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spline function相关的网络例句

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与 spline function 相关的网络例句 [注:此内容来源于网络,仅供参考]

The benefit of this method is its mathematical simplicity and its consequent ease in programming. Secondly, it brings out a new 3D interpolation method—hypersurface spline method, this method extends the surface spline method of 2D interpolation into 3D space.

其次,提出了一种基于超曲面样条函数进行三维空间插值的新的三维空间插值方法,该方法将二维的曲面样条函数插值法进一步拓展到三维空间。

By anchoring an imaginary spring between each data point and deformable curve or surface, the fairing model is established. Then FEM is used to solve the deformation problem of the model caused by imaginary springs and a bicubic B-spline surface patch is taken as one element. Lastly the B-spline active surface model is applied to surface reconstruction from layer data and the problem resulted from fitting for uneven cross-sectional curves can be solved.

通过在数据点与模型之间连接虚拟弹簧,建立光顺模型,并以双三次B样条曲面片作为单元,运用有限元法对模型在虚拟弹簧作用下的变形问题进行求解,得到光顺后的B样条曲面;并在此基础上,提出了一种新的基于断层数据的表面重建方法,可很好地解决不均匀截面族的曲面生成问题。

Experimental results show that the method proposed can overcomethe block effect caused by the linear or spline interpolation method, and the error is less than that inlinear, spline and ran...

实验表明所提出的方法能够克服传统的线性或样条插值所产生的方块效应,并且比一些随机插值算法如随机中点偏移插值算法失真度小。

The technique of perturbations constraint when applied to degree reduction of Bézier curves gives fairly well results This paper discusses why these kind of technique have limitation when applied to B-spline curves, and the least squares approximation approach is presented for reducing the degree of B-spline curves Examples comparing the new method with existing ones are illustrate

将扰动约束技术应用于B啨zier曲线的降阶给出了理想的结果讨论了将这类方法应用于B样条曲线降阶时结果不理想的原因,提出了采用最佳平方逼近技术对B样条曲线做降阶运算的方法;并用实例对该方法和基于扰动约束的降阶方法进行了比

Because of cubic B spline curve have several advantages such as local controllable, continuity etc, an active contour model based on cubic B spline curve is proposed in this dissertation.

针对以上问题,结合三次B样条曲线连续性及局部可控性的特点,本文提出了一种基于三次B样条曲线的主动轮廓模型。

Because of the condition of 〓 for two neighbour parametricspline surfaces is too strong,here,instead of it,some simple and practicableconditions of 〓 resulted from the general theorem obtained by Prof.LiuDing Yuan in Chapter 1 were proved,and three 〓 triangular splinesurfaces schemes wre presented:one is piecewise cubic spline surface patcheshaving local 〓 and whole 〓 continuity based on the refined HCTtriangulation,another is the same degree spline surface patches but based onthe refined Powell-Sabin triangulation,the third is piecewise quartic splinesurface patches having local 〓 and whole 〓 continuity based on therefined P-S triangulation.

由于对参数曲面,一阶导数连续的要求较强,我们采用第一章从刘鼎元定理导出的简单实用的几何连续条件,讨论了基于HCT加细三角剖分和P-S加细三角剖分上的两种局部达一阶导数连续而整体有一阶几何连续的分片三次样条曲面构造算法,一种局部达二阶导数连续整体有一阶几何连续的分片四次样条曲面构造方法。

They are presented in need of special curves and surfaces in engineering applications. In order to prove that the uniform C-B-spline basis is normalized totally positive, we compute the matrix which transforms the C-Bézier basis into the uniform C-B-spline and decompose this matrix into a product of. bidiagonal and stochastic factors.

本文用递推的方法,计算出代数三角空间中的n次C-Bézier基与n次均匀C-B-spline基之间的转换矩阵,并把该矩阵分解为一系列二对角阵的乘积,从而证明出n次均匀C-B-spline基是一个标准全正基,进一步用插入节点的方法,把它扩充为一组标准B基,从而我们可以利用B基的很多优良性质,在工程应用中对这两组基进行开发利用。

They are presented in need of special curves and surfaces in engineering applications. In order to prove that the uniform C-B-spline basis is normalized totally positive, we compute the matrix which transforms the C-Bézier basis into the uniform C-B-spline and decompose this matrix into a product of. bidiagonal and stochastic factors. Furthermore, we give a normalized B-basis by inserting knots.

本文用递推的方法,计算出代数三角空间中的n次C-Bézier基与n次均匀C-B-spline基之间的转换矩阵,并把该矩阵分解为一系列二对角阵的乘积,从而证明出n次均匀C-B-spline基是一个标准全正基,进一步用插入节点的方法,把它扩充为一组标准B基,从而我们可以利用B基的很多优良性质,在工程应用中对这两组基进行开发利用。

Properties of bi quadratic B spline surface are investigated by the subdivision approach, and the control mesh of bi quadratic B spline surface is constructed by employing Doo Sabin subdivision to derive the parametric representation of interpolation surface.

文中利用子分曲面理论研究双二次 B样条曲面的性质,在此基础上利用 Doo- Sabin子分模式构造插值顶点位置和法向的双二次 B样条曲面控制网格,得到插值曲面的参数表示。

And the polar angle and the polar radius was represented into AutoCAD polar coordinate, the involute was drawn through the spline linear tool. And then, a section of the involute was intercepted with the diameters of the point circle and the root circle, used it as the tooth face of the spline. The involute tooth thickness was drawn using the diameter of the divided circle and the tooth-form was drawn through rotating, mirroring image and cutting.

根据DIN 3960渐开线花键的坐标值,用EXCEL函数功能计算出不同压力角下渐开线的极角和极半径,表示成AutoCAD极坐标并通过样条线工具绘制出渐开线,再用齿顶圆和齿根圆直径截取一段渐开线作为为花键齿面,并用分度圆直径绘制出渐开线齿剖面,经镜像和裁剪便可绘制出渐开线齿形。

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