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Compile OpenCASCADE7.3 with VS2008
Compile OpenCASCADE7.3 with VS2008 eryar@163.com 概述 在OpenCASCADE的源码文件夹中有个adm文件夹,里面提供了各个平台中编译源码的项目文件。其中在Windows操作系统...
OpenCASCADE Linear Extrusion Surface
OpenCASCADE Linear Extrusion Surface eryar@163.com Abstract. OpenCASCADE linear extrusion surface is a generalized cylinder. Such a surface is obtained by sweeping a curve (called ...
Boost test vs2013 fatal error C1001
Boost test vs2013 fatal error C1001 Boost test库提供了一个用于单元测试的基于命令行界面的测试套件UTF:Unit Test Framework,具有单元测试、检测内存泄露、监控程...
BOOST Voronoi Visualizer
BOOST Voronoi Visualizer eryar@163.com Abstract. The Voronoi extension of the Boost.Polygon library provides functionality to construct a Voronoi diagram of a set of points and lin...
Building OpenCASCADE on Debian
Building OpenCASCADE on Debian eryar@163.com Abstract. When you are familiar with OpenCASCADE on Windows, you should try it on Linux operating system, because of Debian is also ope...
OpenCascade Primitives BRep-Torus
OpenCascade Primitives BRep-Torus eryar@163.com Abstract. BRep is short for Boundary Representation. Boundary Representation gives a complete description of an object by associatin...
OpenCASCADE Make Primitives-Box
OpenCASCADE Make Primitives-Box eryar@163.com Abstract. By making a simple box to demonstrate the BRep data structure of the OpenCASCADE. The construction method is differen...
Intersection between 2d conic in OpenCASCADE
Intersection between 2d conic in OpenCASCADE eryar@163.com Abstract. OpenCASCADE provides the algorithm to implement of the intersection between two 2d conic curve. The coni...
Iterate Files by Tcltk
Iterate Files by Tcltk eryar@163.com Abstract. Tcl/Tk provide a programming system for developing and using graphical user interface(GUI) applications. Tcl stands for “tool comman...
Two analytical 2d line intersection in OpenCASCADE
Two analytical 2d line intersection in OpenCASCADE eryar@163.com Abstract. OpenCASCADE geometric tools provide algorithms to calculate the intersection of two 2d curves, surfaces, ...
清华笔记:计算共形几何讲义 (4)单纯同调
这次课程,我们介绍单纯同调理论。在代数拓扑中,有单纯同调、奇异同调和de Rham同调理论。它们所用的数学工具不同,但是理论彼此等价。【1】给出了本课程的视频链接。 基本方法代数...











