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基于matlab编程的龙格库塔解题方法,介绍比较详细-Problem solving based on the Matlab programming of Runge-Kutta method, a more detailed introduction
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MATLAB MATRIX FORMULATON OF INDUCTION MACHINE STATE EQUATIONS with runge kutta ode45
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龙格库塔78阶积分器,matlab语言。可设置积分参数。缺点是中间过程在积分区间较大是无法显示。-78-order Runge-Kutta integrator, the Matlab language. You can set the integration parameters. The disadvantage is that the intermediate process in the larger integration interval can not be displayed.
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1.用四阶 Runge-Kutta 法求数值积分的函数为 RK4
2.此函数的入口参数为:系统维数 dimension,仿真时间 tspan 。
3.tspan 的格式为 [a:h:b] . 其中 a 表示起始时间,h 表示步长,b 表示终止时间。
4.仿真模型的状态方程、输出方程的系数矩阵以及系统初值均存放于文件 input information.txt 中。
5.仿真结果存放于文件 result.txt 中。
6.运行举例:
将 M 文件 RK4.m 和 inpu
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R 四阶经典的龙格-库塔公式的matlab实现 Other systems 其他 172-R fourth-order classical Runge- Kutta formula matlab Other systems other 172 ...
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runge kutta method in matlab
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四阶龙格-库塔算法的matlab程序实现-Fourth-order Runge-Kutta algorithm matlab program
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龙格库塔二、三、四阶算法 matlab形式 适合初学者-Runge-Kutta Third, fourth-order algorithm matlab form suitable for beginners to see
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GPS/捷联惯导组合导航中的龙格库塔法的解算,在matlab程序中使用-Runge-Kutta method for solving GPS/SINS integrated navigation, matlab program
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ADRC即自抗扰控制器的matlab仿真程序,包括离散法求输出和龙格库塔法求输出两个M文件。已编译过,参数调好了。-ADRC since the anti-rejection controller matlab simulation program, including the discrete method for the output and the Runge-Kutta method seeking output two M-files. Has been compiled, the p
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捷联惯导中用于计算四元数微分方程的四阶龙格库塔法matlab程序-SINS quaternion differential equations used to calculate the fourth-order Runge-Kutta method matlab program
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四阶龙格-库塔法的MATLAB实现,给出了程序源代码。-Fourth-order Runge- Kutta method MATLAB implementation
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都是matlab中经典的函数与方程代码,如埃特金插值,复合求积公式,用欧拉法求一阶常微分方程的数值解,龙格库塔法等-All matlab functions and equations of classical code, such as Aitken interpolation, composite quadrature formula, the first-order Euler method for the numerical solution of ordinary differenti
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matlab仿真微分方程,分别用欧拉法,改进欧拉法,龙格库塔法,四阶adams显式隐式算法对比精度。-matlab simulation of differential equations, respectively, with Euler, improved Euler method, Runge-Kutta method, fourth-order implicit algorithm adams explicit comparison accuracy.
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解微分方程的欧拉法,龙格-库塔法及其 MATLAB 简单 实例欧拉方法(Euler method)用以对给定初值的常微分方程(即初值问题)求解 分为前进 EULER 法、后退 EULER 法-Solution of differential equations of Euler, Runge- Kutta method and MATLAB simple example Euler (Euler method) for a given initial value ordinary differe
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matlab 程序代码 线性系统 龙格库塔法 可以解微分方程-matlab code linear system can solve differential equations Runge-Kutta method
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解一阶微分方程的matlab龙格库塔法计算程序算例-Solution of first-order differential equations Runge-Kutta method matlab program examples
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常微分方程组的四阶RungeKutta龙格库塔法matlab实现-Fourth-order Runge-Kutta method matlab RungeKutta of ordinary differential equations to achieve
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考虑了轰炸机水平轰炸时投弹方向与载机速度方向不一致的情况,研究了投射炸弹的运动轨迹并建立了一组弹道方程,最后通过MATLAB采用龙格-库塔法求解轰炸弹道。-Considered inconsistent with the carrier aircraft bomb direction speed horizontal direction bombers bombing case study projected trajectory of the bomb and the establishmen
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Runge–Kutta algorithm with matlab
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