| 略论郭守敬和梅文鼎的黄赤相求术 |
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| 引用本文： | 袁敏.略论郭守敬和梅文鼎的黄赤相求术[J].商洛学院学报,1998(2). |
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| 作者姓名： | 袁敏 |
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| 作者单位： | 西北大学数学系 西安 |
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| 摘 要： | 黄赤道坐标换算是球面天文学的重要内容,西方很早就应用球面三角方法解决这类问题。但这种方法在中国古代没有产生,郭守敬和梅文鼎都利用《九章算术》中的结果解决了黄赤道坐标换算问题。该文通过对郭守敬和梅文鼎黄赤相求方法的分析,指出他们的方法都体现了中国传统数学思想和思维方式。
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| 关 键 词： | 黄赤相求 郭守敬 梅文鼎 中国传统数学思想 |
A Tentative Discussion on Guo Shoujing and Mei Wending's Transformation between Ecliptic and Equatorial Coordinates |
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| Yuan Min.A Tentative Discussion on Guo Shoujing and Mei Wending's Transformation between Ecliptic and Equatorial Coordinates[J].Journal of Shangluo University,1998(2). |
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| Authors: | Yuan Min |
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| Abstract: | It is an important text of Spherical Astronomy for transformation between E-cliptic and Equatorial Coordinates. The early western scholars have solved the problem with Spherical Trigonometry. But this method was not produced in ancient China. Guo Shoujing and Mei Wending all made use of the results of "Arithmetic in -Nine Sections" to solve this problem. This paper analysis the methods of Gwoand Mei's. It points out that their methods reflect the traditional Chinese mathematical thought and mode of thinking. |
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| Keywords: | transformation between ecliptic and equatorial coordinates Guo Shoujing Mei wending traditional Chinese mathematical thought |
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