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Description: 可调整控制点位置的Bezier曲线生成.在控制点附近按下右键并拖动可以调整曲线形状。-adjustable control the location of Bezier curve generation. The control point near the press right and drag curve shape can be adjusted.
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Size: 1981440 |
Author: 森森 |
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Description: 用VC++寫的Bezier 以及 B-Spline 程式
可任意點-VC write Bezier and B-Spline programs can be arbitrary point
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Size: 8573952 |
Author: 程坤 |
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Description: 本程序是在Visual studio 6.0里用openGl编写的，实现了一个金字塔和一个bezier曲面等一系列功能，效果逼真，程序使用纹理映射等。-This procedure is used in Visual studio 6.0 opengl prepared to achieve a pyramid and a Bezier surface, such as a series of features, the effect of realistic, procedures such as the use of texture mapping.
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Size: 45056 |
Author: 王小非 |
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Description: 一个贝塞尔加工曲面模拟程序，opengl,包含贝塞尔曲面算法及节点增减功能-A Bezier surface simulation program processing, opengl, contains Bessel algorithm and the node changes in surface features
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Size: 4546560 |
Author: 唐红科 |
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Description: 鼠标输入型值点画出贝塞尔曲线 OPENGL开发环境-Mouse input data points to draw Bezier curves OPENGL Development Environment
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Size: 97280 |
Author: liu |
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Description: 用Visual C++，根据用户输入控制点坐标，生成并显示贝塞尔曲线，其中用到opengl的画点函数-Using Visual C++, In accordance with user input control point coordinates, to generate and display the Bezier curve, which uses opengl for drawing point function
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Size: 1024 |
Author: feifei |
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Description: 在控制台程序下使用控制点绘制Bezier曲面，添加了材质和光影-In the console program to use Bezier surface control point mapping, add a texture and lighting
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Size: 331776 |
Author: sheryl |
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Description: 利用opengl绘制三次bezier曲线,B--绘制曲线 C--全部重绘 E--重绘曲线 Q--退出-Use opengl rendering three Bezier curves, B drawn curve C all redraw redraw E curve Q Quit
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Size: 2380800 |
Author: jjia |
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Description: VC++和OpenGL编写的三角Bernstein-Bezier曲面-VC++ And OpenGL prepared triangular Bernstein-Bezier surface
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Size: 30720 |
Author: yutao |
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Description: 用OpenGl实现的Bezier曲面，并带有光照效果。-Achieved with OpenGL Bezier surface, with lighting effects.
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Size: 59392 |
Author: 田春伟 |
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Description: opengl写的三阶贝塞尔曲线 支持鼠标操作 -opengl written by third-order Bezier curves to support the mouse
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Size: 132096 |
Author: zdpzjl |
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Description: mfc+opengl+3次Bezier曲面-mfc+ opengl+ 3 times Bezier surface
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Size: 277504 |
Author: 侯锦 |
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Description: 程序中尝试了各种平滑曲线的算法，包括
三次样条平滑曲线 的算法类
贝塞尔曲线的算法
GDI+平滑曲线的代码-Procedures to try a variety of smooth curves of the algorithm, including the cubic spline curve smoothing algorithm type algorithm Bessel curve smooth curve GDI+ code
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Size: 4038656 |
Author: yc |
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Description: 用OpenGL 实现曲线作图，VC++编程 -VC++编程
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Size: 1927168 |
Author: macco |
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Description: 通过鼠标点击窗口自动生成Bezier曲线，并可切换至Hermite曲线，在OpenGL下实现。-clicking the mouse, and draw Bezier curve, points also can be deleted. Implemented with OpenGL
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Size: 4096 |
Author: xukangmin |
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Description: Opengl绘制Bezier 曲线,并且可以控制一个小球在曲线上运动。-Draw Bezier Curve with Opengl
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Size: 36864 |
Author: 牵强 |
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Description: 学计算机图形学所画的图形，有画线（DDA，中点，Bresenham），画圆（中点和Bresenham），填充（扫描线和种子），裁剪，Bezier曲线，动画，三维形体。-By painting computer graphics school graphics, a painted line (DDA, the mid-point, Bresenham), Circle (mid-point and Bresenham), filling (scan line and seeds), cut, Bezier curve, animation, three-dimensional shape.
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Size: 2037760 |
Author: star |
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Description: 实验5 Bezier曲线
1．实验目的：
了解曲线的生成原理，掌握几种常见的曲线生成算法，利用VC+OpenGL实现Bezier曲线生成算法。
2．实验内容：
（1） 结合示范代码了解曲线生成原理与算法实现，尤其是Bezier曲线；
（2） 调试、编译、修改示范程序。
（3） 尝试实现B样条曲线算法。
-5 Bezier curve experiment 1. Experimental Objective: To understand the principle of the generation of curves, several common master curve generation algorithm, using VC+ OpenGL to achieve Bezier curve generation algorithm. 2. Experiment: (1) the combination of the model code to understand the principle of curve generated with the algorithm, especially Bezier curve (2) debug, compile, modify the model procedures. (3) try to achieve the B-spline curve algorithm.
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Size: 596992 |
Author: jing |
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Description: 了解曲线的生成原理，掌握几种常见的曲线生成算法，利用VC+OpenGL实现Bezier曲线生成算法。-Principles of understanding the generation of curves, the curves have several common generation algorithm, using VC+ OpenGL to achieve Bezier curve generation algorithm.
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Size: 5120 |
Author: zhanyun |
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Description: 利用VC+OpenGL实现Bezier曲线生成算法。-VC+ OpenGL using Bezier curve generation algorithm to achieve.
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Size: 300032 |
Author: zengyunyun |
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