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Application of metrics in the space of orbits to search for asteroids on close orbits

机译:度量在轨道空间中的应用以搜索近轨道上的小行星

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摘要

Here, we apply natural metrics defined in the space of Keplerian orbits to search for asteroids in close orbits. First, we use as a metric the distance between two orbits in the five-dimensional space of Keplerian orbits. Then, we apply the distance in three-dimensional factor-space of positional orbital elements. We have identified new asteroid pairs with a possible common origin. Once the asteroid pairs candidates are identified, we analyze their dynamical evolution. We find that the Yarkovsky effect must be taken into account when carrying out high accuracy numerical simulations of the orbital evolution of asteroid pairs. Finally, we consider the planning of follow-up astrometric and photometric observations of the candidate asteroid pairs to determine their rotational parameters, needed to modeling the Yarkovsky effect.
机译:在这里,我们应用在开普勒轨道空间中定义的自然度量来搜索近轨道的小行星。首先,我们使用开普勒轨道的五维空间中两个轨道之间的距离作为度量。然后,我们在位置轨道元素的三维因子空间中应用距离。我们确定了可能有共同起源的新的小行星对。一旦确定了小行星对候选者,我们将分析它们的动力学演化。我们发现,在进行小行星对轨道演变的高精度数值模拟时,必须考虑Yarkovsky效应。最后,我们考虑对候选小行星对进行后续的天文和光度学观测的计划,以确定它们的旋转参数,这是对Yarkovsky效应建模所需的。

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