搜索资源列表
symplectic
- 4阶6阶及8阶的辛几何算法源程序计算分子模型-four-six-eight bands and the symplectic geometry algorithm source molecular model
frft
- 分数阶傅立叶变换程序--土耳其算法 主程序在Symplectic/fracft 要调用程序在Utils里找。 在matlab里file-〉set path里设置好路径即可。
RandOrthMat
- 基于MATLAB平台的产生随机正交矩阵的函数，非常好-a numerical algorithm for generating a random symplectic orthogonal matrix
nbodyVect
- 多刚体动力学matlb编程 用辛方法 Fully vectorized n-body equation nbodyVect(x0,dx0,mus,t) integrates the n-body equations of motion using either a symplectic second order integrator, or any of the standard built-in or user supplied first order integrators.
duoji2
- 显式辛方法及传统显式rk法 解微分方程组，计算收缩导纳矩阵 主程序为duoji2 -Explicit symplectic method and the traditional explicit method for solving differential equations rk calculated admittance matrix contraction of the main program for the duoji2
nlin
- 带五次项的非线性Schr_dinger方程的多辛Fourier拟谱算法-With five of Nonlinear Schr_dinger equation algorithm multi-symplectic Fourier pseudospectral
styl
- 二维非线性Schr_dinger方程的辛与多辛格式The symplectic two-dimensional nonlinear equations and Duo Xinge Schr_dinger styl-The symplectic two-dimensional nonlinear equations and Duo Xinge Schr_dinger style
Sun_orbit
- 比较了三个常用的数值算法模拟地球绕太阳运动的轨迹，前两个不具有保辛性，第三个效果很好。-Compare the trajectory of three commonly used numerical algorithm simulation of the Earth around the sun, the first two do not have symplectic conservative nature, the third works well.
Planets-Project1.tar
- Planetary System Simulation with Symplectic Integrator
Symplectic_Overview
- 保辛算法在守恒性，稳定性要求高的数值计算中及其重要。本文为很好的保辛算法综述。-Symplectic algorithm is efficient in numerical where conservation and stability are urgely require. This article gives a good overview symplectic algorithm.
symplictic_control
- 完美的解算非线性最优控制问题，且该算法保辛，无须知道中间变量的值，对迭代初值敏感度较低-The optimal solution of the nonlinear optimal control problem, and the algorithm Paul symplectic, do not know the value of intermediate variables, iterative initial value of the lower sensitivity
Yoshida-symplectic-PLA00
- 详细的辛算法构造迭代文章及其代码，内容讲解深刻，代码很清楚(The detailed symplectic algorithm constructs the iterative article and its code, the content explanation is profound, the code is very clear)