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1)  rectangular and polar coordinates
直角坐标和极坐标系
2)  cartesian coordinates
直角坐标系
1.
Aiming at circumferential form error evaluation in cartesian coordinates,this paper highlights the application in measuring and evaluating form errors,especially the roundness error of cylindrical sections.
针对直角坐标系下圆周截面形状误差评价,介绍了一种圆柱体截面圆度误差的测量与评定方法。
3)  rectangular coordinate system
直角坐标系
1.
A new method is proposed for solving the problem of non-axisymmetric elastic problems in multi-layered foundation with rectangular coordinate system.
给出了在直角坐标系下计算层状地基力学问题的传递矩阵技术,改变了过去只能在柱坐标系下求解层状地基力学问题的状况,大大地简化了任意荷载作用下层状地基力学问题的计算。
2.
A general method for solving mechanical problems of multilayered subgrade is performed in a rectangular coordinate system,whereas solutions only existed in cylindrical coordinates before.
首次建立了在直角坐标系下层状地基力学问题的通用解法,改变了过去仅能在柱坐标系下进行求解此类的状况。
3.
This paper shows a method to determine if some points lie in the same straight line on the flat surface rectangular coordinate system.
给出平面直角坐标系下多点共线的一个判定方法。
4)  rectangular coordinates system
直角坐标系
1.
As engineering activities related to groundwater are getting more and more complicated,seepage problems in arbitrary rectangular coordinates system can be often met.
随着与地下水有关的工程活动的逐步复杂化 ,任意直角坐标系下潜水渗流问题日渐多见。
2.
A formula to calculate a discal mechanism′s pressing angle of roller-swinging-driven parts under a rectangular coordinates system is brought forth herein.
推出了直角坐标系下滚子摆动从动件盘形凸轮机构压力角的计算公式。
3.
It usually needs to be Changed VB coordinate into rectangular coordinates system in VB to design of Windows appliction program.
在VB中开发Windows应用程序经常需要将VB坐标系转换为直角坐标系 ,以往的相关方法复杂且不易掌握 ,本文给出了一种简单的转化VB坐标系为直角坐标系的方
5)  revolution of polar to Cartesian
极坐标-直角坐标转换
6)  rectangular coordinates
直角坐标
1.
Research on the Mathematical Models of Form and Position Errors for Rotary Surface in Rectangular Coordinates;
直角坐标系下回转表面形位误差数学模型的研究
2.
By introduction of the finite difference method into the Symplectic system of mechanics of elasticity, a Symplectic difference format for plane rectangular coordinates was developed for elasticity problems under stress boundary condition.
将全区域离散的有限差分法引入弹性力学辛体系,建立了应力边界问题的平面直角坐标辛差分格式,用对偶的二类变量进行求解,可直接求得位移和应力。
3.
This paper proposed an assumption on the basis of the operating characteristic of power systems,then made an improvement on Newton-Raphson power flow algorithm in rectangular coordinates.
根据电力系统的运行特点提出假设,继而时直角坐标牛顿-拉夫逊法潮流计算进行改进这种改进方法不但使雅可比矩阵元素的计算量大大减少,而且可提高计算速度、降低对计算机贮存容量的要求为直角坐标牛顿-拉夫逊法潮流计算的使用研究提供了新的依据
补充资料:直角
见“角④”(1205页)。
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