FDTD原理及例子

说明：  matlab的gui实现简单的视频播放器(Matlab's GUI implements a simple video player)

很经典的一部教程书《Space-time codes and MIMO systems》里面有每一章节的源码!空是编码：BLAST，STBC，STTC三种的仿真与比较，非常不错！全部九章代码，非常经典！一起打包上传，给有用的同学！(A classic tutorial book )

将float数据转化为IEEE754格式(Will float data into IEEE754 format)

说明：  Main.m:主函数入口程序 GateCalulate_GeneBranch：分支产生函数 JpdaOrmeans：用JPDA更新或者直接均值更新函数 JPDA_Predict:一步预测函数 JointPDA：对聚类中心进行更新 InWaveGate：判断新得到的脉冲描述字 与之前的树是否关联 IsGate：判断是否在门限内函数 GetEvent：从确认矩阵中得到与确认矩阵关联的事件 GateValue：脉冲描述字与簇类中心的关联度 delete_branch：删除不被保留的分支 CalcProbM2C：计算脉冲与不同分支的关联概率 CalcAssoProb：关联概率的计算 Branch_backtracking：分支的剪裁 回溯验证 merge_branch.m:合并分支函数 Analise_Error：分析误差(Main. M: main function entry program GateCalulate_ Genebank: Branch generation function JPDA means: update functions with JPDA or direct mean JPDA_ Predict: one step prediction function Join PDA: update the cluster center Inwavegate: determine whether the new pulse descriptor is related to the previous tree Isgate: judge whether the function is within the threshold Getevent: get the event associated with the confirmation matrix from the confirmation matrix Gatevalue: correlation degree between pulse descriptor and cluster class center delete_ Branch: delete branches that are not reserved Calcprobm2c: calculating the correlation probability between pulses and different branches Calcassoprob: Calculation of correlation probability Branch_ Backtracking: pruning backtracking of branches merge_ Branch. M: merging branch functions Analise_ Error: analysis error)

About DDR3 RAM: LAYOUT, SCHEMATIC, LEARN

PID控制是工程实际运用最多的控制器，此程序给出了用MATLAB设计控制器的基本程序，希望对大家有所帮助-PID control is the most practical application of engineering controls, this procedure gives the controller design using MATLAB basic procedures, I hope all of you to help

是一个基于节约算法的VRP问题，比较适用于刚开始不久的初学者。(It is a VRP problem based on the saving algorithm)

说明：  OFDM系统的数字预失真系统，记忆多项式，LMS算法(DPD OFDM PA-MODEL PD MODEL ODD ONLY)

这是卡耐基梅隆大学的ssd课程的ssd5联系2答案-this is the icarnegie ssd5 ex2

俄罗斯方块单人版(使用简单的图形库实现了游戏的画面，图片可以自己在对应位置保存)(Single version of Tetris)