101259391gmsk

[LDPC码]是LDPC码相关论文 [WuYuFei]中是WuYuFei的论文 [WuYufei_matlab]是WuYufei做Turbo码的Matlab程序 程序实现在固定信噪比和卷积长度的条件下，计算不同正常的帧错误概率和比特错误概率 turbo_sys_demo.m是主程序 其中trellis.m是构造网格的子程序 logmapo.m是LOGMAP译码算法子程序 sova0.m是SOVA译码算法子程序 encoderm.m是编码子程序 [22]是以WuYufei程序的改动，实现在帧长、信噪比和迭代次数固定的情况下，获得两个译码器的先验信息的变化情况 http://www.pudn.com ([LDPC Code] LDPC code is a relevant paper [WuYuFei] is WuYuFei paper [WuYufei_matlab] is to do WuYufei procedures Turbo Codes Matlab program signal to noise ratio at a fixed length and convolution conditions, different normal frame error probability and the bit error probability is turbo_sys_demo.m main structure of which is trellis.m grid is logmapo.m Subroutine Subroutine LOGMAP decoding algorithm is the SOVA decoding algorithm sova0.m Subroutine Subroutine encoderm.m coding [22 ] WuYufei procedure is based on changes in帧长realize, signal to noise ratio and a fixed number of iterations circumstances, the acquisition of two decoder a priori information changes http://www.pudn.com)

说明：  采用空间平滑算法进行DOA估计，同时通过一维谱峰搜索画出频谱图。(A spatial smoothing algorithm is used for DOA estimation, and a spectral map is drawn through one-dimensional spectral peak search.)

通用的串口驱动，支持市面上几乎所有的RS232/422/485的驱动(Universal serial driver, support almost all the RS232/422/485 drivers on the market)

An adaptive wide-screen response accordion image special effect code based on jQuery

说明：  A poster of arterial modeling

绘制beizer曲线源码，使用c语言编写！-curve mapping source, the use of language c!

利用MATLAB稳定求解高精度二维对流扩散方程(Solving High Precision Two-Dimensional Convection-Diffusion Equation with MATLAB)

插件的本质在于不修改程序主体（平台）的情况下对软件功能进行拓展与加强，当插件的接口公开后，任何公司或个人都可以制作自己的插件来解决一些操作上的不便或增加新功能，也就是真正意义上实现“即插即用”软件开发。(The plugin is the essence of not changing the main body of program (platform) under the condition of the functions of the software development and strengthening, when the plug-in interface is public, any company or person can make your own plug-ins of operationalinconvenience or add new features, is truly plug and use of software development ".)

C#通过Win32的API接口来调用windows系统的菜单，因此本源码的重点不是展示菜单是否漂亮，而是Win32的API如何调用，如何调用想要的系统功能或菜单来显示，这才是重点。注意：用P/Invoke调用动态链接库中非托管函数时，应执行如下步骤： 　　1、定位包含该函数的DLL。 　　2、把该DLL库装载入内存。 　　3、找到即将调用的函数地址，并将所有的现场压入堆栈。 　　4、调用函数。

计算某一特定角度下的中心差，计算天体运行的相关数据(equation of center)