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OOpeenGL_Surrp
- OpenGL程序源码示例，Nurbs曲面绘制，属于求值程序源码与非均匀有有理B样条类。适合初学入门者学习OpenGL编程与开发技术。 可直接使用。 -OpenGL program source code examples, Nurbs surface rendering, belongs to the evaluation of program source code and non-uniform rational B-spline class. Suitable for beginner
VNURBS_curvedi
- Visual C編的OpenGL下顯示非均勻有理B樣條曲曲面(NURBS)，可自行調整參數，已通过测试。 -Visual C series of the OpenGL display non-uniform rational B-spline curved surfaces (NURBS), can adjust the parameters have been tested.
Assignment1
- 利用B spline和Catmull-rom spline实现物体的移动，旋转由四元数和欧拉角实现。 需要已配置opengl-using B Spline and catmull-rom spline implement the interpolation of object. Rotation are applied by Quaternion and Euler Angle. Please see the implementation video: https://www.youtu
OpenGL1
- 一个OpenGL小作业，可以实现基本的三维图形渲染和操作，可以绘制BEZER曲线和B样条曲线，包含运行说明和遇到问题的心得-An OpenGL small jobs, you can achieve the basic three-dimensional graphics rendering and manipulation, can draw BEZER curve and B-spline curves, containing operating instructions and encou
b-spline3daedit
- VC6+OpenGL实现可编辑的B样条曲面，可用鼠标右键拖拽旋转图形，用左键选择控制点，并拖拽坐标轴沿不同方向移动控制点修改图形。 该程序为成都理工大学软件工程系图形学教学综合应用实例程序，实现了一个可以交互编辑的B样条曲面，综合应用了鼠标追踪球旋转、B样条曲面、OpenGL光照、材质、拾取等三维交互编辑技术-VC6+OpenGL Editable B Spline. You can drag mouse right button to rotate the B Spline surfac
line-about
- Bezier curve BSPLINE curve 样条曲线的绘制。opengl 各种曲线的绘制-Bezier curve drawing BSPLINE curve spline curve. the opengl various curve drawn
ComputerGraphicExperiment
- 本程序使用Visual C++实现了计算机图形学课程实验【纯VC，no OpenGL,不调用pDC的功能函数】：绘制直线、椭 圆等基本图元；绘制Bezier等样条曲线；绘制knoch等分形图形；一个“伪”真实感图形→球 。该程序架构清晰，很方便扩展，谢谢使用！-With Visual C++ only (without OpenGL! without the inline functions of pDC), the Application has achieved in d
2
- b样条曲面 有灯光、鼠标球旋转等功能 opengl 可调整控制点-b-spline surface lighting, mouse ball rotation opengl adjustable control points
BsplineCurve
- 利用OpenGL绘制B样条曲线，通过改变控制点可以改变曲线形状。-Use OpenGL rendering the B-spline curve, the shape of the curve can be changed by changing the control point.
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
B_Spline
- 二次B样条 C++ OPENGL编程 SDK-Quadratic B-spline C++ OPENGL Programming SDK
main_file
- This a OpenGL C++ code to create Bezier, B-spline curves from User selected points.-This is a OpenGL C++ code to create Bezier, B-spline curves from User selected points.
BsplineCurve
- B样条曲线，插值，OPenGL画插直曲线-B-spline curve interpolation, OPenGL curve interpolation straight draw
BSpline-Line-and-Curve
- B样条曲线、曲面的绘制。B样条曲线绘制通过DC完成，B样条曲面绘制通过OPENGL完成，可实现平移、旋转、缩放功能。-The Rendering of B-spline curves and B-spline surfaces
b_surface_base
- 这是本人基于B样条基函数方法而实现的曲面编程，使用opengl绘图。方法很简单，且可以迁移使用，欢迎下载。-This is my B-spline surfaces programming base function-based approach achieved using opengl drawing. The method is very simple, and can be migrated to use, welcome to download.
bspline4_deboor
- 这是本人基于B样条deboor算法实现的B样条曲面，使用Opengl实现，可供做B样条曲面的研究者使用。-This is my B-spline-based algorithm deboor B-spline surfaces, use Opengl realize, for doing the researchers used B-spline surfaces.
triangle
- 样条曲线opengl，利用C语言画的，大家仔细看看吧，-Spline opengl, painted with C language, we take a closer look at it, ha ha ha ha ha ha ha ha ha ha ha ha ha ha ha