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General Perturbations Methods for Orbit Propagation with Particular Application to Space Debris Mitigation Compliance

机译:关于轨道传播的一般扰动方法,特别适用于空间碎片缓解顺应性

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The average number of spacecraft launched per year has recently and rapidly increased, a trend largely the result of the increased use of small and micro-satellites, platforms such as the CubeSat. This growth trend is unlikely to reverse in the near-term. To mitigate the risk that spacecraft pose to the availability and accessibility of the space environment, debris mitigation standards currently recommend that spacecraft be removed from low-Earth orbit within 25 years of end-of-mission. In order to prove compliance with these standards, spacecraft operators must demonstrate the evolution of their spacecraft's orbit through the use of orbit propagation software. A new general perturbation method for orbit lifetime analysis has been developed by the authors. There are many applications for such a method, however herein its use in space debris mitigation compliance is demonstrated. The most notable result presented herein is in collision risk analysis; using the volume swept (equivalent to area-time product) during de-orbit as a metric for collision risk it is shown that, contrary to the widely held belief, drag augmentation typically increases collision risk. It is shown that if applied in the worst-case scenario, specifically at the wrong time during the solar activity cycle, drag augmentation can increase the collision risk by an order of magnitude. Furthermore, a weighted volume swept integrating the risk posed by the current catalogue of space objects is also presented.
机译:每年推出的航天器的平均数量最近并迅速增加,这一趋势主要是使用小型和微卫星的使用,平台,如立方体。这种增长趋势不太可能在近期逆转。为了减轻航天器对空间环境的可用性和可达性的风险,碎片缓解标准目前建议在特派团结束后25年内从低地轨道中移除航天器。为了证明遵守这些标准,航天器运营商必须通过使用轨道传播软件来展示他们的航天器轨道的演变。作者开发了一种用于轨道终身分析的新的一般扰动方法。对于这种方法存在许多应用,然而,在本文中,其在空间碎片缓解顺应性的使用情况被证明。本文呈现的最值得注意的结果是碰撞风险分析;在将扫描(相当于区域时间产品)的扫描(相当于区域时间产品)作为碰撞风险的度量,表明,与广泛的信仰相反,拖延增强通常会增加碰撞风险。结果表明,如果在最坏情况下应用,特别是在太阳能活动周期的错误时间,阻力增强可以通过幅度增加碰撞风险。此外,还提出了一种加权体积,其扫描由当前的空间物体目录销售的风险也是如此。

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