2021 IEEE Aerospace Conference (50100) 2021
DOI: 10.1109/aero50100.2021.9438319
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Top level systems requirements analysis for a ground cooperative orbital debris avoidance system

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Cited by 3 publications
(2 citation statements)
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“…Table 3 shows the number of overlapping cycles and calculation time for each calculation process. The design principle of overlapping cycles between processes is to ensure that the input used in the next level process calculation is the output completed by the previous level process calculation, which is searched and filtered in D(n) ∈ [3,7] (k = 1). Parallel computing processes such as s1.1 and s1.2, due to simultaneous computation, the parallelism is based on the longest module time, and the selection of the parallelism for the second longest module is based on the calculation time not exceeding the longest module calculation time.…”
Section: Parallelism Parameter Calculationmentioning
confidence: 99%
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“…Table 3 shows the number of overlapping cycles and calculation time for each calculation process. The design principle of overlapping cycles between processes is to ensure that the input used in the next level process calculation is the output completed by the previous level process calculation, which is searched and filtered in D(n) ∈ [3,7] (k = 1). Parallel computing processes such as s1.1 and s1.2, due to simultaneous computation, the parallelism is based on the longest module time, and the selection of the parallelism for the second longest module is based on the calculation time not exceeding the longest module calculation time.…”
Section: Parallelism Parameter Calculationmentioning
confidence: 99%
“…2 The space-based target observation system mainly relies on the optical load to carry out continuous detection in the airspace, screen the moving targets in the stellar background that are different from the background, obtain the target position and trajectory information, and make prediction based on the existing trajectory for collision warning and other applications. 3 For the tracking of faint space targets, especially the tracking and trajectory prediction of multiple targets, Kalman filtering is mainly relied on to complete the discontinuous trajectory association and the differentiation of near trajectory. 4 Especially for attitude changes of close-range targets and trajectory attitude changes in maneuvering process, Kalman filter can effectively complete estimation and solution.…”
Section: Introductionmentioning
confidence: 99%