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opengl_qt_texture_mapping
- 纹理映射简单的讲，就是把一个纹理(其实说白了，纹理可以理解为一幅图像)映射到空间物体的表面上，因此纹理映射也叫贴图，这个表明不一定是矩形，比如说我可以是球面，或者是任意曲面。在上一篇文章OpenGL_Qt学习笔记之_04(3D图形的绘制和旋转)中，我们绘制的空间体的表面都是一些光滑的颜色，如果要在其表面采用那种方法绘制图像的话，则必须利用微分的思想，一个一个的绘制小图像，然后拼接起来，可想而知，这个过程是多么的复杂，opengl的纹理映射就可以很好的解决这一问题。 这个实验室在上一篇博文Op
PoissonRecon
- 泊松表面重构源代码,是学习3D表面重构的好例子。-Poison surface reconstruction
readsurface
- 该程序实现了3D表面数据的读，是一个学习3D数据读写的实例，适合刚接触3D的开发者学习。-The program read of 3D surface data, 3D data read and write is a learning example for developers new to 3D learning.
writesurface
- 该程序实现了3D表面数据的写，是一个学习3D数据读写的实例，适合刚接触3D的开发者学习。-The program write 3D surface data, 3D data read and write is a learning example for developers new to 3D learning.
STK
- 针对STK（Satellite Tool Kit）软件在军事任务可视化仿真领域中的广泛应用，为充分挖掘 其显示潜能，重点解决了影响其三维场景构建的瓶颈问题，即三维场景数据格式的转换和数据的获取 优化。在分析构建STK 三维场景所需要素及其作用的基础上，分别对地形、地表纹理、三维模型和GIS 等四类数据格式进行分析，并利用多种辅助软件，系统地提出了由较通用格式数据向STK 所支持格式 数据的转换方法，以及在对各类原始数据的获取和转换过程中出现的问题进行处理的优化方法。最后通过实例验
DormOpenGL
- 绘制一个具有真实感的三维场景，其中包含了一些三维物体。具有光照，纹理效果，可实现交互式的场景漫游。实现了从建模、坐标变换到消隐算法、光照模型、面绘制算法、纹理映射的全部过程。-Draw a photorealistic 3D scene, which contains a number of three-dimensional objects. Light, texture effects, interactive scene roaming. Blanking algorithm from m
image3
- 三维点云表面绘制、纹理映射matlab算法，容易理解很实用-3D point cloud surface rendering, texture mapping the matlab algorithm is very practical, easy to understand
surf_from_scatter
- How do you turn a collection of XYZ triplets into a surface plot? This is the most frequently asked 3D plotting question that I got when I was in Tech Support. This submission explains how.
point-cloud
- 实现对三维点云的读取，显示，旋转，面旋，平移，缩放-Read 3D point cloud, display, rotating surface spin, pan, zoom
sandiansanweichazhi
- 散点的三维曲面拟合，其中x、y、z都用矩阵表示，可以直观x、y、z之间的关系。-The scatter the 3D surface fitting
9
- Android平板电脑开发实战详解和典型案例——光盘源码 此书出版时间：2013-02-01 从Android 2.0趣味特性、Android 4.0新特性的基础知识到完整综合案例，由浅入深，循序渐进地进行了详解，既适合Android 4.0初学者学习，也适合有一定基础的读者进一步提升之用。 第9章 3D应用开发基础 9.1 OpenGL及OpenGL ES简介 9.2 3D基本知识 9.3 旧约——OpenGL ES 1.x 9.3.1 OpenGL E
VTK-based-on-VCPP
- 首先介绍了医学图像三维重建的面绘制与体绘制方法，讨论了两种绘制方法的思想和优缺点，对常用的Marching Cubes算法和Ray Casting算法的原理和实现过程进行了阐述，并分析了可视化工具包VTK的实现机制。在VC++6．0平台下，结合可视化工具包VTK，分别基于Marching Cubes算法和Ray Casting算法对DICOM格式的CT图像序列进行三维重建，并给出了其实现的关键算法和3D可视化结果。通过人机交互，实现对重建后三维医学图像的旋转、缩放、平移等简单的交互操作。其次，通
3DSurfacePlusSinus
- It is a Visual C++ 6.0 (and above) source code to draw 3D funnel and sinus spline on it surface on canvas using ONLY mathematical functions and WinApi. No OpenGl fuctions are used. So you can understand internal mathematical apparatus. Use mouse
BSpline3DPlusResolution
- It is a Visual C++ 6.0 (and above) source code to draw 3D half of funnel and complex spline on it surface on canvas using ONLY mathematical functions and WinApi. No OpenGl fuctions are used. So you can understand internal mathematical apparatus.
BSplineBezier
- It is a Visual C++ 6.0 (and above) source code to draw B_Splines and Besier Curves + 3D surface and complex spline on it surface on canvas using ONLY mathematical functions and WinApi. No OpenGl fuctions are used. So you can understand internal mat
Surface3DRotateZoom
- It is a Visual C++ 6.0 (and above) source code to draw 3D barrel and complex spline on it surface on canvas using ONLY mathematical functions and WinApi. No OpenGl fuctions are used. So you can understand internal mathematical apparatus. Use mous
NodeVisitorNew
- 在openscenegraph中加载一个3D模型，通过编写模型节点的访问器，实现节点表面点的遍历。-To load a 3 d model in the openscenegraph, by writing model node accessor, realize the point on the surface of the node traversal.
FACE3D
- Abstract. We present a novel 3D face recognition approach based on geometric invariants introduced by Elad and Kimmel. The key idea of the proposed algorithm is a representation of the facial surface, invari- ant to isometric deformations, such
FACE3D-Series
- Abstract—Recently, a 3D face recognition approach based on geometric invariant signatures, has been proposed. The key idea of the algorithm is a representation of the facial surface, invariant to isometric deformations, such as those result
sandiansanweichazhi
- 散点的三维曲面拟合，其中x、y、z都用矩阵表示，可以直观x、y、z之间的关系。-The scatter the 3D surface fitting