curve of second order

curve of second order的基本解释

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二次曲线

与curve of second order相关的网络例句 [注：此内容来源于网络，仅供参考]

To solve the problem about determinant and solution to tangent line of curve of second order in Analytic Geometry with viewpoint and methods of Higher Geometry.

利用《高等几何》的观点、方法解决《解析几何》中的二次曲线的切线的存在性与求法问题。

A new algorithm of utter compensation, which is called " weighting method of compensation " for curve of the second order, has been developed.

提出了一种新的任意二次曲线半径补偿算法—加权补偿法，本算法用加权平均及权值修正技术，在插补过程中逐步地补偿刀具半径带来的偏移误差，解决了数控系统中非圆二次曲线必须靠分段近似来加工的难题。

Two projective line pencils take shape curve of seeond order,which can help ua to determine all kinds of type of curve of second order what is in two concurrent affine planes.

对二射影对应线束形成二阶曲线的图形分析，可以帮助我们用作图法确定共面的二仿射平面场对应线束形成的二阶曲类

Chaikin algorithm is the simplest discrete curve modeling method.In thepaper planar Chaikin algorithm is generalized into sphere,and the practicability ofthe algorithm as well as the continuous differentiable property of the generatingcurve is proved.It is shown that the curve generated by Chaikin algorithm is apiecewise spherical Bezier curve of second kind of order two.Furthermore,generalspherical corner-cutting algorithms are discussed,and it is pointed out that thecurve generated through corner-cutting has"Spherical Variation DiminishingProperty".3Curve interpolation method restricted on a smooth surface based ontransformation.

Chaikin算法是最简单的离散曲线造型方法，文中将Chaikin算法推广到球面，证明了算法的可行性和生成曲线的连续可微性，指出球面Chaikin算法得到的曲线是分段的二次第二类球面Bezier曲线，并给出了用球面Chaikin算法构造球面插值曲线的算法；进一步，文中讨论了一般的球面割角算法，指出由球面割角算法得到的曲线具有"球面变差缩减性质"。3基于变换的约束在光滑曲面上的曲线插值方法。

与curve of second order相关的网络解释 [注：此内容来源于网络，仅供参考]

curve of second order：二次曲线

二次曲线( curve of second order)是指在平面直角标系XOY中,形如 Ax2+Bxy+Cy2+Dx+Ey+F=0 的方程的曲线,这包括了圆锥曲线、二条直线(退缩二次曲线)、点、无轨迹等情形.

curve of second order：二次曲线(又称"圆锥曲线

curve of normal distribution 正态分布曲线 | curve of second order 二次曲线(又称"圆锥曲线") | curve of steepest descent 最速降线

conjugate curve of the second order：共轭二次曲线

conjugate curve 共轭曲线 | conjugate curve of the second order 共轭二次曲线 | conjugate diameter 共轭直径