Mars sample return earth entry system micrometeoroid and orbital debris risk uncertainty analysis

IF 5.1 2区 工程技术 Q1 ENGINEERING, MECHANICAL International Journal of Impact Engineering Pub Date : 2025-09-01 Epub Date: 2025-04-10 DOI:10.1016/j.ijimpeng.2025.105362
Michael D. Squire , Victor Cabrera , Eric Christiansen , Alan Jenkin , Kevin Hoffman , Quincy McKown , Peter Parker , Glenn Peterson , Bruno Victorino Sarli , William Schonberg , Katie Steward , Brian Tulaba , Joel Williamsen
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Abstract

Spacecraft designers and operators use micrometeoroid and orbital debris (MMOD) risk assessments to predict the probability that an MMOD particle impact will cause a critical failure to their systems. An important aspect of MMOD risk and associated requirements is the treatment of uncertainty, often difficult to quantify or even estimate for many elements of MMOD risk. There are several sources of uncertainty in every MMOD risk assessment, and previous analyses have addressed some, at least from a qualitative standpoint. This paper describes recent efforts to estimate MMOD risk uncertainty due to uncertainties in inputs to the MMOD risk assessment process for a portion of the planned Mars Sample Return campaign.
The paper explores how sources of uncertainty for the meteoroid environment model and ballistic limit equations were estimated and how applying those uncertainty bounds influenced MMOD risk. Uncertainty bounds for the meteoroid environment were defined by estimating upper and lower bounds for meteoroid flux as a function of heliocentric distance, given by the Meteoroid Engineering Model version 3. Ballistic limit equation uncertainty bounds were given as a percentage increase or decrease in impacting-particle critical diameter. The results demonstrate the relative effect each input source uncertainty had on the overall risk.
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火星样品返回地球进入系统的微流星体和轨道碎片风险不确定性分析
航天器设计者和操作人员使用微流星体和轨道碎片(MMOD)风险评估来预测MMOD粒子撞击将导致其系统严重故障的概率。MMOD风险和相关需求的一个重要方面是对不确定性的处理,对于MMOD风险的许多元素来说,不确定性通常难以量化甚至估计。在每一个MMOD风险评估中都有几个不确定的来源,以前的分析已经解决了一些,至少从定性的角度来看。本文描述了由于计划中的火星样本返回活动的一部分在MMOD风险评估过程中输入的不确定性而对MMOD风险不确定性进行估计的最新努力。本文探讨了如何估计流星体环境模型和弹道极限方程的不确定性来源,以及应用这些不确定性界限如何影响MMOD风险。流星体环境的不确定性界限由流星体工程模型第3版给出的流星体通量作为日心距离函数的上界和下界来定义。给出了弹道极限方程的不确定性边界,以冲击颗粒临界直径的增加或减少百分比表示。结果显示了每个输入源的不确定性对总体风险的相对影响。
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来源期刊
International Journal of Impact Engineering
International Journal of Impact Engineering 工程技术-工程:机械
CiteScore
8.70
自引率
13.70%
发文量
241
审稿时长
52 days
期刊介绍: The International Journal of Impact Engineering, established in 1983 publishes original research findings related to the response of structures, components and materials subjected to impact, blast and high-rate loading. Areas relevant to the journal encompass the following general topics and those associated with them: -Behaviour and failure of structures and materials under impact and blast loading -Systems for protection and absorption of impact and blast loading -Terminal ballistics -Dynamic behaviour and failure of materials including plasticity and fracture -Stress waves -Structural crashworthiness -High-rate mechanical and forming processes -Impact, blast and high-rate loading/measurement techniques and their applications
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