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any two points
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  任意两点
     The Algorithm of Weight Factor of Three Times Rational Bézier Curve Through Any Two Points of Control Polygon
     过控制多边形内任意两点的三次有理Bézier曲线权因子的算法
短句来源
     If any two points of control polygon are given,based on the definition of vector and cross product,with the use of triangle area,the weight factor of three times rational Bézier curve is consructed and consequently the three times rational Bézier Curve through any two points of cantrol polygon.
     给定控制多边形内任意两点,从向量叉乘的模的定义出发,用三角形的面积构造出来有理三次Bézier曲线的权因子,相应得出了过控制多边形内任意两点的三次有理Bézièr曲线.
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     Calculation of range,azimuth and elevation between any two points on the earth
     地球上任意两点距离、方位、仰角计算
短句来源
     Analysis of Profile between Any Two Points Using GeoMap
     利用GeoMap进行任意两点断面分析
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     Two-point form of straight-line equation is a mathematical model delineating the straight line joined by any two points in a plane.
     两点式直线方程是描述平面上任意两点所连直线的一个数学模型。
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  “any two points”译为未确定词的双语例句
     THE VOLTAGE AND POTENTIAL DEFFERENCE BETWEEN ANY TWO POINTS IN A CIRCUIT IN THE PRESENCE OF ELECTRO MAGNETIC INDUCED FIELD
     电路中有涡旋电场时任两点之间的电压与电势差
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     Improvement of Measuring Distance Between Any Two Points by Using Electronic Total Station
     全站仪测定任意两点间距离及改进方法
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     The Way to Draw a Circular Arc Through Stereoscopic Projectionof Any Two Points on a Great Circle
     过大圆上任两点的极赤投影绘制圆弧的方法
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     Because of completing the wafer transferring task between any two points, the position control mode of servomotor is applied.
     由于净化机器人执行的是点对点的搬运操作,故交流伺服电机选用位置控制模式。
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     The linear, interporlation and any two points movement modules' coding is researched.
     给出了软件系统用户层与控制层这两个模块的软件结构框图,并对控制层中直线运动模块、插补运动模块和“门”形运动模块的进行了研究与编写。
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  相似匹配句对
     Analysis of Profile between Any Two Points Using GeoMap
     利用GeoMap进行任意两点断面分析
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     Two.
     二、末日意识
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     However, the two points were incompatible.
     然而从这两种观点的任何一种观点出发,都不能解释另一种现象。
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     Two.
     二.
短句来源
     Calculation of range,azimuth and elevation between any two points on the earth
     地球上任意两点距离、方位、仰角计算
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  any two points
We show that this holds provided that I is approximable by compact operators inA at any two points of ?2.
      
When operational, the LEOS systems can offer mobile and fixed‐site communications between any two points on the globe.
      
The result is the length of the join of any two points of the net considered, as well as the possibility of determining its directional orientation with respect to the other sides of the net.
      
b) The regression between the positional vector of the investigated point and the positional vectors of some group of other points of the network and c) the so-called total correlation between any two points of the network.
      
While they typically provide different services and the basic technologies underneath are different, both networks rely heavily on routing for communication between any two points.
      
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This paper establishes an analytic solution for the transfer function between any two points on a uniform beam or rod,and gives the law of distribution of the anti-resonant frequencies,as well as the relation between the frequency distribution and the nodes of vibration. Results of computations and experim-ents show the existense of a "pseudo-resonance" Phenomenon.

本文建立了均匀梁及杆的任意两点间传递函数的解析解;找到了反共振频率的分布规律及它与振动节点的关系;电算和试验都表明存在“伪共振”现象。

In this paper an equation of the angle factors between any two points at the junct-

本文用数学物理方法推导出两个相交平面交线上对应点(奇异点)角系数的数学表达式,同时给出了多个平面相交形成尖点、以及曲面相交情况下奇异点角系数的一般计算方法。

In this paper,the fundamental principles of whirling are first discussed fromtheoretical point of view.The criterion for backward whirling is given ascos(φ_y-φ_z)<0or π/2<(φ_y-φ_z)<3/2π,where φ_y and φ_z are the phase angles of any two points 90°apart on the same cross-section of the shaft.This paper then goes on with the derivation(formula)of natural frequencies ofwhirling and finally comes up with the condition for forming backward whirling asasymmetry of supporting stiffness which will be satisfied...

In this paper,the fundamental principles of whirling are first discussed fromtheoretical point of view.The criterion for backward whirling is given ascos(φ_y-φ_z)<0or π/2<(φ_y-φ_z)<3/2π,where φ_y and φ_z are the phase angles of any two points 90°apart on the same cross-section of the shaft.This paper then goes on with the derivation(formula)of natural frequencies ofwhirling and finally comes up with the condition for forming backward whirling asasymmetry of supporting stiffness which will be satisfied automatically in any shaft-ing.Actual measurements were performed on several ships to verift the theory.Theresults of the measurements showed that the response of the whirling for the shaftingis the summation of the forward and backward whirling of various orders.It has also been found out that the amplitude of the blading whirling is much smallerthan that of the fundamental whirling.Hence,it is tentatively suggested that the re-sonant blading whirling may be permitted to operate under monitoring.

本文深入地探讨了回旋振动的机理,研究了船舶推进轴系回旋振动的特点,推导了比较实用的回旋方向的判据。根据在同一截面上互相垂直的二个方向所测得的振动信号的相位谱即可判断各次回旋的方向。通过简化的轴系模型,导出了在正向旋转的激振力作用下生成逆回旋的必要条件。同时证明,轴系在截面互相垂直的两个方向上质量和刚度的耦合不改变生成逆回旋的条件。最后,根据二条船的实测,指出叶频振幅无论是正回旋或逆回旋并不是很大,因此可以谨慎地探讨叶频回旋共振下安全运转的可能性。

 
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