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球壳万有引力场的积分说明

发表时间:2010-02-15  浏览量:1960  下载量:562
全部作者: 雷加智,耿标,夏辉,雷家强
作者单位: 山东大学材料科学与工程学院
摘 要: 牛顿虽然给出了万有引力定律的一般表达式,但是事实上万有引力定律很难理解,而其本身也存在一些不可克服的缺陷。从牛顿万有引力定律出发,利用空间上的三重积分工具,得到球体万有引力场的一些结论,依据这些结论考虑了球壳在空间任何一点所产生的万有引力场,并得出相应的结论。
关 键 词: 空间物理学;球壳;万有引力定律;万有引力场;积分
Title: Integral description of the spherical gravitational field
Author: LEI Jiazhi, GENG Biao, XIA Hui, LEI Jiaqiang
Organization: School of Materials Science and Engineering, Shandong University
Abstract: Although Newton's law of gravitation gives the general expression, but in fact the law of gravity is difficult to understand, and it has some insurmountable flaws. This research is based on Newton's law of universal gravitation, using the triple integral tool of space to get some of the conclusions of sphere gravitational field, and then proceeds to consider the gravitational field at any point in space produced by the spherical shell from these findings, and draws the appropriate conclusions.
Key words: space physics; spherical shell; the law of universal gravitation; gravitational field; integral
发表期数: 2010年2月第3期
引用格式: 雷加智,耿标,夏辉,等. 球壳万有引力场的积分说明[J]. 中国科技论文在线精品论文,2010,3(3):304-308.
 
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