Performance optimization of relay nodes in wireless powered network with dynamic node location

Chunfeng Wang, Naijin Liu
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Abstract

Microwave wireless energy transmission technology is becoming more and more mature, and how to integrate wireless energy transmission and wireless information transmission has become one of the hot research areas. This system is called wireless energy and information synchronous transmission system or synchronous wireless information and energy transmission (SWIPT) System. Synchronous wireless information and energy transmission system is of great significance to alleviate the power shortage of communication nodes and equipment. At present, there are many researches on point to point wireless information and energy transmission systems. In this paper, a system consisting of three nodes is presented, in which the intermediate node is a wireless information and energy synchronous receiving relay node, the relay node harvests the energy and retransmit information from the source node. When the location of the relay node changes dynamically, the traditional fixed-time switching for wireless energy transmission scheme cannot be realized. This paper discusses the optimization of wireless energy and information synchronization transmission of relay node under the condition of dynamic change of relay node location. The influence of relay node location on energy harvesting is fully considered and analyzed. Time switching is adjusted based on the change of relay node location to achieve the most effective and most efficient. The optimal switching time scheme improves the overall throughput performance of the system, and carries out numerical analysis.
动态节点定位无线供电网络中继节点性能优化
微波无线能量传输技术日趋成熟,如何将无线能量传输与无线信息传输相结合成为研究热点之一。该系统称为无线能量与信息同步传输系统或同步无线信息与能量传输(SWIPT)系统。无线信息与能量同步传输系统对于缓解通信节点和设备的电力短缺具有重要意义。目前,关于点对点无线信息和能量传输系统的研究较多。本文提出了一个由三个节点组成的系统,其中中间节点为无线信息能量同步接收中继节点,中继节点从源节点获取能量并重传信息。当中继节点位置发生动态变化时,传统无线能量传输方案的定时切换无法实现。本文讨论了在中继节点位置动态变化的情况下,中继节点无线能量和信息同步传输的优化问题。充分考虑和分析了中继节点位置对能量收集的影响。时间切换根据中继节点位置的变化进行调整,达到最有效、最高效的目的。最优切换时间方案提高了系统的整体吞吐量性能,并进行了数值分析。
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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