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mtl_ode_sim_RK2ndmethod
- CFD（计算流体力学）中ODE下RK（RungeKutta）2的计算编程方法。-CFD (computational fluid dynamics) in the ODE under the RK (RungeKutta) 2 programming method of calculation.
ODE
- 多种常微分方程的数值算法程序。包括常用的RungeKutta算符以及Euler算法-A variety of ordinary differential equations of the numerical algorithm of the procedure. Including the operator, as well as RungeKutta commonly used Euler algorithm, etc.
rungekutta.cpp
- runge kutta method for finding unknowns
RungeKutta
- 研究生课程：数值分析课后题：定步长四阶Runge-Kutta法求方程组（完全个人编写）-Runge-Kutta；Numerical Analysis
RungeKutta
- runge-kutta，包括eula,中点公式等二阶及4阶的runge-kutta方法-runge-kutta, including the eula, and 4 mid-point formula and other second-order runge-kutta method
VDP
- vdp 龙格库塔.计算机模拟。计算物理。毕业论文。程序-vdp Long Ge Kulun。RungeKutta.computer stimulation
RungeKutta
- Java code ofr the Runge Kuta method
rungekutta
- solving ordinary differential equations
Chua
- chua matlab model simple analysis A solution of these equations (I3,V2,V1)(t) starting from an initial state (I3,V2,V1)(0) is called a trajectory of Chua s oscillator. This function uses a RungeKutta integration method optimised for th
FPU-rungekutta-T-N
- 一维格点模型的热传导中温度随各个格点的分布曲线求法，还可以求热导率-Themoal conduction in 1D lattice model
rungekutta
- runge kutta方法求解常微分方程-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
RK4
- 求解常微分方程的龙格-库塔（Runge - Kutta）法-Ordinary differential equations RungeKutta method
rungekutta
- Runge kutha to sequationolve a simple
PremioNumerica
- MATLAB code for EDO and RungeKutta methods
RungeKutta
- Runge–Kutta algorithm with matlab
runge-kutta-master
- RungeKutta法的并行实现。对于想用CUDA实现RungeKutta并行的人有一定的帮助。-Parallel RungeKutta law implementation. For those who want to achieve with CUDA parallel RungeKutta people have some help.
rungekutta
- 龙格库塔法，计算方法作业，matlab源代码，内有说明-Runge-Kutta method, calculation methods work, matlab source code, there are instructions
RungKutta
- 四阶龙格库塔算法。deltaT为积分步长，XX为X_k,X_next为X_k+1，Control以及Param为用户可选参数。微分方程在deriv中定义。-RungeKutta,where deltaT refers to the step size, XX refers to X_k, X_next refers to X_k+1, Control and Param is user defined parameters. The differential equation should be
RungeKutta
- 龙格库塔法求解常微分方程的程序，以西安交通大学研究生《数值分析》习题为例，可通用-Runge-Kutta method for solving ordinary differential equations procedures to Xi' an Jiaotong University graduate student, " Numerical analysis" exercises, for example, can be common
RungeKutta
- 给出了四阶龙格库塔算法求解微分方程的具体过程和实现方法。- Given the detailed process and method of four order Runge Kutta algorithm for solving differential equations.