搜索资源列表
findiff
- matlab求解两点边值问题的常微分方程组。追赶法求解。-chasing method for solving ODE bvps
BVP_tutorial
- 求解常微分方程组的bvp解算器的使用说明和教程和实例-tutorial and documentary and examples for ODE bvp
bvp6c
- 高精度的matlab求微分方程组的边值问题的bvp6 c的解算器，精度高于常用的bvp4c。-bvp6c solver for ode bvps in matlab
fukebai
- 傅科摆的matlab模拟程序，有考虑一次阻力，二次阻力。同时有一个word描述。学习matlab ode的好代码-Foucault pendulum matlab simulation program, considered a resistance, secondary resistance. At the same time there is a word descr iption. Code of good learning matlab ode
code2
- The zip file contains 3 matlab files for solving ODE s and 3 other pdf files
MATLAB
- ODE function 求解一阶线性常微分方程-ODE function for solving first-order linear ordinary differential equations
double-pendulum
- In order to model the chaotic motion of the double pendulum,i am going to use Matlab solving the problem using numerical methods such as Rung-Kutta and Ordinary Differential Equations (ODE).-In order to model the chaotic motion of the double pendulum
noncontrol-ballistic-simulation
- Matlab编写的纵向平面内无控弹道仿真程序，（内含气动数据），采用线性插值与4阶龙格库塔法解算常微分方程组-The longitudinal plane Matlab prepared uncontrolled trajectory simulation program (includes aerodynamic data), using linear interpolation with four first-order Runge-Kutta method ODE solver
15-changweifenfangcheng-chuzhiwenti
- 常微分方程-初值问题【matlab例程】经典算法直接应用方便快捷-ODE- convenient initial value problem [] classical algorithm matlab routines direct application
Ruger-Kutta
- 四阶龙格库塔算法C语言求解常微分方程，开发运行环境Visual-C-Fourth-order Runge-Kutta algorithm for solving ODE C language, development environment Visual-C++ run
maple-in-Science-and-Technology
- Maple和Matlab是公式推导和计算的软件，最早是理论物理工作者为简化在原子核有关的公式推导而产生的。后来被用在极其复杂的公式推导和程序编制中。 作为现代科技的前沿数值计算，三维流体力学以及电磁学方程，核工程的方程在曲线坐标情况下，都是十分复杂的。仅仅流体力学的三个动量方程的项数就超过2532项，能量方程就有1583项，应力张量有954项，牵涉到湍流和边界条件的处理负复杂度还会加倍。 常微分方程也越来越复杂，多发动机停车的系统方程组用A4纸打印出来有800多页，所以这些高科技计算仅就
LSODE_P
- ODE Solver fo rtran-ODE Solver for fortran
PD
- An example of PD controller applied to ODE kinematic nonlinear model.
ode45_rockingblock
- 一个刚性块体的ode数值解，激励为正弦函数-a code for rocking block
Adams
- 用四阶Adams预测校正方法求解常微分方程的源代码-With a fourth-order Adams predictor-corrector method for solving ODE source code
rossler
- Simulation of Rossler ODE
Numerical-solution-of-ODE
- 常微分方程的数值解法:四阶龙格-库塔方法的算法，相应的函数子程序,解决实际问题-Numerical solution of ordinary differential equations: algorithm of the fourth-order runge-kutta method , the corresponding function subroutine, solving practical problems with the method
FEM
- 通过Matlab编制的有限单元法工具箱，能够对一维、二维与三维的问题进行求解！-Finite Element Toolbox Ver. 2.1 =============================== Date: 2002-04-01 Author: B. Rasmus Anthin. WHAT IS IT This is a toolbox for computing ODEs or PDEs in BVPs using FEM
ode
- 此代码是用4阶龙克库塔方法求解二阶差分方程的钟摆问题，仿真了阻尼，非阻尼，有外部驱动，无外部驱动，相空间轨迹等内容。-This code is a 4-order Runge Kutta pendulum method to solve the problem of second order differential equations, simulated damping, non-damping, external drive, no external drives, phase space
BS32tx-
- matlab常微分方程初值问题求解，简化版的bs32()算法-matlab ODE initial value problem solving, a simplified version of bs32 () method