协同充电即服务:移动无线可充电传感器网络的调度

Jia Xu, Suyi Hu, Sixu Wu, Kaijun Zhou, Haipeng Dai, Lijie Xu
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引用次数: 4

摘要

无线能量传输(WPT)被广泛用于无线可充电传感器网络的能量补充。然而,作为WPT商业化核心的收费服务模式至今尚未出现。本文从协同充电经济学的角度提出了一种无线充电服务模型,并针对可充电设备的充电成本和移动成本的联合优化,提出了协同充电调度(CCS)问题。我们首先提出了两种组内成本分担方案,以维持设备之间的合作。然后,基于贪心方法和子模函数最小化,提出了求解CCS问题的近似算法CCSA。进一步,我们将大规模CCS问题建模为一个联盟形成博弈,并提出了一个博弈理论算法CCSGA。我们证明了CCSGA最终收敛到一个纯纳什均衡。我们在一个由5个充电器和8个可充电传感器节点组成的试验台上进行了仿真和现场实验。结果表明,CCSA算法的平均综合成本比非合作算法低27.3%,平均仅比最优解高7.3%。在现场实验中,CCSA在综合成本方面平均优于非合作算法42.9%。此外,CCSGA比近似算法更快,更适合大规模的协同充电调度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cooperative Charging as Service: Scheduling for Mobile Wireless Rechargeable Sensor Networks
Wireless Power Transmission (WPT) has been widely used to replenish energy for Wireless Rechargeable Sensor Networks. However, the charging service model, which is of the essence to commercial WPT, has not emerged so far. In this paper, we present a wireless charging service model from the perspective of cooperative charging economics, and formulate the Cooperative Charging Scheduling (CCS) problem for joint optimization of rechargeable devices' charging cost and moving cost. We first propose two intragroup cost sharing schemes to sustain the cooperation among devices. Then, the approximation algorithm CCSA of the CCS problem is proposed based on greedy approach and submodular function minimization. Furthermore, we model the large-scale CCS problem as a coalition formation game and present a game theoretic algorithm CCSGA. We show that CCSGA finally converges to a pure Nash Equilibrium. We conduct simulations, and field experiments on a testbed consisting of 5 chargers and 8 rechargeable sensor nodes. The results show that the average comprehensive cost of CCSA is 27.3% lower than the noncooperation algorithm and is only 7.3% higher than the optimal solution on average. In field experiments, CCSA outperforms the noncooperation algorithm by 42.9% in terms of comprehensive cost on average. Moreover, CCSGA is much faster than the approximation algorithm and is more suitable for large-scale cooperative charging scheduling.
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