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Performance analysis of underlay cooperative cognitive full-duplex networks with energy-harvesting relay

机译:具有能量收集中继的底层协作认知全双工网络的性能分析

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In this paper, we propose an underlay cooperative cognitive network (UCCN), where an energy harvesting (EH) two-antenna relay operating on full-duplex (FD) mode is used to assist a secondary source to forward the data to a secondary destination (FDEHSN protocol). In the FDEHSN protocol, the secondary relay harvests the energy from the radio-frequency signals of the secondary source in the first interval before performing simultaneously the receiving and transmitting processes in the remaining interval. We derive asymptotic closed-form expressions of outage probability and throughput over Rayleigh fading channel. Contributions show that the FDEHSN protocol outperforms a conventional full-duplex UCCN without using the EH architecture (WoEH protocol) in terms of outage probability and a conventional half-duplex UCCN with using the EH architecture (UCCN-TS protocol) in terms of throughput. When the EH time ratios are obtained by Golden Section Search approach in order to minimize the outage performance for the proposed protocol, the throughput of the FDEHSN protocol is enhanced and exceeds that of the WoEH one while the impacts of residual loopback interference are serious. In addition, the effects of the energy conversion efficiency and locations of the primary receiver and the secondary relay on the system performance of the secondary network are presented and discussed. Finally, the asymptotic outage probability and corresponding throughput are valid with Monte Carlo simulation results.
机译:在本文中,我们提出了一个底层合作认知网络(UCCN),其中使用以全双工(FD)模式运行的能量收集(EH)两天线中继来辅助次级源将数据转发到次级目的地(FDEHSN协议)。在FDEHSN协议中,辅助中继在第一个间隔中从辅助源的射频信号中收集能量,然后在剩余间隔中同时执行接收和发送过程。我们推导了瑞利衰落信道上中断概率和吞吐量的渐近闭式表达式。贡献显示,就断电概率而言,FDEHSN协议优于不使用EH架构(WoEH协议)的常规全双工UCCN,就吞吐量而言,优于使用EH架构(UCCN-TS协议)的常规半双工UCCN。当通过黄金分割搜索方法获得EH时间比率以最小化所提出协议的中断性能时,FDEHSN协议的吞吐量得到了增强,超过了WoEH的吞吐量,而残留环回干扰的影响却很严重。此外,还介绍并讨论了能量转换效率以及主接收器和辅助继电器的位置对辅助网络的系统性能的影响。最后,渐近中断概率和相应的吞吐量对蒙特卡洛仿真结果有效。

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