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洛希极限和引力作用范围的近似改正
Approximate corrections for Roche limit and sphere of gravitational action
【摘要】 运用广义相对论的后牛顿效应,得到洛希(Roche)极限和引力作用范围的近似改正表示式,表明洛希极限不仅与牛顿引潮力及惯性离心力有关,而且受重力后牛顿近似改正的影响。并且估计、讨论了太阳系天体的某些具体情况。
【Abstract】 Using postNewtonian effect of gravity to general relativity,the appoximate expressions of corrections for the Roche limit and sphere of graviational action are obtained.It is represented that the Roche limit not only depends on Newtonian tidal forces and inertial centrifugal forces,but also may be affected by postNewtonian correction of gravity.Also,Some situations of celestial bodies in solar system were estimated and disucssed.
【关键词】 重力的后牛顿近似;
洛希极限;
引力作用范围;
广义相对论;
【Key words】 post-Newtonian approximation to gravity; Roche limit; sphere of gravitational action; general relativity;
【Key words】 post-Newtonian approximation to gravity; Roche limit; sphere of gravitational action; general relativity;
【基金】 中国科学技术大学天体物理和宇宙学基金资助项目
- 【文献出处】 西北大学学报(自然科学版) ,Journal of Northwest University(Natural Science Edition) , 编辑部邮箱 ,2003年03期
- 【分类号】O412.1
- 【下载频次】669