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Performance of Two-Hop Links With an Energy Buffer-Aided IoT Source and a Data Buffer-Aided Relay

机译:具有能量缓冲辅助物联网源和数据缓冲区辅助继电器的两跳链路的性能

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In this article, we analyze the performance of a two-hop communication link between an energy-buffer-equipped IoT-type self-sustaining source and a destination, aided by a data-buffer-equipped relay. The source harvests radio-frequency energy from the ambience and stores it in an energy buffer. Using a discrete-time continuous-state Markov chain to model the energy buffer and a discrete-state Markov chain to model the data buffer, we analyze outage and throughput performance of the link. In typical applications, feedback of channel state information and buffer state information is not feasible, so simple link selection schemes are evolved. In the first only buffer-status (OBS) scheme, link selection is based on the energy-buffer status alone. A modified OBS scheme is then suggested, and its performance is analyzed. The third scheme uses both energy-buffer status and first-hop channel knowledge for link selection. Expressions are derived for throughput and limiting distributions of stored energy with all the three schemes. We show how the continuous-state energy buffer and the discrete-state data buffer can both be balanced while maximizing the throughput by suitable choice of the source transmit power, relay transmit power, and target information rates at the source and the relay. We also analyze statistical properties of the energy-buffer size with these schemes. The derived analytical expressions are validated by the Monte Carlo simulations.
机译:在本文中,我们分析了通过配备数据缓冲区的中继的能量缓冲的物联网类型自维持源和目的地之间的双跳通信链路的性能。源从氛围中收集射频能量并将其存储在能量缓冲区中。使用离散时间连续状态马尔可夫链来模拟能量缓冲区和一个离散状态马尔可夫链来模拟数据缓冲区,我们分析链路的停电和吞吐量性能。在典型的应用中,信道状态信息和缓冲状态信息的反馈是不可行的,因此简单的链路选择方案被演变。在第一个缓冲状态(OBS)方案中,链路选择基于单独的能量缓冲区状态。然后建议修改过的OBS方案,分析其性能。第三种方案使用能量缓冲区状态和链路选择的第一跳通信知识。通过所有三种方案导出表达式的吞吐量和限制存储能量的分布。 We show how the continuous-state energy buffer and the discrete-state data buffer can both be balanced while maximizing the throughput by suitable choice of the source transmit power, relay transmit power, and target information rates at the source and the relay.我们还通过这些方案分析能量缓冲尺寸的统计特性。源性分析表达式由蒙特卡罗模拟验证。

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