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对于基本的的物理模型的的运算，及常见的计算方法有限差分法，及蒙洛卡特法等-For the calculation of basic physical models, and a common method of calculating the finite difference method, and Meng Luo Carter method
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下载文件列表
书中程序和图bmp figure code
...........................\chapter 2
...........................\.........\chapter 2 code
...........................\.........\..............\2.1.1Gauss
...........................\.........\..............\..........\demo_gauss.FOR
...........................\.........\..............\..........\demo_gauss.c
...........................\.........\..............\..........\demo_gauss_elim.m
...........................\.........\..............\..........\gauss.c
...........................\.........\..............\..........\gauss.for
...........................\.........\..............\..........\gauss_elim.m
...........................\.........\..............\2.1.2LU
...........................\.........\..............\.......\LUbksb.F90
...........................\.........\..............\.......\LUdcmp.F90
...........................\.........\..............\.......\demo_LU.F90
...........................\.........\..............\.......\demo_lu_decom.m
...........................\.........\..............\.......\lu_decom.m
...........................\.........\..............\2.1.3 Triplediagonalmatrix
...........................\.........\..............\..........................\demo_tri.m
...........................\.........\..............\..........................\demo_tridag.for
...........................\.........\..............\..........................\tri.m
...........................\.........\..............\..........................\tridag.for
...........................\.........\..............\2.1.4 Iteration_method
...........................\.........\..............\......................\demo_gsdl.c
...........................\.........\..............\......................\demo_gsdl.m
...........................\.........\..............\......................\demo_sor.F90
...........................\.........\..............\......................\demo_sor.m
...........................\.........\..............\......................\gsdl.c
...........................\.........\..............\......................\gsdl.m
...........................\.........\..............\......................\sor.F90
...........................\.........\..............\......................\sor.m
...........................\.........\..............\2.2.1Dichotomy
...........................\.........\..............\..............\bisect.m
...........................\.........\..............\..............\demo_bisect.f90
...........................\.........\..............\..............\demo_bisect.m
...........................\.........\..............\2.2.2Section
...........................\.........\..............\............\demo_secant.f90
...........................\.........\..............\............\demo_secant.m
...........................\.........\..............\............\secant.m
...........................\.........\..............\2.2.3Fixed_Point_Iteration
...........................\.........\..............\..........................\demo_iter.m
...........................\.........\..............\2.2.4Newton_iteration_method
...........................\.........\..............\............................\bisect.m
...........................\.........\..............\............................\bisect1.m
...........................\.........\..............\............................\demo_secant2.m
...........................\.........\..............\2.2.5Numerical_Nonlinearequations
...........................\.........\..............\.................................\DSNSE.C
...........................\.........\..............\.................................\DSNSE0.C
...........................\.........\..............\.................................\demo_dsense.m
...........................\.........\..............\.................................\demo_iteratepro.m
...........................\.........\..............\.................................\demo_newtonpro.m
...........................\.........\..............\............................