A Markovian Queueing Model of Multiple Access Communications in Space

Jay L. Gao
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Abstract

This paper describes a Markovian queueing network model of multiple access communication that captures considerations for both spacecraft operations and data transmissions duty cycle. Several performance metrics were presented to measure bandwidth efficiency and latency from both the communications and operations perspectives. Leveraging the mathematical framework derived from Jackson queueing theory, we demonstrate the use of this model by applying it to notional relay networks envisioned for Mars, Lunar, and Earth environments and analyzing the performance between frequency and code division multiple access approaches. We conclude this paper with discussions on the modeling results and the pros and cons of our model.
空间多址通信的马尔可夫排队模型
本文描述了多址通信的马尔可夫排队网络模型,该模型同时考虑了航天器运行和数据传输占空比。提出了几个性能指标,从通信和操作的角度测量带宽效率和延迟。利用源自Jackson队列理论的数学框架,我们通过将该模型应用于设想的火星、月球和地球环境的概念中继网络,并分析频率和码分多址方法之间的性能,来演示该模型的使用。最后,我们讨论了模型的建模结果和模型的优缺点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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