spherical astronomy
- spherical astronomy的基本解释
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球面天文学
- 更多网络例句与spherical astronomy相关的网络例句 [注：此内容来源于网络，仅供参考]
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The main branches of a spherical astronomy, practical astronomy, astronomy and astronomical azimuth geodynamics.
主要的分支学科有球面天文学、实用天文学、方位天文学和天文地球动力学。
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Its theory is based on spherical astronomy and error theory, the main research on the ground coordinates of the points and ground connections between two points, the determination of the azimuth principle, measurement method, calculation method of operating procedures and go.
它的理论基础是球面天文学和误差理论，主要研究地面坐标点和地面两点之间连线的方位角的测定原理、测定方法、操作程序和归算方法。
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The basic principle is based on spherical astronomy and elementary geometry of the trajectory mapping method based on the observation of a celestial body zenith distance, then the ship is located in order to sing the next point as the center of this satellite zenith distance of the ship's position as the radius of the circle, observing the same two objects, or objects at different times of the two observations, we can get two ship's position round, then the ship must have been a point of intersection of two ship's position on the circle.
其基本原理是建立在球面天文学和初等几何中的轨迹作图法基础上的，观测一个天体的天顶距，则航船就位于以星下点为圆心，此星天顶距为半径的船位圆上，观测两个天体或者不同时间同一天体的两个观测值，就可以得到两个船位圆，则航船一定在两个船位圆的一个交点上。
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It thinks that Complete Principle of Measurement inherited the Writing Style of Elements. Secondly, it is taken out five key parts——plane geometry, solid geometry, conic, spherical trigonometry and spherical astronomy part——to comprehend. The main contents of mathematics and astronomy involved in Complete Principle of Measurement have been set up respectively in accordance with the characteristics of their subject.
其次，又按照学科分布从中抽出平面几何、立体几何、圆锥曲线、球面三角和球面天文等五部分内容进行重点解读，认为《测量全义》中所涉及到的主要数学和天文学内容已经按照学科特点分别形成和建立起来，为后来西学的进一步传播做出了贡献。
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Complete Principle of Measurement , as the basic literature of large calendar mathematics series Chongzhenlishu, was the beginning of the Western trigonometry, spherical astronomy and measurement into China, involving area, volume measurement, flat triangle, spherical trigonometry and spherical astronomy's theory as well as measuring instruments'applying. Complete Principle of Measurement embodies Chongzhenlishu's axiomatic mathematics and astronomy and makes a contribution to the further spread of the Western learning.
《测量全义》作为编撰大型历算丛书《崇祯历书》的基础文献，是西方三角学、球面天文学及测量术系统传入我国之始，涉及面积、体积测量，平面三角、球面三角和球面天文学的基本理论以及测量仪器的制造和使用等，是《崇祯历书》中公理化数学和天文学体系的体现，为西学的进一步传播做出了贡献。
- 更多网络解释与spherical astronomy相关的网络解释 [注：此内容来源于网络，仅供参考]
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spherical astronomy：球面天文学
1908年震旦大学毕业后赴比利时双博罗(Gembloux)农业大学学习气象学,1912年获博士学位后回国任苏州垦殖学校教务长. 王应伟先生在青岛期间,还在青岛大学(即后来的山东大学)兼课,讲授的课程有"球面天文学"(spherical Astronomy)等.
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spherical astronomy：球天文[学]
球天线 spherical antenna | 球天文[学] spherical astronomy | 球状子系 spherical component
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spherical astronomy：球面天文
天体力学基础Basic Celestial Mechanics | 球面天文 Spherical Astronomy | 微机原理和汇编语言Principle of Computer and Assembly Language
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spherical astronomy WESTBANK：球面天文学
spherical angle WESTBANK 球面角 | spherical astronomy WESTBANK 球面天文学 | spherical azimuth WESTBANK 球面方位角