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fem2d_poisson_linear.rar
- 用有限元方法求解二维泊松方程的FORTRAN90 程序,适合有限元初学者掌握有限元方法编程技巧!,FEM2D_POISSON_LINEAR is a FORTRAN90 program which solves the 2D Poisson equation using the finite element method with piecewise linear triangular elements.
ex
- 迭代法解二维泊松方程,为《计算电磁学》中第一篇第二章有限差分法中的一个例题的程序-Iteration two-dimensional Poisson equation for the " computational electromagnetics," in the first chapter of a finite difference method program example
possion_equ
- 基于有限元法求解二维泊松方程的matlab程序-Two-dimensional finite element method based on Poisson equation matlab program
poisson_Jacobi
- 求解泊松方程的程序,雅可比迭代方法,计算迅速。-Procedures for solving the Poisson equation, Jacobi iteration method to calculate quickly.
project2
- 有限差分法求解泊松方程 一个例子 比较精确解和数值解-Finite Difference Method for Poisson equation; An example to compare the exact solution to the numerical solution
VoIP_IPP_C2_2
- VOIP业务仿真建模,使用间歇泊松过程模型,能够图形显示业务的突发特性。-VOIP business modeling and simulation, using the batch Poisson process model, which can burst characteristics of graphics operations.
paiduilun
- 模拟顾客服务过程,顾客到达为泊松分布,时间间隔为指数分布。一个服务窗口。-Simulation of the process of customer service, customers arrive for the Poisson distribution, the time interval for the exponential distribution. A service window.
report_multigrid
- 用多重网格求解泊松方程,精度好,省时间,与解析解非常接近。-Poisson equation with multi-grid solver, good accuracy, save time, with the analytical solution is very close.
3DFDBOSONG
- 可以求解在一般三维场模拟中的椭圆方程(泊松方程)-Three-dimensional Poisson equation can be solved
boshong
- 使用有限差分法进行泊松方程的分析,并用MATLAB进行仿真-Finite difference method using the Poisson equation analysis and simulation using MATLAB
RVG
- 用于生成不同参数的正态分布的随机数;瑞利分布随机数;泊松分布随机数-Different parameters used to generate the normal distribution of random numbers Rayleigh distribution random numbers Poisson distribution random number
poissonv2
- 用有限元解泊松方程的文档,可以推广到静磁或静电的其他问题-Using finite element solution of Poisson equation documents, can be extended to static magnetic or electrostatic other issues
paidui
- 1、首先,我们分析调查到的数据,发现学生流符合泊松分布,服务时间符合指数分布,由此我们的模型就变成了排队论中典型的M\M\n模型,根据M\M\n模型中的各效率指标的公式,我们可得到学一食堂拥挤情况的各方面数据。 2、根据模型求解得到的数据,我们对模型进行了更精确的量化分析。我们发现,解决本模型的关键就在于分析顾客平均排队时间,我们对其与窗口数之间的关系进行了拟合,并就两者之间关系进行了灵敏度分析。 3、针对窗口数与顾客平均排队时间之间的关系,我们从经济学的角度进行了分析,即比较增加窗
several_randoms
- 随机数变量产生,包括满足均匀分布、泊松分布等各种分布-Random numbers generated variables, including the needs of uniform distribution, Poisson distribution and other distribution
zuoye
- 利用有限差分法 (Finite Differential Method, FDM)将场域离散为许多小网格,应用差分原理,将求解连续函数的泊松方程问题转换为求解网格节点上的差分方程组的问题。-The use of finite difference method (Finite Differential Method, FDM) will field for many small discrete grid, the application of differential principle, t
random
- 利用matlab语言编写的标准正态分布,泊松分布,瑞利分布下的随机数的产生。-Use of matlab language standard normal distribution, Poisson distribution, Rayleigh distribution under the random number generation.
PoissonEditing
- 实现泊松方程图像融合算法,用VC++实现的基础程序-possion equation
random
- 第13章: 随机数生成 PFQZ 用平方取中法产生随机数列 MixMOD 用混合同余法产生随机数列 MulMOD1 用乘同余法1产生随机数列 MulMOD2 用乘同余法2产生随机数列 PrimeMOD 用素数模同余法产生随机数列 PowerDist 产生指数分布的随机数列 LaplaceDist 产生拉普拉斯分布的随机数列 RelayDist 产生瑞利分布的随机数列 CauthyDist 产生柯西分布的随机数列 AELDist 产生爱尔朗分布的随机数列
matlabwork
- 用matlab循环函数法精确对泊松分布函数求和的程序,黄金分割法与进退法求和,求解二次规划问题函数-Matlab function using cycle accurate summation of the Poisson distribution function of the process
pdegui
- 偏微分方程数值解法,包括泊松方程,特征值方程,热传导方程和波动方程-PDEGUI demonstrates the finite difference solution of model problems involving Laplace s operator