搜索资源列表
Improve-Euler-Method-slove-PDE
- 利用改进的欧拉法求解偏微分方程，并用图像演示数值解与解析解之间的关系-Use Improving Euler Method to slove PDE
numerical-methods-for-DE
- 微分方程的几种数值解法的对比,隐式梯形积分法、欧拉法、改进欧拉法与解析解对比-numerical methods for solution of differential equations
current
- 计算金属圆柱体的表面等效电流密度分布图,得出近似的解析解-Calculating equivalent current density distribution of the surface of the metal cylinder, it is concluded that the approximate analytical solution
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.
PIDControl
- 一个用于练手的PID控制系统仿真程序,使用仿真物理环节来模仿系统的各个分立单元来建立系统，而不是用解析解计算建立的系统。-AN EXPRICE SAMPLE PROGRAM ABOUT PID SYSTEM SIMULAR
TE_column_conductor
- TE波入射介质圆柱的解析解，matlab程序，求解RCS-Analytical solutions TE wave incident medium cylinder, matlab program, solving RCS
TM__insular
- TM波入射介质圆柱的解析解，matlab程序，求解RCS-Analytical solutions TM wave incident medium cylinder, matlab program, solving RCS
heat-conduction-equation
- 编程序给出热传导方程解析解 条件：-10<x<10,正三角形位于-0.5 <x <0.5 u测试几个数据 -Programmed to give the analytical solution heat conduction equation Conditions:-10 <x <10, equilateral triangle at-0.5 <x <0.5 u test several data
linear-burgers-equation
- 编程序给出线性burgers方程解析解 条件：-10<x<10,正三角形位于-0.5 <x <0.5 u和c测试几个数据-Programmed to give a linear analytical solution burgers equation Conditions:-10 <x <10, equilateral triangle at-0.5 <x <0.5 u and c test several data
liman
- 一维 问题，即激波管问题，是一个典型的一维可压缩无黏气体动力学问题，并有 解析解。对它采用二阶精度 两步差分格式进行数值求解。-One-dimensional problem, namely shock tube problem is a typical one-dimensional compressible inviscid gas dynamics problems, and analytical solutions. It uses a two-step difference schem
Lax-Webdroff2D
- 斜激波在平面刚壁上反射问题是具有解析解的二维可压缩无黏流动问题。对它采用具有二阶精度 两步差分格式进行数值求解-Oblique shock reflection problem in the plane wall is just a two-dimensional analytical solution of compressible inviscid flow problems. It has a second order accuracy using a two-step numerical
MAC-Chorin2D
- 二维 流动问题是有解析解的二维不可压缩黏性流动。对它采用 算法和 压力迭代解法进行数值求解。-Two-dimensional flow problem is a two-dimensional analytical solution of incompressible viscous flows. It uses an iterative solution algorithms and numerical solution pressure.
QUICK_cavity
- 二维方腔流动问题是一个不可压缩黏性流动中典型流动。虽然目前尚不能求得它的解析解，但是它常被用来作为检验各种数值算法计算精度和可靠性的算例。文献中几乎大多数算法都对它进行过计算。在本算例中采用有限体积算法三阶迎风型 离散格式对它进行数值求解。-The problem is two-dimensional square cavity flow incompressible viscous flow in a typical flow. Although it is still analytic so
appendix_d
- 惯导误差近似解析解的验证的学习程序,用于惯导标定学习-INS to verify the approximate analytic solution of the learning process
main
- 瑞典条分法的解析解，无限精度，非常适合大家-Analytical solutions Swedish slice method, infinite precision, very suitable for everyone
nonlocal1
- 圆柱体的散射的解析解，及nonlocal效应的对local影响-The impact of the cylinder analytical solution scattering, and nonlocal effects on local
maple-code
- 《超越摄动：同伦分析方法导论》附带maple程序代码，用于求解非线性偏微分方程解析解-" Beyond perturbation: Introduction homotopy analysis method" collateral maple program code for solving nonlinear partial differential equations analytical solutions
Mathematica-code
- 《超越摄动：同伦分析方法导论》附带mathematica程序代码，用于求解非线性偏微分方程解析解-" Beyond perturbation: Introduction homotopy analysis method" collateral mathematica program code for solving nonlinear partial differential equations analytical solutions
CC_CK-non-darcian-SBIA-TV2
- 塑料排水板径向固结解析解小软件，里面有详细的解释和参考文献，岩土工程非常好的学习资料-Table Excel calculation of consolidation, the internal details, there are references, geotechnical engineering good learning materials
rk4change
- 变步长龙格库塔方法，及其与解析解之间的误差对比-Variable step Changlong Kutta method and the error comparison with the analytical results