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1)  occupation station original based grid system
站心地平直角坐标系
1.
By using constructing elements between GPS net work point and state control point determined by ordinary survey instruments and making use of converting formula of the WGS-84 coordinate system and occupation station original based grid system, the WGS-84 coordinates of the state control point were calculated.
针对GPS控制网与国家控制点联测时遮挡严重的问题,提出了一种虚拟基线的方法,即通过常规方法测出GPS网中某点与国家控制点之间的基线构造元素,并利用WGS84地心坐标系与站心地平直角坐标系之间的转换模型计算出国家控制点的WGS84地心坐标,然后根据GPS商业处理软件的基线格式构造出GPS网中某点与国家控制点之间的虚拟基线,并入整个GPS控制网中进行平差解算。
2)  station center right-angle coordinate in horizon
站心地平直角坐标
1.
This article introduced the conception of reference frame which were used for controlling and commanding the air defense missile, expatiated on the arithmetic and implementation for the transformation from nine nine pane coordinate to station center right-angle coordinate in horizon.
介绍了在防空导弹射击指挥中目标数据常用坐标系的概念 ,详细讨论了九九方格坐标转换为站心地平直角坐标的算法及实现过程 ,为实现对防空导弹武器的自动化指挥提供参考。
3)  the station local coordinate frame
站心地平坐标系
1.
The other one is to obtain the true azimuth in topocentri coordinate system directly with the station local coordinate frame.
一种是将大地坐标经Guass投影反算得到坐标方位角,加上改正得到真方位角;另一种是通过站心地平坐标系直接得到真方位角。
4)  plane right-angle coordinates
平面直角坐标系
1.
This article introduced a general method of drawing plane right-angle coordinates in Borland c++Builder 6 and explained how to use its code in detail.
介绍一种在Borland c++Builder6中画平面直角坐标系的通用方法,并详细地阐述了实现该方法的代码。
5)  earth orthogonal coordinate system
地面直角坐标系
6)  earth-rectangular coordinate
大地直角坐标系
1.
After the correlative coordinate of earth is detailed,in virtue of the earth-rectangular coordinate,the position,velocity and attitude angle of the missile can be converted from space-earth coordinate to emission coordinate.
详细定义相关地球坐标系后,可借助大地直角坐标系,将弹体位置、速度、航姿角从空间大地坐标系转换到发射坐标系。
补充资料:无相心地戒
【无相心地戒】
 (术语)禅门所传之戒,云无相心地戒。犹台宗之戒曰圆顿无作戒,密宗所传之戒曰秘密三摩耶戒,各以其家之宗义名之也。禅家以无相不可得之心地为戒体,戒相有梵网之十重四十八轻戒。
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