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A New Approach to Calculation of Secular Frequencies in the Dynamics of Near-Earth Objects in Orbits with Large Eccentricities

机译:具有大偏心态绕绕绕近地对象动力学计算的新方法

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摘要

A modified method for identifying and studying secular resonances in the dynamics of near-Earth objects is described. Unlike the traditionally used approach based on approximate analytical formulas for calculating secular frequencies that are valid only for small eccentricities, the proposed method uses exact values obtained in the process of numerical simulation of the motion from the Newton-Euler equations. This technique can be used to analyze the dynamics of objects with any arbitrary eccentricities of the orbits, but its application to the study of the motion along orbits with large or rapidly growing eccentricities is most interesting. Testing is carried out on the example of research of the Lidov-Kozai resonances in the dynamics of near-Earth objects.
机译:描述了一种用于识别和研究近地对象的动态的识别和研究世俗共振的修改方法。 与基于近似分析公式的传统使用方法不同,用于计算仅针对小型偏心率有效的近似分析公式,所提出的方法使用从Newton-euler方程的运动的数值模拟过程中获得的精确值。 该技术可用于分析具有轨道的任何任意偏心的物体的动态,而是其应用于沿着大或快速生长的偏心的轨道的运动研究是最有趣的。 对近地球对象动态的液化杆菌 - 科萨共振的研究的例子进行了测试。

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