skybox 的设计示范

我做的OpenGL工程，可以供初学者参考学习。- I do the OpenGL project, may refer to the study for the beginner.

面积法计算图像的分维，前面几行表示用一曲线扩展为曲面，请根据自己的实际情况改动-Area method to calculate the fractal dimension images, in front of a few lines with a curve that extended to surface, please according to their own changes to the actual situation

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vc环境下开发的opengl performer应用程序，脱离performer环境运行时，所需要的系统文件。只要将这些文件复制到自己performer 执行程序目录下即可。注意：这些文件一定要同你所用performer的版本一致。这里是3.2.1版-vc environment developed opengl performer applications, run-time environment from the performer, the required system files. Simply copy these files to their own enforcement procedures performer directory can be. Note: These documents must be used with your version of consistent performer. Here is version 3.2.1

OpenGL 作图例子 - 贴图-Use OpenGL produce picture.

使用线程来停止/开始画图 ，VS2010 ，MFC 在picture control控件上，使用OPENGL绘图，绘制动态雷达扫描图，扇形是透明效果，内有详细注释

包括画直线、反走样直线、画圆、画椭圆、画矩形、画多边形、矩形填充、多边形填充、3D变换、光照、贴图等。由于精力有限，未对原码做任何注释。出于简化编程的考虑，许多地方指定了常数，未做通用处理。还包含一个OpenGL教程-including painting line, anti-aliasing straight Circle, painted oval, rectangular painting, drawing polygon, rectangle filling, polygon filling, 3D transformation, lighting, textures, etc.. Because of the limited energy, the original code did not make any notes. To simplify programming for consideration, in many places designated constant, GM declined to handle. Also includes an OpenGL Guide

OpenGL中使用混合技术创造艺术效果的源程序-mixed use OpenGL technology to create artistic effects of the source

本程序是基于opengl平台的c++代码,主要体现的是一个融合图片的旋转立方体.-this program is based on the platform opengl c code, the main picture is a fusion of rotating cube.

This demo implements the marching cubes algorithm for constructing a polygonal model from an isosurface. The isosurface chosen here is a classical metaballs setup. Metaballs are isosurface chosen here is a classical metaballs setup. Metaballs are defined by field function that s the sum of R2 / ((ball.x - x)2 + (ball.y - y)2 + (ball.z - z)2) for all balls. The surface is defined to be where the sum is one.-This demo implements the marching cubes algorithm for constructing a polygonal model from an isosurface. The isosurface chosen here is a classical metaballs setup. Metaballs are isosurface chosen here is a classical metaballs setup. Metaballs are defined by field function that s the sum of R2/((ball.x- x)2+ (ball.y- y)2+ (ball.z- z)2) for all balls. The surface is defined to be where the sum is one.