Welcome![Sign In][Sign Up]
Location:
Search - xiaoyin

Search list

[Other resourcexiaoyin

Description: 这个一个图形消隐的小程序,包括了凸多面体和远近法-the graphics blanking a small procedures, including a convex polygon and distances France
Platform: | Size: 57628 | Author: 陈海涛 | Hits:

[Graph programxiaoyin

Description: 实现了立体图形在不断旋转中,正面投影的效果,同时对看不见的部分进行了消隐处理。
Platform: | Size: 90174 | Author: 李佳友 | Hits:

[OpenGL programxiaoyin

Description: 1. 绘出透视投影下的凸多面体图形,按下键盘上的“上”、“下”、“左”、“右”箭头可从各方位观看图形,也可以自己定义其他键值以及其他参数 2. 根据简单光照明原理绘制一个半圆柱曲面 3. 利用远近法原理绘制一个立体环 4. 利用消隐算法实现曲面z=exp(-x*x-y*y)
Platform: | Size: 141764 | Author: xhp | Hits:

[Graph Drawingxiaoyin

Description: 这个一个图形消隐的小程序,包括了凸多面体和远近法-the graphics blanking a small procedures, including a convex polygon and distances France
Platform: | Size: 57344 | Author: 陈海涛 | Hits:

[Otherxiaoying

Description: 晓颖反编译工具,把class反编译为Java文件 非常准确-Xiaoyin decompile tool to decompile class files to Java very accurate
Platform: | Size: 785408 | Author: liu | Hits:

[Graph programxiaoyin

Description: 实现了立体图形在不断旋转中,正面投影的效果,同时对看不见的部分进行了消隐处理。-Achieved a three-dimensional graphics in constant rotation, the positive effect of the projector, while the invisible part of the blanking processing.
Platform: | Size: 90112 | Author: 李佳友 | Hits:

[OpenGL programxiaoyin

Description: 1. 绘出透视投影下的凸多面体图形,按下键盘上的“上”、“下”、“左”、“右”箭头可从各方位观看图形,也可以自己定义其他键值以及其他参数 2. 根据简单光照明原理绘制一个半圆柱曲面 3. 利用远近法原理绘制一个立体环 4. 利用消隐算法实现曲面z=exp(-x*x-y*y)-1. Mapped under Perspective Projection convex polyhedron graphics, press the keyboard
Platform: | Size: 2071552 | Author: xhp | Hits:

[GDI-Bitmapxiaoyin

Description: bmp图像消隐~~VC源代码,程序里头有详细的介绍,具体的功能代码-bmp image blanking ~ ~ VC source code, there are procedures in detail, the specific function of the code
Platform: | Size: 317440 | Author: jackey | Hits:

[Otherxiaoyin

Description: 对图形进行消影的一个VC++程序-Extinction of the graphics of a video VC++ Procedures
Platform: | Size: 519168 | Author: | Hits:

[Otherxiaoyin

Description: 非常好的消隐的源代码,能够给大家带来很多帮助快下载吧-Very good blanking of the source code, can bring a lot of help to you faster download it
Platform: | Size: 1986560 | Author: 张荣闯 | Hits:

[Picture Viewerxiaoyin

Description: 这是一个简单的消隐算法,程序中利用了凸多面体和远近法来实现的-This is a simple blanking algorithm, the procedure of using a convex polyhedron and the distance method to realize the
Platform: | Size: 1972224 | Author: liyemeng | Hits:

[Special Effectsxiaoyin

Description: 立方体动态画家隐面算法//thrhrshhwhw5hsh-Cube hidden surface algorithm for dynamic artist// thrhrshhwhw5hsh
Platform: | Size: 4117504 | Author: 李斌 | Hits:

[Windows Developxiaoying

Description: 基于MFC编程实现图形消隐的功能,在绘制时消除被遮挡的不可见的线或面,经过消隐得到的投影图称为物体的真实图形。 -xiaoyin
Platform: | Size: 29696 | Author: pplow | Hits:

[Graph Drawingxiaoyin

Description: 计算机图形学原理及算法教程(和青芳)随书源代码——消隐-Computer graphics theory and algorithms tutorial (and blue-fang) With the source code for the book- blanking
Platform: | Size: 67584 | Author: 李超 | Hits:

[GDI-Bitmapxiaoyin

Description: 消隐,计算机图像学配套代码,一种特效技巧-Blanking, computer graphics science supporting the code, a special effects technique
Platform: | Size: 305152 | Author: 朱於军 | Hits:

[OpenGL programxiaoyin

Description: 书后关盘素材、、源代码、、、关于opengl消隐的相关代码-opengl
Platform: | Size: 1983488 | Author: Fss | Hits:

[Special Effectsxiaoyin

Description: MFC下的图形学课程设计,包括凸多面体显示,浮动水平线-MFC programs under the graphics design, including convex polyhedron shows a floating horizon
Platform: | Size: 1985536 | Author: mr.yang | Hits:

[2D Graphicxiaoyin

Description: 计算机图形中消隐功能的显示,帮助大家熟悉MFC的简单功能!-Computer graphics display blanking feature to help people familiar with the simple function of MFC!
Platform: | Size: 273408 | Author: houyan | Hits:

[Special Effectsxiaoyin

Description: 计算机图形学,两种消隐算法,包括画家算法与扫描线消隐算法-Computer graphics, two blanking algorithm, including the artist with the scan line blanking algorithm algorithm
Platform: | Size: 4812800 | Author: 我说 | Hits:

[OpenGL programxiaoyin

Description: windows 图形编程的消隐技术和利用方向键控制图形的在三维空间的变换-blanking windows graphics programming techniques and use arrow keys to control the graphics transformation in 3D space
Platform: | Size: 321536 | Author: 赵冠飞 | Hits:
« 12 »

CodeBus www.codebus.net