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[数]极坐标"XiTong"
1、coordinate geometry───坐标几何;解析几何
2、polar coordinate───极坐标;极座标;极坐标XiTong
3、polar───n.(Polar)人名;(德、西)波拉尔;n.极面;极线;adj.极地的;两极的;正好相反的
4、coordinate───v.调节,配合;使动作协调;(衣服、家具等)搭配;与……形成共价键;adj.同等的,并列的;配位的;坐标的;n.坐标;配套服装;同等的人或物
5、polar beat───极拍
6、amphitrichous polar───两性极性
7、polar circle───[数]极圆;[天][测]极圈
8、generalized coordinate───广义坐标
9、polar hippos───极地河马
1、The displacement solution is constructed by applying the symmetry of scattering of SH-wave and the method of multi-polar coordinate system.───利用SH散射的对称性和多极坐标方法构造了问题的位移解。
2、Using the concepts of radial velocity and transversal velocity in polar coordinate system, a problem of pursuant trajectory in kinematics is solved.───利用极坐标系中径向速度与横向速度的概念求解运动学中的一个追线问题。
3、solution is constructed by applying the symmetry of scattering of SH-wave and the method of multi-polar coordinate system.───SH散射的对称性和多极坐标方法构造了问题的位移解。
4、The mesh equations of gears are given by tangent polar coordinate system.───本文给出了切线极坐标下的齿轮啮合方程式。
5、The Finite Difference Method for Torsion Problem of Bars with Sectorial Cross-sections in Polar Coordinate System───极坐标系下扇形截面杆件扭转问题的有限差分法
6、Fourth order difference of plane problem in polar coordinate system and its application───极坐标平面问题的四阶差分及应用
7、Deduction of the General Solution for Plane Problem in Polar Coordinate System───极坐标平面问题一般解的推证
8、The difference scheme of torsion problem of a bar with a sector cross- section under the polar coordinate system is derived.───导出了极坐标系下扇形截面杆扭转问题的差分格式;
9、Pseudo-spectral method in polar coordinate system for viscous flow;───使用双极坐标系研究流体在偏心环空内的流动。
1、Third, argument-polar radius curve of polar coordinate system whose pole is geometric gravity is formed, and maximum and minimum value points are searched.
2、This paper proposes a subblock-based image retrieval method under the polar coordinate system for retrieving trademark image.
3、Based on polar coordinate system, an analytic method is investigated.
4、In this paper, the general solution for plane problem of elastic mechanics in polar coordinate system is deduced by separate variable method.
5、The model is continued by imposing a polar coordinate system on the moving reference frame.
6、Using the concepts of radial velocity and transversal velocity in polar coordinate system, a problem of pursuant trajectory in kinematics is solved.