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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
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
bsplineandbezier
- b样条和贝塞尔曲线的绘制，matlab和vc平台上的两个版本-b-spline and Bezier curve drawing, matlab, and two versions of the platform vc
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.
pudu
- B样条曲线生成程序,HHT插件等。rilling版本，供大家参考学习。 -B-spline curve generation procedures, HHT, such as plug-ins. rilling version for your learning.
Bezier
- 一个很好的matlab编程绘制B样条曲线，-Matlab program to draw a good B-spline curve,
B-Spline_Curve_fitting
- Bspline curve fitting toolbox writtenin matlab from mathworks
b-spline
- 1) Create a closed B-splines curve by using five control points and also with its control polygons. Here is the attachment: • closedbspline.m 2) Create a Uniform B-splines curve where the k=3,n=2 and i=0,1,2,3,4,5,6,7. • unifo
modified-stfd_esprit
- 提 出了基于修正空间 时频分布( S TF D) 矩阵 的 ES P RI T算法 以实现 对宽 带线性调 频信号 的到达 角估计-Th e a l g or i t h m f o r di r e c t i o n- o f- a r r i va l o f t he wi d e ba n d c hi r p s i gna l s ba s e d 0 1 3 ．ESPRI T u s i n g t he mo di f i
Uniform-Rational-B-spline-fitting
- 均匀有理B样条插值拟合，数值计算算法，可用于计算机图形学、曲线曲面拟合等-Uniform Rational B-spline interpolation fitting，numerical algorithm that can be used for computer graphics , curve and surface fitting , etc.
Cubic-B-Spline-Curve-Refinement
- Cubic B-spline Notes
Bspline-curve
- B样条的一种实现方法。具体操作为：拾取界面二维点作为控制顶点，输出B样条曲线-An implementation of B-spline method. The specific operation as follows: pick up the interface two-dimensional points as control points, the B-spline curve of the output
BSpline-Curve
- B样条曲线绘制－德布尔法。在VC++ 6.0环境绘制B样条曲线。-Draw the BSpline Curve
Non-uniform-b-spline-curve-drawing-
- 非均匀B样条曲线绘制+导矢计算－动态数组,程序精炼，结果正确，参考价值高。-Non-uniform b-spline curve drawing+ vector calculation
5-order-B-spline
- 关于五次B样条曲线的程序和实例分析,可以参考-About Five order b-spline curve program and example analysis，and refernce
myselfB
- 通过四重节点办法算出控制点坐标，根据控制点拟合通过型值点的3次B样条曲线(The coordinate of control points is calculated by four nodes method, and the 3 B spline curve of the control point is fitted through the value point of the type)
3次B样条曲线拟合
- 离散点曲线 进行3次B样条曲线拟合 包括节点参数化过程 基函数计算过程 控制点反求过程 到最后拟合曲线的显示(The discrete point curve is fitted with 3 B spline curves, including the node parameterization process, the basis function calculation process, the control point inversion process, and the final
三次B样条轨迹规划
- 根据三次B样条公式，算出样条曲线，并取样，把三维坐标写进txt，再用matlab绘制三维三次B样条曲线(According to the cubic B-spline formula, calculate the spline curve, and sample, the three-dimensional coordinates into the txt, and then draw three-dimensional cubic B-spline curve)
matlab绘制B样条曲线正算反算
- 介绍利用matlab绘制B样条曲线时进行正算反算，有一定参考价值。(This paper introduces the use of MATLAB to draw the B spline curve, and it has some reference value.)
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)