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weifen
- Mathematica求解复杂偏微分方程的例子
a5
- 本程序通过求解偏微分方程，研究分部泵浦情况下的功率密度分布-This procedure by solving the partial differential equations to study the division of pump power density distribution of cases
equation
- 求解动力微分方程的数值解,包括位移、速度、加速度。-To solve the dynamic numerical solution of differential equation, including displacement, velocity and acceleration.
COMSOL
- comsol求解拉普拉斯方程，对于求解偏微分方程很重要-comsol solving the Laplace equation
huojianyunzainengli
- 使用龙格库塔法求解微分方程，建立火箭模型，大气密度用函数计算，对比两种改进型的高度，速度及距离随时间的变化规律。-Using the Runge-Kutta method to solve differential equations, build model rockets, air density is calculated using the function, comparison of the two modified height, speed and distance variat
qiujiefangcheng
- 计算求解二次微分方程实例，包括三角函数和直线代替求解，并计算二者的误差大小-Calculation of two cases of differential equations, including the trigonometric functions and linear instead of solving, and calculate the size of the error of the two