EDA365电子论坛网

标题: 分享常微分数值求解算法,显式4阶龙格-库塔算法。 [打印本页]

作者: Colbie    时间: 2020-7-27 09:52
标题: 分享常微分数值求解算法,显式4阶龙格-库塔算法。
1 j: `9 }1 `* _: X0 P

+ Y* L, W5 g. k- f分享常微分数值求解算法,显式4阶龙格-库塔算法。- h/ D2 s. L8 W  U
Fourth Order Runge-Kutta Method for Ordinary Differential % P7 y6 Q7 l& N" H  m7 T
Equation using Matlab Basic Codes& b5 f* ^+ r0 \
Question: Use Runge-Kutta method for systems to solve the following
9 B9 c  X' r1 C3 G/ x* W. [systems and draw their state paths in the state space of (x,y):. v, d4 g# l6 v; l; @  B: g7 B9 E5 L# p
(a) Solve with x(0)=4 and y(0)=1 over [0,8]
& P8 ~" }, `. a* wusing h=0.1.
2 w. W0 k  e6 F$ u+ e) @) n  Q& ASolution: Using the following program, we can apply fourth order
; {1 ?! m9 j  j8 hRunge-Kutta method for this problem.
' H+ m2 M' k1 h0 A* p- a
作者: hope123    时间: 2020-7-27 13:10
常微分数值求解算法,这个算法不错。
作者: momone    时间: 2020-7-27 13:10
看看楼主分享的库塔算法。




欢迎光临 EDA365电子论坛网 (https://bbs.eda365.com/) Powered by Discuz! X3.2