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numerical
- 求解二阶变系数常微分方程,主要用于涡激振动中频率响应的计算-Solving second-order ordinary differential equations with variable coefficients
SHUZHIFENXI_(7-7)_CHAPTER7
- 数值分析_(7-7)_第7章__常微分方程数值解法.ppt-Numerical analysis _ (7-7) _ Chapter 7 __ numerical solution of ordinary differential equations. Ppt
adams
- m=3开型阿达姆斯公式分析常微分方程初值问题的稳定性，主要研究在广泛应用领域中进行科学工程计算时经常出现的常微分方程数值求解的稳定性问题，理解设计数值求解算法不仅要求具有收敛性还需特别重视稳定性。-m = 3-open Adams ordinary differential equation analysis of the stability of the initial value problem, the main problem of the stability studies often
Euler_method
- 用matlab编写的欧拉方法求解常微分方程：数值分析中很经典的代码-a procedure of Euler method solve pde
RK_method
- 用matlab编写的龙格库塔法求解常微分方程：数值分析中很经典的代码-a matlab code of rk solve pde
Fourth-order-Runge_Kutta_Gill
- 四阶Runge_Kutta_Gill法求解常微分方程，需要初值-Fourth-order method for solving ordinary differential equations Runge_Kutta_Gill
shuzhijisuan
- 利用matlab语言进行方程数值计算包括平方根法、改进的平方根法、追赶法求解三对角方程，Taylor解常微分方程等-Using matlab language for numerical equation includes the square root method, improved the square root method, catching method for solving tridiagonal equations, Taylor solution of ordinary di
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
rk4
- 4阶runge-kutta 求解三阶常微分方程-4th order runge-kutta third-order ordinary differential equation solving
ordinary-differential-equations
- 常微分方程的初值问题的详细代码，希望对大家有用。-Detailed code initial value problem of ordinary differential equations, we want to be useful.
Partial-Differential-Equations
- 偏微分方程的数值解法的详细源代码，希望对大家有用。-The numerical solution of partial differential equations detailed source code, we hope to be useful.
lgkt
- 用四阶龙格库塔法求解常微分方程的初值问题，用C语言实现的程序，简单易懂，很好用-Fourth-order Runge-Kutta method for solving initial value problems for ordinary differential equations using C language program, easy to understand, easy to use
FEM.tar
- 有限元方法解常微分方程，含绘图，精度报告。./test.sh运行-finite element method solve equation. contains draw and order !./test.sh run program
equation
- 偏微分方程的数值解法：解拉普拉斯方程，扩散方程等-Numerical solution of partial differential equations: solution to Laplace equation, diffusion equation, etc.
euler.runge-kutta
- 欧拉法，龙格库塔法解微分方程的m文件,代码比较简短，但效率挺高。-Euler, Runge-Kutta method for solving differential equations( m file)
laplace-equation
- 拉普拉斯方程求解五点差分,详细的程序，带有一个算例，基于matlab2010a（偏微分方程）-Laplace equation resolve
Lorenz-Model
- 用C语言绘制Lorenz模型。将输出结果导入Origin即可得到洛伦兹模型的演示结果。是经典的非线性微分方程。-Draw Lorenz model using C language. The output can be obtained demonstrate the results of the import Origin Lorentz model. Is a classic non-linear differential equations.
runge_kutta1
- 自己写的matlab定步长微分方程求解算法，即ode4-matlab ODE4
Ordinary-Differential-Problems
- 用Euler法、中点格式、预报－校正格式、经典四级四阶R-K格式算法求解一阶常微分方程初值问题的数值解。-By Euler method, the midpoint format, forecast- correction format, the classic format of four fourth-order RK algorithm for a numerical solution of ordinary differential equations in order to solve
Classic-display-format
- 用古典（最简）显格式计算常微分方程问题并与解析解比较。-Computational problems of ordinary differential equations with classical (the simplest) was compared with the analytical solution format and.