closed curve

If I take any closed curve , the work will always be zero .

如果我取任意闭合曲线，所做功都全是。

Discussing About the Unitive Equation of a Class of Closed Curve

一类闭合曲线统一方程的探讨

Well , you just take a closed curve in the plane .

只需在区域中取一条封闭曲线。

I need to be on a closed curve to do it .

我需要在一条封闭曲线上来做。

Matching among image sequence according to multi-channel closed curve structures

图像序列的多通道围线结构匹配

Applying Cu b I c Parameter Spline to The Closed Curve

利用三次参数样条构造封闭曲线

It says that the line integral is zero along any closed curve .

也就是，在任意封闭曲线上的线积分为。

Algorithm of Closed Curve Fairing Optimization Interpolation Based on Manifold

基于流形的封闭曲线光顺优化插值方法

Adds a small break between the beginning and end of a closed curve line

在封闭曲线的开始和结束位置之间添加一个小间隔

If I move along this closed curve , I start at the origin .

沿这条闭曲线，从原点出发。

The Tolerance of Electroplated Products and a Closed Curve Varied with Two Parameters

电镀产品的公差与二元变闭曲线

And , I still want to compute the line integral along a closed curve .

但仍然想要沿着封闭曲线的线积分计算。

That 's a closed curve . So , I would like to use Green 's theorem .

这是封闭曲线，所以我们可以用格林公式。

Interpolation of Cubic B-spline Closed Curve Based on Periodic Extension

基于周期性延伸的三次B样条闭曲线插值

Well , let 's take my favorite closed curve on the surface of a sphere .

在球面上任取一个封闭曲线。

If we have a closed curve then the line integral for work is just zero .

如果给定一条封闭曲线，那么求所做功的线积分为零。

Singular integral equations with complex translations on closed curve

封闭曲线带复平移的奇异积分方程

An Analysis of the Steiner Formulation on Parallel Curves of Convex Closed Curve

凸闭曲线平行线Steiner公式浅析

Spherical Map of Space Closed Curve

空间闭曲线的球面映射

A inequality about the closed curve on a sphere

关于球面闭曲线的一个不等式

If the interior of any closed curve in R & is also contained in R.

如果R内部存在一条闭合曲线-，当然它必须得包含在R中。

Closed curve graphs showing dimensional synthesis of offset crank rocker mechanism against transmission angle

偏置曲柄摇杆机构按传动角进行尺度综合的封闭曲线图

Stability of the Solution of Singular Integral Equations with Cauchy Kernel on a Closed Curve

封闭曲线上带Cauchy核奇异积分方程的稳定性

The main result is that system ( 3.9 ) exists an attracting invariant closed curve and complicated dynamic quality .

主要结论是系统（3.9）存在吸引的不变闭曲线，也有复杂的动力学性态。

An Interpolating G ~ 2 Continuous Closed Curve Based on Rational Quadric Bezier curves

基于有理二次Bezier曲线的G~2连续的插值曲线

It just reminds you that you are doing it on a closed curve .

只是提醒你，是在封闭曲线上做积分。

A closed curve bounding a plane area . Add-on library is using older than supported interface .

周界围绕一平面域的封闭性边界加载项库所使用的界面旧于支持的界面。

If it is a closed curve , we should be able to replace it by a double integral .

如果是一条闭曲线，也可以用二重积分来代替的。

Green 's theorem for flux says I have a closed curve that goes counterclockwise around some region .

通量的格林公式说，绕区域逆时针方向旋转的闭合曲线。

That means when you go along a closed curve , 0 well , the change of value of a potential should be zero .

这意味着，沿一条闭合曲线，势函数的变化量是。