• Coordinate systems, transforms, and units.

    坐标系统、变换以及单元。

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  • WKT and SVG define different origins for the coordinate systems.

    WKT和SVG在坐标系中定义不同的原点。

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  • The following illustration shows these two coordinate systems.

    下面的插图就显示了这两个坐标系。

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  • The expressions of usefulrecoil energy in two coordinate systems are derived.

    推导出二种座标系下有用回复能表达式;

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  • Points and other geometric helpers like axes, coordinate systems etc. are also modeled.

    点和其他几何助手,比如像轴、坐标系统等也进行了模型化处理。

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  • Codes for most of the above in terms of predefined coordinate systems from authorities such as EPSG.

    按照预先定义的权威的坐标系统对上面的大多数信息进行编码。

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  • In this paper the curved shell elements in orthogonal curvilinear coordinate systems are established.

    本文建立了正交曲线坐标中的曲壳单元。

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  • We have been working with triple integrals and seeing how to set them up in all sorts of coordinate systems.

    我们目前已经学习了三重积分,以及如何在各种坐标系中建立它们。

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  • First of all, this part describes some coordinate systems and the transform relationships between of them.

    首先对测量卫星平台姿态所需要的几种坐标系及其相互之间的转换关系进行了论述。

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  • For a more detailed discussion of matrices and transformations, see Coordinate Systems and Transformations.

    有关矩阵和变换的更详细的讨论,请参见坐标系统和变形。

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  • This is because projected coordinate systems have a Y-axis which is the opposite of pixel coordinate systems.

    这是因为预计坐标系统有一个Y轴是相反的像素坐标系。

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  • Particularly the conversion of coordinate systems, processing of the image data, and voxel ordering are studied.

    详细研究了坐标系统的转换,处理图像数据的过程,体素排序等。

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  • Fix: Resolved an issue that caused the Transform Ops using the rotate function to generate unnecessary coordinate systems.

    修复:解决一个问题,造成使用旋转功能产生不必要的坐标系变换营运。

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  • When we do triple integrals in space, well, it is the same kind of story, except now we have, of course, more coordinate systems.

    做三重积分,和二重一样,当然,我们会有更多的坐标系。

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  • Additionally, we improved the generating of boundary fitted coordinate systems for methods, so that the methods are more flexible.

    此外我们对边界拟合坐标系的生成作了改进,使方法变得更加灵活了。

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  • Based on Jacobi matrix, a simple and useful method for the static transformation between coordinate systems of robot is developed.

    根据雅可比矩阵,导出了一种用于机器人坐标系间静力变换的一种简便而实用的方法。

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  • In this article the transformation matrices of coordinate systems are derived with geometrical method for the purpose of application.

    本文同时以直观的几何方法导出坐标变换矩阵,以便于应用。

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  • New coordinate systems are not rectangular coordinates system and new connections and regularities of nuclear system distribution are found.

    这里新坐标系不是直角系,能发现核素系统分布的新联系与规律。

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  • An improved implicit approximate factorization algorithm for the generation of body-fitted curvilinear coordinate systems has been developed.

    本文提出一种改进的贴体坐标隐式近似因子分解生成方法。

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  • Time-axis we usually drew is linear in time coordinate systems, but the time-axis could not express that the shape of time was looked like that.

    时间轴线在时间坐标系统里,我们通常都是画成直线的,但是实际上时间轴线并不能表示时间的形状就是看起来那样的。

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  • D-H coordinate systems of the robot are set up, and the transformation matrixes of near two links are improved on to make D-H method more general.

    在机器人学的理论基础上,建立了机器人模型的D-H坐标系,并对相邻坐标系间的变换矩阵作了改进,使D-H方法更具有通用性。

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  • Although left-handed and right-handed coordinates are the most common systems, there is a variety of other coordinate systems used in 3-D software.

    虽然左手系和右手系都是很常用的系统,但是也有很多其他种类的坐标系用于3-D 软件。

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  • If we had been on the planet with left-handed coordinate systems then actually our conventions would be all the other way around, but they are this way.

    如果是在一个习惯左手系的星球上,那样我们的习惯会完全相反,就是这样了。

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  • Both geographic and projected coordinate systems include a definition of the assumed shape of the earth (a flattened sphere); this is called the geodetic datum.

    地理和投影坐标系都包含对地球形状的假设(一个略扁的球体);这称为大地基准点。

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  • Through studying the relationship between space vectors of different coordinate systems, a new model of three-dimensional datum transformation is proposed.

    从空间几何角度出发,利用空间向量的关系研究坐标转换,提出一种新的三维基准转换模型。

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  • Coordinate alignment is the process to determine the relative relations of these two coordinate systems, then convert all the information into a common one.

    信息对准的任务就是确定这两个坐标系之间的相对关系,进而把所有的信息转换到一个共同的坐标基准之下。

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  • The Beijing coordinate system in 1954 and the Xi 'an coordinate system in 1980 are two kinds of coordinate systems kept in the map document presently in China.

    1954年北京坐标系和1980西安坐标系是我国目前地图资料中存在的二种坐标系统。

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  • I should say this is an example, in case you were wondering what I was doing. We have also actually seen how to change variables to more complicated coordinate systems.

    这只是一个,为了不让你们迷茫的例子,以前我们也学过,怎样在更复杂的坐标系中替换变量。

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  • This paper affords the transformation formula of coordinate systems so that the calculation of propagation range may be carried out on the same spheroidal surface.

    本文提供了坐标系统的变换公式,以达到在同一椭球面上进行距离计算。

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  • This paper affords the transformation formula of coordinate systems so that the calculation of propagation range may be carried out on the same spheroidal surface.

    本文提供了坐标系统的变换公式,以达到在同一椭球面上进行距离计算。

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