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Collision and re-entry analysis under aleatory and epistemic uncertainty

机译:偶然和认知不确定性下的碰撞和重入分析

摘要

This paper presents an approach to the design of optimal collision avoidance and re-entry maneuvers considering different types of uncertainty in initial conditions and model parameters. The uncertainty is propagated through the dynamics, with a non-intrusive approach, based on multivariate Tchebycheff series, to form a polynomial representation of the final states. The collision probability, in the cases of precise and imprecise probability measures, is computed considering the intersection between the uncertainty region of the end states of the spacecraft and a reference sphere. The re-entry probability, instead, is computed considering the intersection between the uncertainty region of the end states of the spacecraft and the atmosphere.
机译:本文提出了一种在初始条件和模型参数上考虑不同类型不确定性的最优避撞和重返机动设计方法。基于多元Tchebycheff级数,使用非介入方法,不确定性通过动力学传播,以形成最终状态的多项式表示。在精确和不精确的概率测度的情况下,考虑到航天器的最终状态的不确定区域与参考球之间的交点,来计算碰撞概率。相反,考虑到航天器的最终状态的不确定区域与大气之间的交集来计算重入概率。

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