
...................................\peHypbMC.m,427,2015-01-04
...................................\peHypbMLW.m,446,2015-01-04
...................................\peHypbRich.m,459,2015-01-04
...................................\peHypbYF.m,576,2015-01-04
...................................\peParabExp.m,313,2015-01-04
...................................\peParabImp.m,642,2015-01-04
...................................\peParabKN.m,812,2015-01-04
...................................\peParabTD.m,492,2015-01-04
...................................\peParabWegImp.m,918,2015-01-04
...................................\PrIniU.m,53,2015-01-04
...................................\DKIniU.m,48,2015-01-04
...................................\EllIni2Uxl.m,56,2015-01-04
...................................\EllIni2Uxr.m,60,2015-01-04
...................................\EllIni2Uyl.m,54,2015-01-04
...................................\EllIni2Uyr.m,99,2015-01-04
...................................\Funval.m,253,2015-01-04
...................................\Ini2U.m,67,2015-01-04
...................................\peDKExp.m,425,2015-01-04
...................................\peDKSam.m,357,2015-01-04
...................................\peEllip5.m,2317,2015-01-04
...................................\peEllip5m.m,2202,2015-01-04
...................................\peHypb2FL.m,820,2015-01-04
...................................\peHypb2JBYW.m,16,2015-01-04
...................................\peHypb2LF.m,602,2015-01-04
...................................\peHypbBW.m,384,2015-01-04
...................................\peHypbLax.m,338,2015-01-04
...................................\peHypbLaxW.m,388,2015-01-04
...................................\peHypbMC.m,427,2015-01-04
...................................\peHypbMLW.m,446,2015-01-04
...................................\peHypbRich.m,459,2015-01-04
...................................\peHypbYF.m,576,2015-01-04
...................................\peParabExp.m,313,2015-01-04
...................................\peParabImp.m,642,2015-01-04
...................................\peParabKN.m,812,2015-01-04
...................................\peParabTD.m,492,2015-01-04
...................................\peParabWegImp.m,918,2015-01-04
...................................\PrIniU.m,53,2015-01-04
