论文标题

受限的嘻哈2N+1身体问题的周期性振荡

Periodic oscillations in the restricted Hip-Hop 2N+1 body problem

论文作者

Rivera, Andres, Perdomo, Oscar, Castaneda, Nelson

论文摘要

当$ 2N $ - 主要的$ 2N $ - 主体在周期性的嘻哈解决方案上移动时,我们证明存在限制$(2N+1)$ - 身体问题的周期性解决方案,并且无质量的身体在包含质量中心的线上移动,并且垂直于2N $ -Primaries $ 2N $ -Primaries形成的反抗液基础。

We prove the existence of periodic solutions of the restricted $(2N+1)$-body problem when the $2N$-primaries move on a periodic Hip-Hop solution and the massless body moves on the line that contains the center of mass and is perpendicular to the base of the antiprism formed by the $2N$-primaries.

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