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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
BSpline_interpolation
- B样条曲线的绘制和插值.MFC 中画图,很精确的实现 拟合数据点-B-spline curve rendering and interpolation. MFC in the drawing, it is precisely the realization of fitting data points
image_demo
- 使用vc++2005完成,实现B样条曲线拟合曲线.单文档视图结构.可打开显示图片,可使用B样条曲线对对象轮廓进行拟合.显示B样条曲线的次数,控制点个数,控制点坐标,节点向量等-Using vc++2005 completed, the realization of B-spline curve fitting. The structure of a single document view. To open the display picture, you can use B-spline cu
Bspling_fitting
- 本软件的主要功能是用B样条曲线去拟合输入的若干个数据点，同时用圆弧逼近该曲线生成数控加工G代码。 如上图所示：线上的红点为输入点，线旁的绿点为反算出的控制点，列表框中则是数控加工G代码。 本软件还有自动判错的功能如下图所示当文本框为空或输入的点数少于两个时将会分别弹出警告消息框。本软件主要的设计思路为利用一定的算法根据已知道的型值点反求控制点后根据控制点画出B样条曲线，本软件通过VB语言实现的 -Three B-spline fitting the data points are k
bicubicBsplinecode
- 双三次B样条曲线的拟合代码，有助于进一步了解B样条曲线-Bicubic B-spline curve fitting code, and contribute to a better understanding of B-spline curve
bicubicHermiteBsplinecode
- 双三次B样条曲面的拟合程序，有助于进一步了解B样条曲线-Bicubic B-spline surface fitting process, help to further understanding of B-spline curve
BSPLine
- B样条曲线给出了一种方法，用具有 连续性的k-1次的多项式曲线对n个控制点集合进行拟合，B样条曲线允许任意阶连续。因此，在计算机图形学中优先选择B样条曲线来定义非常平滑的曲线。如果要通过任意数量的点生成满足C2或更高阶连续性的曲线，B样条曲线是一种较好的选择。-B-spline curve presents a method, the continuity of k-1 times on the n-polynomial curve fitting set of control points,
Bezier
- MFC绘制Bezier曲线,B样条曲线,曲线拟合-MFC Drawing Bezier curves, B-spline curve, curve fitting
Bspline_MFC
- MFC绘制Bezier曲线,B样条曲线,曲线拟合-MFC Drawing Bezier curves, B-spline curve, curve fitting
Bspline
- 本算法是个B样条曲线拟合算法，包括2D的和3D的两种曲线拟合算法。用户可以自己设定拟合的点数，也可以让算法根据拟合效果自动确定。-This algorithm is a B-spline curve fitting algorithms, including 2D and 3D two curve fitting algorithm. Users can set their own fitting points, but also allows the algorithm automatical
SplineInterpolation
- 多项式拟合和三次b样条曲线拟合源代码，过关键控制点。-Polynomial fitting and cubic b-spline curve fitting source code, hit critical control points.
Bsline
- 三次B样条曲线拟合多个离散点，使曲线光滑-three times B-sblish
bspline
- B样条曲线拟合程序，实现控制点求取一个合适的三次B样条，以及重新拟合的曲线，拥有良好的精确度-b-spline curve fitting procedures, implement control point to strike a fitting cubic B-spline, as well as re-fitting curves, better accuracy
Untitled9
- MATLAB实现非均匀B样条曲线拟合，采取图片上曲线的控制点，进行B样条拟合-MATLAB on non uniform B spline curve fitting, taking pictures of the control points on the curve for B spline fitting
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.)
反算NURBS曲线插值控制点并计算NURBS插值曲线
- 对于给定的数个离散数据点，使用3次NURBS（非均匀有理B样条曲线）进行插值拟合。该算法程序能够反算出NURBS曲线控制点并绘制经过给定离散点的插值曲线。(For a given number of discrete data points, the 3 NURBS (nonuniform rational B spline curve) is used for interpolation fitting. The algorithm can calculate the control poin
B-spline
- 均匀三次B样条曲线插值，定义插值函数，B样条拟合三维曲面(Interpolation of B spline curves)
matlabBspline
- MATLAB软件对b样条曲线曲面进行拟合(B-spline curve and surface fitting)