在一个windows视窗，利用滑鼠移动的轨迹，作画的方法

近，总是有人问我要串口通讯源代码，为了方便大家，我将我写的WIN32API串口通讯程序发上来，供大家下载使用（这个是我在广西的一个项目的一个源代码，其中涉及到公司的串口外围设备，我没有给出通讯规则，可能大家看程序时有很多不便请谅解）。 WIN32API通讯程序采用多线程的形式进行驱动，程序中采用多串口进行通讯，有串口数据接受和发送。其中设置、读串口、写串口功能函数全为个人所写，大家可以随意使用。 -nearly always someone asked me to serial communications source code, in order to facilitate everyone, I will I write WIN32API serial communication line with the procedures, We downloaded for use (this is the one in Guangxi project a source code, Companies involved in the serial peripheral equipment, I have not given communications rules You may see a lot of procedures inconvenience understanding). WIN32API communication procedures using multithreading in the form driven process for the multi-port serial communications, Serial data is sent and received. Which set up, reading Serial, Serial-function was all written for individuals, we can use at will.

可以显示DCM图像,不过显示的速度不是很快-DCM can display images, but show that the speed is not fast

深度图像生成：主要用于生成圆球的深度图像，并计算物体的高斯和平均曲率，以及生成表面类型图像-depth image generation : mainly used to generate the depth sphere images, and calculated objects and the average Gaussian curvature, surface types and generating images

可以以多种方式绘图-it in a variety of ways Mapping

三角划分算法演示版，功能超强，是由外国人写的代码，很有学习价值！-Triangulation algorithm demo, features powerful, is the code written by foreigners, great learning value!

本软件提供了四种不同的细化算法：Hilditch细化算法，Pavlidis细化算法，Rosenfeld细化算法，基于索引表的细化细化算法，为选择细化算法提供了选择的余地。-The software provides four different thinning algorithm : Hilditch refinement algorithm, Pavlidis refinement algorithm, Rosenfeld refinement algorithm, based on the index table thinning thinning algorithm, refinement algorithm for the selection of choice.

能够进行raw格式像bmp格式转化，进行边缘跟踪，进行滤波处理，进行线性拉伸和灰度重采样等功能-capable raw format as bmp format conversion, tracking, filtering, linear stretch and gray resample function

利用Opengl编写的一个池塘中莲花开花的一个动画-Opengl prepared to use a pond, a lotus flower animation

图形学作业 扫描线算法的一种做法,填充法-graphics operations scan line algorithm approach, filling Act

实现图象的正交变换-the orthogonal transformation