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Doo-sabin
- 我们辅助几何的一次作业.本实验通过点击载入菜单下的载入OBJ来读取数据文件，保存OBJ可以保存你所操作细分的数据。点击菜单显示类型可以实现显示顶点、显示边界、显示面三个功能。点击细分菜单下的Doo-sabin来实现细分
Doo-sabin_catmull-clark
- Doo-sabin与catmull-clark细分曲面源程序，对于Doo-sabin细分曲面，用户可以根据选项选择显示纹理图还是线条图，可以多次细分。catmull-clark为线条图；这两个程序是分开写的，在一个文件夹内。-Doo-sabin catmull-clark subdivision surfaces with the source code for the Doo-sabin subdivision surface, the user can choose depending on
Doo_sabin
- Doo-sabin细分曲面源码，通过载入obj文件，对物体进行多次细分，并显示每次细分所花费的时间，文件中带有多个obj文件。程序正确无误，是我的应用几何造型作业。-Doo-sabin subdivision surface source, through the load obj file, several segments of the objects and displays the time spent in each segment, the file with multiple ob
Doo-Sabin
- Doo-Sabin多边形细化算法的OpenGL和C++实现-Doo-Sabin polygonal thinning algorithm of OpenGL and C++ to achieve
Doo-Sabin
- Doo-Sabin细分算法，利用de-boor算法实现对立方体的n次细分-Doo-Sabin subdivision. With de-boor algorithm to subdivision cube subdivision several times
subdivide1
- What are Subdivision Surfaces? The idea of subdivision surfaces was first introduced by Catmull & Clark and Doo & Sabin in 1978. Unlike traditional spline surfaces, subdivision surfaces are defined algorithmically. Recently there has been a lot
Subdivision-Template
- Doo-Sabin subivision作业-Doo-Sabin subivision
doosabin
- 基于MATLAB编写的doosabin细分曲面算法实例-Based on MATLAB prepared doo sabin subdivision surface algorithm example