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三维直角坐标转换 3D rectangular coordinate transformation英语短句 例句大全

时间:2019-12-06 16:40:13

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三维直角坐标转换 3D rectangular coordinate transformation英语短句 例句大全

三维直角坐标转换,3D rectangular coordinate transformation

1)3D rectangular coordinate transformation三维直角坐标转换

1.A Method of3D rectangular coordinate transformation adapted to any rotation angle适用于任意旋转角的三维直角坐标转换方法

英文短句/例句

1.A Method of 3D rectangular coordinate transformation adapted to any rotation angle适用于任意旋转角的三维直角坐标转换方法

2.resolution of polar to cartesian极坐标-直角坐标转换

3.Study on non-linear coordination conversion of space right angle coordination system;浅谈空间直角坐标系非线性坐标转换

4.revolution of polar to Cartesian极坐标-直角坐标旋转

5.A New Algorithm for Transforming from Cartesian to Geodetic Coordinates空间直角坐标向大地坐标转换的新算法

6.One of three axes in a three - dimensional Cartesian coordinate system.x轴三维直角坐标系中的三轴之一

7.Transformation Between Three-Dimension Geocentric Coordinate System and Independent Coordinate System区域性独立坐标系与三维地心坐标系的转换

8.The correct quantum kinetic energy operator for sphericalrotator in 3-dimensional Cartesian coordinates在三维直角坐标系中研究量子转子体系的动能表达式

9.A New Transformation Method of Exploratory Profiles from 2D to 3D Coordination Systems勘探剖面二维坐标系向三维坐标系转换的新方法

10.The Application of PML in Three Dimension Cylindrical Coordinates and the Conversion from Near Field to Far Field;PML在三维柱坐标系下的应用及近场-远场转换

11.Calculating parameters of 3D coordinates transformation based on the method of Total Least Squares基于总体最小二乘法的三维坐标转换参数解算

12.Three-dimensional Separation Regression the Model Parameters Robust Estimation Method of Transforming GPS CoordinateGPS坐标转换的三维分离回归模型参数的稳健估计

13.Expressions of Earth Gravity Field, Gravity and Gravity Gradient in 3D Cartesian Coordinates System地球重力场、重力、重力梯度在三维直角坐标系中的表达式

14.The Way of Conditional Adjustment with Parameters in Two Dimensional Coordinates Transformation二维坐标转换的附有参数条件平差法

15.Body fitted method with cartesian coordinates for solving viscous fluid flow and heat transfer problems粘性流体换热问题用直角坐标网格的贴体解法

16.On the Application of the Plane Rectangular Coordinates Transformation in the Project浅谈平面直角坐标变换在工程中的应用

17.Optimal Control of a Rotary Crane with Straight Transfer Transformation Based on Coordinate Alternate基于坐标变换的旋转起重机直线搬送最优控制

18.it realizes transform of dimension from 2D to 3D, and directly mark dimensions of parts in 3D environment.实现了二维到三维尺寸标注变换和三维环境下直接尺寸标注功能。

相关短句/例句

orthogonal coordinate transform直角坐标转换

1.This paper analyses a triple pole antenna usingorthogonal coordinate transform.文中通过直角坐标转换的方法,分析了一种三振子天线。

3)3D cartesian coordinate system三维直角坐标系

4)revolution of polar to Cartesian极坐标-直角坐标转换

5)three-dimensional coordinate transformation三维坐标转换

1.In this paper ,The new adjustment model ofthree-dimensional coordinate transformation-SARC (Step-by-step Adjustment with Restricted Condition-SARC) is presented.讨论了已有的三维坐标转换模型的优缺点,提出了一种实用性更广、理论上更严密的坐标转换模型———SARC(static-filter adjustment with restricted condition)。

2.At the same time, non-linear adjustment model ofthree-dimensional coordinate transformation that resolves the limited conditions with linear models is given.讨论了三维坐标转换的线性模型的应用范围 ,提出了三维坐标转换的非线性模型 ,解决了线性模型对旋转角大小的限制。

6)3D coordinate transformation三维坐标转换

1.In view of3D coordinate transformation nonlinear model,in order to adapt direct search method to solve the transformation parameters,it is necessary to make the model simple and operand small by way of two step measurements as follows.采取了两步措施简化三维坐标转换非线性模型:①旋转矩阵的3个旋转角用一个反对称矩阵的3个独立元素代替,将旋转矩阵由反对称矩阵构成Lodrigues矩阵;②将坐标转换7参数模型变换成基线向量模型,消去平移3参数。

延伸阅读

Descartes直角坐标系Descartes直角坐标系artesian orthogonal coordinate system(O力称为纵轴(o rdjna忆蹦),两坐标轴把平面分成四个相等的区域,它们称为冬呼(q珑址ters或qua妞nts)· 点M的DesCarteS享角半坪(Car‘esian rectangUlar~dinates)由有序实数对(x,刃来表示,其中第一个数(横坐标(abS比sa)等于有向线段OM在横轴上的正射影,第二个数(纵坐标(ordinate)是有向线段OM在纵轴上的正射影.三维空间中的Descartes直角坐标系的建立和平面情况是类似的:由横坐标轴、纵坐标轴和竖轴(a PPliCate欲地)以及坐标原点O来定义.通过两个坐标轴的平面称为坐标平面(仪幻记血血p脚叱).三个坐标平面把空间分成八个相等的区域—卦限(。以ants).有时也采用(一般)1)习二八eS斜角坐标系(e川岛泊nske妞峪led(罗朋司)咖攻恤皿记s声把m〕.它与直角坐标系的差别在于坐标轴之间的夹角不一定是直角.直线坐标方法是R.Descartes引人的(【11),因而得名.1)es口州睑s直角坐标系tC以te幼an田山嗯回目“目浦皿妞s声tem;加双pT0oan,珊yl刃叨脸.a,饰峨Ma“。叩刀””aT]规范正交的Eudid空间中的直线坐标系.在平面上,Descartes直角坐标系由两条相互垂直的直线—坐标轴(叨rdinate axes)来确定,在每一个坐标轴上都指定了正方向和单位长的线段.两个坐标轴的交点(0)称为半标厚卓(COOrdina‘e origin)·一个坐标轴(Ox)称为横轴(a份比服ax拐),另一个坐标轴

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