Lower Bound for the Number of Accommodable End-devices in LPWAN with Multiple Interferences

Daisuke Kumamoto, S. Narieda, T. Fujii, H. Naruse
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Abstract

Coverage evaluation is necessary to derive the number of end devices that can be accommodated to wireless networks, and it is an evaluation metric for wireless network, such as low power wide area networks (LPWANs). In traditional analysis, conditional coverage probabilities are derived when the desired LoRa signal does not conflict with an interference signal and when the desired LoRa signal conflicts with a single interference signal. However, in the case that network load is 0.45, a probability of interference occurrence from two EDs is approximately 14.7%, whereas the probability from one EDs is approximately 36.1%. The difference between probabilities is approximately 20%, and we believe that it cannot be ignored on derivation of the number of accommodable end devices. In this study, we derive and evaluate the theoretical values of the conditional coverage probability when two interference signals arrive. Based on the probability, we derive a lower bound on the number of end devices that can be accommodated. Numerical examples are shown to validate the effectiveness of the derived lower bound on the number of accommodable end devices.
多干扰LPWAN中可容纳终端设备数量的下界
覆盖率评估是确定无线网络可容纳的终端设备数量的必要条件,是低功耗广域网(lpwan)等无线网络的评估指标。在传统的分析中,当期望的LoRa信号与干扰信号不冲突时,以及期望的LoRa信号与单个干扰信号冲突时,推导条件覆盖概率。然而,在网络负载为0.45的情况下,来自两个ed的干扰概率约为14.7%,而来自一个ed的干扰概率约为36.1%。概率之间的差异约为20%,我们认为在推导可容纳的终端设备数量时不能忽略它。在本研究中,我们推导并评估了两个干扰信号到达时条件覆盖概率的理论值。在此概率的基础上,导出了可容纳的终端设备数量的下界。数值算例验证了所导出的可容纳末端装置个数下界的有效性。
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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