搜索资源列表
book-finite-differnce-for-ode-and-pde
- a good book on numerical pde and its miles !-a good book on numerical pde and its miles !
ODE
- 定步长ODE4、ODE5算法，用法和ode45相似 唯一不同的就是ode45是[t,y]=ode45(), 这个是y=ode4()，因为是定步长的-Fixed-step ODE4, ODE5 algorithms, usage, and the only difference is similar to ode45 ode45 is [t, y] = ode45 (), this is y = ode4 (), because the step length is fixed
WndODE
- 实现了一个3D游戏编程的框架，程序成功运行之后会看到球体和立方体发生碰撞之后分离，主要采用ODE(Open Dynamics Engine)处理碰撞。-Implements a 3D game programming framework, the program will see the successful operation of the sphere and the cube after a collision after separation, the main use of ODE (
lyap
- lyapunov exponent ode
eulers-method
- 用欧拉方法计算二阶常微分方法-computing two order ODE by euler s method....................
OgreOde-WalkingCharacter
- 用OgreOde创建一个会走动的角色，以ogre为渲染引擎，ode为物理引擎的第一步。-Will move with OgreOde create a role for the rendering engine to ogre, ode physics engine for the first step.
ornek-kod
- Euler s method to solve ODE
euler-array-soln
- Euler method to solve ODE, use arrays
ode-demo
- matlab工具箱中常微分方程组求解算例，注释详尽-matlab toolbox to solve differential equations often examples with notes in detail
ode
- 用各种方法求解初值问题微分方程，并分析误差。-Use various methods to solve the initial value problem of differential equation, and the error analysis.
pathdef
- ode solver for Improved Euler Algorithm
rkf45
- Metodo Runge Kutta per risolvere ODE
dopri54
- metodo runge kutta per risolvere ode
compareODEsols
- Solving IVP ODEs using Symbolic MATH "dsolve", Laplace Transforms and MuPAD for analytic solutions and ODE45, ODE113 and Simulink for numeric solutions of the given 2nd order ODE is shown in this scr ipt.
ODE_solver
- This is a program for solving first order ODE s with initial condition using Euler method.
RANGEKUTTA_ODE
- THIS PROGRAM IS TO SOLVE THE 4TH ODE & THE RUNGE KUTTA IS USED IN ORDER TO SOLVE THE EQ <<SIN(X)*Y""=(1-X^2)*Y" -X*Y"-Y -Y+EXP(3*X)>> & THE BOUNDARY CONDITIONS ARE AS FOLLOW: Y=W1 Y =W2=F1 Y"=W3=F2 Y =W4=F3 F4=(1/SIN(X))*[(1-
ode
- shrodinger equation for quantum well in laser
saxplaxltest31
- Runge Kutta Fehlberg方法求解微分方程 有实例 和方法-Runge Kutta Fehlberg method for ode
backeuler
- 后向欧拉方法求解微分方程的初值问题，运用牛顿迭代解决implicit-backward euler solver for ODE
pc
- predicator and corrector 方法求解微分方程初值问题，是很成熟的常用方法。-predicator and corrector method to solve the ODE IVP problem, very useful and accuary