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arXiv 2312.06985eess.SP
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低轨卫星下行链路网络的遍历保密速率分析

Ergodic Secrecy Rate Analysis for LEO Satellite Downlink Networks

Daeun Kim, Namyoon Lee

AI总结:

针对低轨卫星下行网络的安全保密性能分析空白,将卫星、用户、窃听者建模为同心球面齐次泊松点过程,推导遍历保密速率解析表达式,仿真验证其准确性并发现最优卫星高度随窃听者密度增大而升高。

摘要:

卫星网络被公认为是保障全球无缝连接的有效解决方案,可满足各类应用需求。然而,卫星网络的广覆盖与广播特性也使其面临安全挑战。尽管存在这些挑战,目前仍缺乏针对这类网络保密性能的分析性认知。本文针对低地球轨道(LEO)卫星下行链路网络开展保密速率分析,将卫星、用户及潜在窃听者的空间分布建模为同心球面上的齐次泊松点过程。具体而言,我们推导了典型下行用户遍历保密速率的解析表达式,该表达式涉及卫星网络参数、衰落参数及路径损耗指数。仿真结果验证了所提表达式的准确性,且我们发现最优卫星高度随窃听者密度增大而升高。

英文摘要:

Satellite networks are recognized as an effective solution to ensure seamless connectivity worldwide, catering to a diverse range of applications. However, the broad coverage and broadcasting nature of satellite networks also expose them to security challenges. Despite these challenges, there is a lack of analytical understanding addressing the secrecy performance of these networks. This paper presents a secrecy rate analysis for downlink low Earth orbit (LEO) satellite networks by modeling the spatial distribution of satellites, users, and potential eavesdroppers as homogeneous Poisson point processes on concentric spheres. Specifically, we provide an analytical expression for the ergodic secrecy rate of a typical downlink user in terms of the satellite network parameters, fading parameters, and path-loss exponent. Simulation results show the exactness of the provided expressions and we find that optimal satellite altitude increases with eavesdropper density.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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