UDP Time Handling demo source

single phase induction motor control stratergy(both software and hardware inplementation)

Converting SIDs Between Strings and Binary

这在线购物车系统的用户可以使用所有 servlet 概念而且可以购买通过在线项目。基于您的源代码和说明的质量。低质量、 重复的代码或描述的穷人将被删除。

it is a FolderBrowser that use VB - it is a FolderBrowser that use VB

主要内容包含： AMI (American Megatrends Inc.)之BIOS源代码(Source Code)，版本为6.27.10 (简称627.10)。由于本Open Source BIOS源代码是针对采用SiS530整合芯片组为结构的主机板而设计，所以当您准备钻研此源代码，或编译自己的BIOS监控程序之前，需要自已准备一些工具才行。 在硬件部份，请准备一片SiS530 (不限品牌)的主机板，与足够的Flash 工具 (如烧写BIOS要用的FlashROM、拔IC专用的IC夹等等)，以作为研究的材料。 在软件部份，还需要准备Microsoft Assembler 6.11。 虽然CODE有点小缺漏，但其中好东西多多！-main contents include : AMI (American Megatrends Inc.) Zhi BIOS source code (Source Code), version 6.27.10 (627.10). As the Open Source BIOS source code is used against SiS530 integrated chip structure of the group and the motherboard design, and so, when are you going to study this source code, or compile their own BIOS control procedures required before preparing their own tools it. The hardware part, please prepare a SiS530 (Open-brand) motherboard, with enough Flash tools (such as the use of burning BIOS Flash, pulling IC dedicated IC folders, etc.), as research material. The software portion, but also need to be prepared to Microsoft Assembler 6.11. Although CODE a li

dsplf2407a板上 AD 例程 -AD board dsplf2407a routines

VC6.0的一些实例原代码，都是一些实际运用，需要有一定基础-Many sample source code of VC++6.0

ShutUp lets you automate clean-up tasks before shutdown. It can clean out selected history lists, eject CDs, delete the files in your TEMP directory, and run the programs you specify before shutting down your computer. It also lets you schedule reminders every day, one day a week, one day a month, or for a specific date any time in the future.

滚动字幕 一个不错的例子 实现的功能就是滚动的字幕啦-Scroll subtitles a good example of the function is to achieve rolling subtitles啦

用c语言编写的产生正态随机数的源代码: 算法一产生12个（0，1）平均分布的随机函数，用大数定理可以模拟出正态分布。 算法二用到了数学中的雅可比变换，直接生成正态分布，但此算法在计算很大规模的数时 会出现溢出错误。-With the c language normal random number generation source code: Algorithm 1 produces 12 (0,1) the average distribution of the random function, with large numbers theorem can be simulated normal distribution. Mathematical algorithms used in the two Jacobi transformation, directly generate a normal distribution, but this algorithm is very large in the calculation occurs when the number of overflow error.