the Runge–Kutta methods (German pronunciation: are an important family of implicit and explicit iterative methods for the approximation of solutions of ordinary differential equations. These techniques were developed around 1900 by the German mathematicians C. Runge and M.W. Kutta.

rungekutta
..........\cooper.bmp
..........\Cooper.m
..........\cooper0.1.bmp
..........\cooper1.bmp
..........\cooper25.bmp
..........\coopererror0.1.bmp
..........\coopererror1.bmp
..........\coopererror25.bmp
..........\CooperPhi.asv
..........\CooperPhi.m
..........\DIRK0.1.bmp
..........\DIRK1.bmp
..........\DIRK25.bmp
..........\DIRKERROR0.1.bmp
..........\DIRKERROR1.bmp
..........\DIRKERROR25.bmp
..........\ffun1.m
..........\ffun2.m
..........\fun3.m
..........\fun4.m
..........\phi_runge.asv
..........\phi_runge.m
..........\phi函数伪代码.txt
..........\rkm4.bmp
..........\RKM46.m
..........\rkm4error.bmp
..........\RKM5.m
..........\RKM5Phi.m
..........\RKMPhi46.asv
..........\RKMPhi46.m
..........\RKMPhi57.asv
..........\RKMPhi57.m
..........\rungekutta.docx
..........\rungekutta.zip
..........\Runge_Kutta.m
..........\runge函数伪代码.txt
..........\testcooper.asv
..........\testcooper.m
..........\testRKM46.m
..........\testRKM5.asv
..........\testRKM5.m
..........\testrunge.asv
..........\testrunge.m
..........\函数伪代码.txt
..........\数值解.bmp
..........\比较.bmp
..........\精确解.bmp
..........\误差.bmp

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