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A Study of the Lunisolar Secular Resonance 2????+????=0

机译:Lunisolar世俗共振2 ???? + ???? = 0的研究

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The dynamics of small bodies around the Earth has gained a renewed interest, since the awareness of the problems that space debris can cause in the nearby future. A relevant role in space debris is played by lunisolar secular resonances, which might contribute to an increase of the orbital elements, typically of the eccentricity. We concentrate our attention on the lunisolar secular resonance described by the relation $2dot{omega}+dot{Omega}=0$, where $omega$ and $Omega$ denote the argument of perigee and the longitude of the ascending node of the space debris. We introduce three different models with increasing complexity. We show that the growth in eccentricity, as observed in space debris located in the MEO region at the inclination about equal to $56^circ$, can be explained as a natural effect of the secular resonance $2dot{omega}+dot{Omega}=0$, while the chaotic variations of the orbital parameters are the result of interaction and overlapping of nearby resonances.
机译:自从人们意识到空间碎片可能在不久的将来引起的问题以来,围绕地球的小物体的动力学引起了新的兴趣。在空间碎片中的相关作用是由月球状的长期共振引起的,这可能有助于增加轨道元素,通常是偏心率。我们将注意力集中在由关系$ 2 dot { omega} + dot { Omega} = 0 $所描述的肾小球长期共振中,其中$ omega $和$ Omega $表示近地点的论点和经度。空间碎片的上升节点。我们介绍了三种不同的模型,它们的复杂性不断提高。我们显示,偏心率的增长(在位于MEO区域倾斜约等于$ 56 ^ circ $的空间碎片中观察到)可以解释为世俗共振$ 2 dot { omega} + 点{ Omega} = 0 $,而轨道参数的混沌变化是附近共振的相互作用和重叠的结果。

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