Planning

导入LabView的TDMS的文件作为一个在与选择保存在文件中的数据在垫子MATLAB的工作空间的结构（版本1.1或1.2）。这是写在MATLAB2010b。原函数的基础上，由Brad堪寻的技术和格兰特Lohsen与杰夫Sitterle的GTRI（通过此功能4版本1）的工作。版本9功能（菲利普上编写的），除加入了添加的各种以前的版本更新，可以处理已被“优化“由LabVIEW文件。这个功能已经测试了多种TDMS的文件数量有限。(Import a LabView TDMS file (version 1.1 or 1.2) as a structure in the MATLAB workspace with the option to save the data in a MAT file. It was written in MATLAB 2010b. The original function was based on the work by Brad Humphreys of ZIN Technologies and Grant Lohsen & Jeff Sitterle of GTRI (versions 1 through 4 of this function). The Version 9 function (written by Philip Top), in addition to incorporating the various updates that were added to previous versions, can process files that have been "optimized" by LabView. This function has been tested with a limited number of diverse TDMS files.)

Relief的Matlab源程序，Relief计算分类权重。输入格式在程序中有详细说明(Relief of the Matlab source code, Relief categorization weight calculation. Input format in the procedure is described in detail)

利用基尔霍夫（KA）驻留相位近似求解粗糙面散射系数(Use the Kirchhoff (KA) stationary phase approximation solution of rough surface scattering coefficient)

FIR滤波器的各种窗函数的幅频响应和频率响应的对比图。(Various pieces of window functions FIR filter frequency response and frequency response comparison chart.)

这是一个用来控制机器人ePuck的matlab GUI.通过它，使用者可以获取一切关于ePuck的感应器信息。(this is the matlab GUI program used on the robot ePuck.User can control the robot through it and also obtain the sensor reading.)

说明：  扩展卡尔曼滤波程序，经过MATLAB测试过，万全好用。(Extended Kalman filter procedure, after MATLAB tested, foolproof to use.)

马尔科夫链的Matlab源程序,求解多目标优化问题所得结果是一个优化解集,求解多目标优化问题所得结果是一个优化解集(Markov chain Matlab source, multi-objective optimization problem the result is an optimized solution set for solving multi-objective optimization problem the result is an optimized solution set)

该文章是边缘活动轮廓模型之测地活动轮廓模型的始祖性文章，来自顶级计算机视觉领域期刊IJCV，是学习活动轮廓模型之GAC模型的最佳选择(a best paper for GAC model )

用来模拟粒子运动的。此元胞自动机需要 一种不同类型的元胞的邻居。此元胞的邻居时刻变化，因此某一个方向运动趋势， 将继续在同一个方向。换言之，此规则保存势头，这是基础的动力仿真。这种邻 居通常被称为 margolis邻居并且这种邻居通常由重叠的 2x2 块的元胞构成。在下 面的表格中，偶数步长时左上方 4 元胞为邻居关系，奇数步长时右下的 4 元胞为 邻居关系。某一特定元胞在每一个时间步长都有3 个邻居，但是具体的元胞构成 了邻居的旋转和反复。(Used to simulate the particle movement. The cellular automaton requires a different type of cell neighbors. This moment of change in a neighbor cell, so a certain direction the trend will continue in the same direction. In other words, this rule saved momentum, which is the foundation of the power simulation. This neighborhood is often called a neighbor and this neighbor margolis usually overlapping 2x2 blocks of cellular composition. In the following table, even when the step left four yuan for the neighbor cell, the odd step 4 when the lower right cell for the neighborhood. A particular cell in each time step has three neighbors, but the specific cellular composition of the neighbor s rotation and repeated.)

采用格子玻尔兹曼方法模拟方腔顶盖驱动流，在MATLAB平台编译程序，在进行迷你计算。(Lid Driven Flow by LBM)