非正交坐标系 meaning in Chinese
non-orthogonal coordinate system
Examples
- The study of this project will work as reference to research and development of the non - contact measuring system based on the un - orthogonal coordinate later
本课题的研究将为非正交坐标系下的非接触测量系统研制与开发起到一定的借鉴作用。 - In this paper , the framework error of the system is analyzed quantificationally , and other errors as mechanical distortion error , thermal distortion error , detect error and dynamic error are analyzed qualitatively
本文对非正交坐标系机械系统的机构误差做了定量分析，另外对其它的误差因素也做了定性的探讨，如力变形误差、热变形误差、探测误差和动态误差等。 - With the development of productivity and science , the non - orthogonal coordinate measuring system is wanted in more and more situation , however the non - orthogonal coordinate measuring system is analyzed little because of its complexity and multiplicity in the structure . so this paper is worked out to solve it , and it is of great application value
随着生产和科学的发展，越来越多的场合要求采用非正交坐标系机械系统，然而非正交坐标系机械系统由于其结构的复杂性和运运动的灵活性，一直以来缺少对于它的误差研究，本课题正是在此背景下提出的，因此具有十分重要的应用价值。 - In order to accurately analyze the error in the non - orthogonal coordinate measuring system , the circular cylindrical coordinate measuring system is discussed first and the formula of its number of errors is computed , and then it extends to the non - orthogonal coordinate measuring system of n dimensions arms of robots , and build its error compensation modal , which is proved to have high precision
为了正确分析非正交坐标系机械系统的误差情况，本文先以柱坐标系测量系统为例。分析了引起测量系统示值误差的各种机构误差。并且分析得出其误差项数的计算公式，然后推广到n维机器人手臂结构的非正交坐标系机械系统，建立其误差补偿的数学模型。 - An error compensation modal of non - orthogonal coordinate measuring system is built in this paper , in which completely new thought is taken out : using the natural coordinate system combined with the spherical coordinate system to analyze the errors of non - orthogonal coordinates measuring system , in the result , it makes things simpler and not only find out the number of errors and the factors resulted in the errors , but also build the error compensation formula completely , which perfects the study of non - orthogonal coordinate measuring system " s errors
本文建立了非正交坐标系机械系统的误差补偿模型，提出了一种新的建模思想：在使用球坐标系的同时，巧妙结合自然坐标系。从而大大简化了问题的难度，不仅正确地分析出非正交坐标系机械系统的误差项数、各误差项的来源，还成功地建立了误差补偿公式，完善了对于非正交坐标系机械系统误差的研究。