小行星的旋转速度和形状对其接近地球时旋转动力学扰动幅度的影响

K. Lobanova, A. V. Melnikov
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摘要

通过数值实验,研究了小行星自身的旋转速度值、旋转轴的方向和数字参数对其在接近地球时产生的旋转动力学扰动大小的影响。研究考虑了两种情况:1)小行星 (99942) Apophis 的自转速度相对较慢(周期≈ 30 小时);2)小行星 2012 TC4 的自转速度较快(周期≈ 12 分钟)。研究发现,对于自转速度较慢的小行星,扰动可能会很大:就阿波菲斯而言,当它在 2029 年接近地球时,自转周期 ∆P 的变化可能会达到数十小时,自转轴方向 ∆γ 的偏差也会达到数十度。对于快速旋转的小行星来说,扰动非常小:就小行星 2012 TC4 而言,在 2017 年接近地球时,|∆P| < 10-5 分钟,|∆γ| < 0.01◦。结果表明,对于自转速度较慢的小行星来说,小行星形状参数(惯性矩)测定的不确定性会导致扰动幅度估计的明显误差。对快速旋转小行星的图形参数的不确定性实际上并不影响对其旋转动力学扰动的估计。就阿波菲斯而言,在即将于 2029 年接近地球的过程中,旋转速度和旋转轴方向的变化可能会导致参数 A2 值(亚尔科夫斯基效应的特征)下降到 -1.5 - 10-14 a.u./d2,或者上升到 -3.5 - 10-14 a.u./d2。小行星 2012 TC4 在 2017 年接近地球期间的旋转动力学扰动并未影响参数 A2 的值。
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The influence of the rotation speed and shape of an asteroid on the magnitude of disturbances in its rotational dynamics during close approach to the Earth
By means of numerical experiments, the influence of the value of the asteroid’s own rotational velocity, orientation of the axis of rotation, and figure parameters on the magnitude of perturbations in its rotational dynamics arising during close approach to the Earth is studied. Two cases are considered: 1) asteroid (99942) Apophis with a relatively slow rotation (period ≈ 30 h) and 2) asteroid 2012 TC4, which has a fast rotation (period ≈ 12 min). It was found that in the case of asteroids with slow rotation, perturbations can be large: in the case of Apophis, when approaching the Earth in 2029, changes in the rotational period ∆P may reach tens of hours, and deviations in the orientation of the axis of rotation ∆γ — tens of degrees. For fast-rotating asteroids, the perturbations are very small: in the case of asteroid 2012 TC4 at its approach to the Earth in 2017, |∆P | < 10−5 min, |∆γ| < 0.01◦. It is shown that for asteroids with slow rotation, the uncertainty in the determination of asteroid figure parameters (moments of inertia) can lead to noticeable inaccuracies in the estimation of perturbation magnitudes. The uncertainty in the knowledge of the figure parameters of a fast-rotating asteroid practically does not affect the estimation of perturbations in its rotational dynamics. In the case of Apophis, changes in the rotational velocity and orientation of the axis of rotation during the upcoming 2029 approach to the Earth may lead to a decrease in the value of the parameter A2, which characterizes the Yarkovsky effect, to −1.5 · 10−14 a.u./d2, or to an increase up to −3.5 · 10−14 a.u./d2. Perturbations in the rotational dynamics of asteroid 2012 TC4 during its approach to the Earth in 2017 did not affect the value of parameter A2.
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