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B样条曲线反求_OpenGL环境--数据点加入输出点列
- 自己编的三次非均匀B样条曲线反求:给定数据点列,反求控制点,节点向量,按照给定精度,等分参数区间,离散B样条曲线,输出离散点列,模拟真实曲线.此算法包括德布尔-考格斯算法,节点向量算法,反求控制点,以及节点插入技术.对搞图形学的朋友比较有参考作用.-own series of the three non-uniform B-spline curves Reverse : Given a data set, reverse control, vector nodes, according to a
绘制b样条曲线
- 生成、显示B样条曲线： （1）用鼠标或者光标输入控制点，在屏幕上用图形符号标记显示。 （2）自定义输入曲线次数。 （3）可选择4种曲线类型。 (4)可以对顶点位置，曲线次数，曲线类型进行修改。-generation, showed that B-spline curves : (1) to use the mouse or the cursor input control points on the screen with graphic symbols marking sho
B样条曲线1
- B样条曲线1-B-spline curves 1!
三次B样条曲线
- 用C语言编写的三次B样条曲线源代码!-C language prepared by the cubic B-spline curves source code!
二次B样条曲线
- 2次B样条曲线算法-2nd B-spline curve algorithm
B样条曲线
- b样条曲线（左键确定点，右键结束）-b-spline curve (Left determine point, right end)
二次B样条曲线的绘制
- 从用c语言编出程序要用文件输入数据。 绘制二次B样条曲线的表达式： P(0,2)(t)=P0*G(0,2)(t)+P1*G(1,2)(t)+P2*G(2,2)(t) 0<=t<=1-from using language out to document procedures with the input data. Drawing II B-spline curves of expression : P (0,2) (t) = P0 * G (0,2) (t) * G P1 (1,2
过控制点的B样条曲线
- 两种方式连接用户定义的控制点一种是直线方式 一种是曲线 B样条曲线的关键是调整控制点的位置
二次三次B样条曲线代码
- 用VC6，MFC，实现了二次和三次B样条曲线的绘制。
Bspline.编写拟合非均匀有理B样条曲线的程序
- 编写拟合非均匀有理B样条曲线的程序，可以进行数据拟合,Fitting the preparation of non-uniform rational B-spline curve of procedures, data can be fitted
BSplineDemo.rar
- 用vc编写的一个B样条曲线算法，根据鼠标输入的点动态绘制B样条曲线，并且可以修改控制点，从而修改曲线形状., A B transect curve algorithm compiles which with vc, inputs the spot tendency according to the mouse to draw up the B transect curve, and may revise the control point, thus revision curve shape
121114122lu_bs_lsm
- B样条曲线曲面的生成与显示，用matlab实现-B-spline curve and surface generation and display, using matlab implementation
vb
- 通过随机点生成，B样条曲线，代码完整，有Bezeire和B样条曲线两种曲线形式。-Generated by random points, B-spline curves, code integrity, and the B-spline curve Bezeire two curve.
scytqx
- 一个用C语言实现三次B样条曲线，计算机图形学-C language realization of the three B-spline curves, Computer Graphics
B
- opengl 作业,用与在OPENGL中绘制B洋条曲线,已经编译通过,在运行前请设置你计算机的OPENGL编译环境-opengl operating and use with OPENGL Drawing Yang B curve has been compiled through, before running set up your compiler environment OPENGL computer
三次B样条细分
- 经典三次B样条细分算法；四个控制点；细分曲线(cubic B spline subdivision algorithm; curve)
三次样条曲线拟和
- 三次样条曲线拟合类，可用于样条插值、拟合、预测等算法场合。(The Cubic Spline Interpolation class can be used for spline interpolation, fitting, prediction and other algorithms.)
《计算机辅助几何设计与非均匀有理B样条》
- 《计算机辅助几何设计与非均匀有理B样条》(Computer aided geometric design and nonuniform rational B spline)
非均匀有理B样条程序
- 能够计算出非均匀有理B样条，给定控制点，及样条阶次，即可绘制出想要的光滑曲线(The inhomogeneous rational B spline can be calculated)
B spline interpolation
- 本程序用matlab编写非递归的b样条曲线轨迹规划生成算法，该算法可以应用于C语言环境(Non-recursive algorithm for generating B-spline curve trajectory planning)