牛顿N体问题轨迹计算的一种推广方法
A Generalized approach for computing the trajectories associated with the Newtonian N Body Problem
摘要：
本文讨论了描述自由空间中N个引力体形成一个孤立系的自由运动的经典牛顿问题。众所周知，从庞加莱格言，这个问题是不完全可解的。研究了由球对称质量、适当的角速度（< 1 rad/s）和有界位置矢量组成的N体系统。一个程序已经开发，产生表达式近似定义的群众执行的轨迹。
英文摘要：
The Classical Newtonian problem of describing the free motions of N gravitating bodies which form an isolated system in free space has been considered. It is well known from the Poincares Dictum that the problem is not exactly solvable. Sets of N body systems composed of masses having spherical symmetry, appropriate angular velocities (< 1 rad/s) and bounded position vectors are examined. A procedure has been developed which yields expressions approximately defining the trajectories executed by the masses.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
