论文标题

长期空间碎片模拟中的确定性连接跟踪

Deterministic Conjunction Tracking in Long-term Space Debris Simulations

论文作者

Gómez, Pablo, Gratl, Fabio, Bösing, Oliver, Izzo, Dario

论文摘要

数值模拟是预测未来几十年的空间碎屑环境的中心。鉴于产生碎屑的事件,例如持续的抗卫星武器测试和计划的巨型构造,对空间碎片环境的准确预测对于确保关键卫星轨道的长期可持续性至关重要。 考虑到大量粒子的准确长期轨迹传播的计算复杂性,数值模型通常依赖于蒙特卡罗方法进行随机连接评估。另一方面,确定性方法具有更高准确性的希望,并可以验证随机方法。但是,它们对计算可行性构成了重大挑战。 在这项工作中,我们介绍了数值模拟的体系结构和概念证明结果,该数值模拟能够通过确定性的连词跟踪模型来建模数十年来的长期碎片演化。对于模拟,我们在现代C ++中开发了一个有效的繁殖物,占地的引力异常,太阳辐射压力和大气阻力。我们利用AutoPas是一种复杂的粒子容器,该容器会自动选择最有效的数据结构和算法。 我们提出了20年中低地球轨道中16 024个颗粒的模拟结果。总体而言,跟踪连词以进行预测的碰撞和近距离相遇,以详细研究两者。我们详细分析了模拟的运行时和计算成本。总而言之,获得的结果表明,现代计算工具最终实现了确定性的结合跟踪,并可以验证先前的结果并构建对长期碎片环境的更高保真性数值模拟。

Numerical simulations are at the center of predicting the space debris environment of the upcoming decades. In light of debris generating events, such as continued anti-satellite weapon tests and planned mega-constellations, accurate predictions of the space debris environment are critical to ensure the long-term sustainability of critical satellite orbits. Given the computational complexity of accurate long-term trajectory propagation for a large number of particles, numerical models usually rely on Monte-Carlo approaches for stochastic conjunction assessment. On the other hand, deterministic methods bear the promise of higher accuracy and can serve to validate stochastic approaches. However, they pose a substantial challenge to computational feasibility. In this work, we present the architecture and proof of concept results for a numerical simulation capable of modeling the long term debris evolution over decades with a deterministic conjunction tracking model. For the simulation, we developed an efficient propagator in modern C++ accounting for Earth's gravitational anomalies, solar radiation pressure, and atmospheric drag. We utilized AutoPAS, a sophisticated particle container, which automatically selects the most efficient data structures and algorithms. We present results from a simulation of 16 024 particles in low-Earth orbit over 20 years. Overall, conjunctions are tracked for predicted collisions and close encounters to allow a detailed study of both. We analyze the runtime and computational cost of the simulation in detail. In summary, the obtained results show that modern computational tools finally enable deterministic conjunction tracking and can serve to validate prior results and build higher-fidelity numerical simulations of the long-term debris environment.

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