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A Direct Method of Deriving Perturbation Equation of Motion

机译:推导运动微分方程的直接方法

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摘要

A direct method of deriving perturbation equation of motion is proposed. Namely, the variations in the orbital elements of an instantaneous ellipse in the sense of two-body problem under the action of three components of the perturbing force are directly derived by means of vector differentiation, with a sharp geometric image and explicit mechanical significance. The derivation of the two orbital elements, ω and M, is especially more concise and objective than in the traditional method.
机译:提出了一种直接推导运动摄动方程的方法。即,在椭圆体的三个分量的作用下,在二体问题的意义上,瞬时椭圆的轨道元素的变化是通过矢量微分直接得出的,具有清晰的几何图像和明确的机械意义。与传统方法相比,两个轨道元素ω和M的推导更加简洁和客观。

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