MBE_DRV7.43

说明：  Matlab设计升余弦滤波器和根升余弦滤波器的原理及升余弦滤波器的函数为rcosine,rcosfir,rcosiir和rcosflt的使用(The principle of designing the raised cosine filter and the root raised cosine filter with MATLAB and the use of rcosine, rcosfir, rcosiir and rcosflt)

说明：  采用Laser - PVDF 实验系统对纳米AlP/ SiO2 中激光超声信号进行采集. 利用小波的多尺度分解、重 构和消噪功能,提取出直达波及其反射回波,测量了时间间隔和纳米AlP/ SiO2 的纵波声速. 结果证明小波变换 的方法能有效地处理复杂激光超声信号.(Using Laser- PVDF experimental system of nano-AlP/SiO2 Laser ultrasonic signal acquisition. Using wavelet multiscale decomposition, reconstruction and de-noising function, extracted from direct wave and its reflection echo measured time interval and nano-AlP/SiO2 of the longitudinal wave speed of sound. wavelet transform results show that the method can effectively deal with the complexity of laser ultrasonic signals.)

用C语言编写的八数码游戏的代码，用曼哈顿路径求启发函数，并且还附加了启发式函数

此程序是前方交会的实现，能很好的说明算法的原理，值得一看-This program is the realization of forward intersection can be a very good description of the algorithm theory, worth a visit

说明：  附有建模文档，和支撑论文，使用simukink建模(With modeling documents and supporting papers, use simukink to model)

天牛须算法，一种生物智能算法，于2017年提出，具有参数少，收敛速度快的优点，算法易于实现。(Longhorn whisker algorithm, a bio-intelligent algorithm, was proposed in 2017. It has the advantages of fewer parameters and faster convergence speed. The algorithm is easy to implement.)

虚拟打印源码包，VC++虚拟打印机程序附源码下载，部分是基于C++，一少部分是用DELPHI写的，包含了驱动部分和所有控件，至今没有发现第二个版本，大概是在2000年时候完成，一直用到现在，它可在2000/XP/20003中将内容缓存在打印软件中。

第一个例子，同样的混合变成，第一部分，是一个不错的vc和matlab结合的例子-first example, the same mixed into, the first part of a good combination of Matlab and vc example

2D Savitzky-Golay Smoothing Differentiation Filter-2-D Savitzky-Golay (SG) Smoothing and Differentiation Filter. The filter coefficients are calculated from the decomposation property of the 2-D SG filters. In addition, the filter coefficients for mixed partial derivative can be obtained by this function. h=sgsdf_2d3(x,y,nx,ny,d,flag_coupling)x = x data point, e.g.,-3:3 (both odd-length

说明：  时钟分频，通用模块，可以分出任意频率时钟，FPGA Verilog(clock divider fpga verilog)