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- W2951558082 abstract "Here is presented a new type of exact solutions for photogravitational restricted 3-bodies problem (a case of spiral motion). A key point is that we obtain the appropriate specific case of spiral motions from the Jacobian-type integral of motion for photogravitational restricted 3-bodies problem (when orbit of small 3-rd body is assumed to be like a spiral). Besides, we should especially note that there is a proper restriction to the type of spiral orbital motion of small 3-rd body, which could be possible for choosing as the exact solution of equations for photogravitational restricted 3-bodies problem. The main result, which should be outlined, is that in a case of quasi-planar orbital motion (of the small 3-rd body) the asymptotic expression for component z of motion is proved to be given by the proper elliptical integral." @default.
- W2951558082 created "2019-06-27" @default.
- W2951558082 creator A5051961225 @default.
- W2951558082 date "2012-04-01" @default.
- W2951558082 modified "2023-09-26" @default.
- W2951558082 title "Quasi-Periodic Solution of a Spiral Type for Photogravitational Restricted 3-Bodies Problem" @default.
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