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Multi-Objective Optimization of Fog Computing Assisted Wireless Powered Networks: Joint Energy and Time Minimization

机译:雾计算辅助无线动力网络的多目标优化:联合能量和时间最小化

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摘要

This paper studies the optimal design of the fog computing assisted wireless powered network, where an access point (AP) transmits information and charges an energy-limited sensor device with Radio Frequency (RF) energy transfer. The sensor device then uses the harvested energy to decode information and execute computing. Two candidate computing modes, i.e., local computing and fog computing modes, are considered. Two multi-objective optimization problems are formulated to minimize the required energy and time for the two modes, where the time assignments and the transmit power are jointly optimized. For the local computing mode, we obtain the closed-form expression of the optimal time assignment for energy harvesting by solving a convex optimization problem, and then analyze the effects of scaling factor between the minimal required energy and time on the optimal time assignment. For the fog computing mode, we derive closed-form and semi-closed-form expressions of the optimal transmit power and time assignment for offloading by adopting the Lagrangian dual method, the Karush⁻Kuhn⁻Tucker (KKT) conditions and Lambert W Function. Simulation results show that, when the sensor device has poor computing capacity or when it is far away from the AP, the fog computing mode is the better choice; otherwise, the local computing is preferred to achieve a better performance.
机译:本文研究了雾计算辅助无线供电网络的最佳设计,其中接入点(AP)发送信息并用射频(RF)能量传递电量限制传感器设备。然后,传感器设备使用收获的能量来解码信息并执行计算。考虑两个候选计算模式,即本地计算和雾计算模式。配制两个多目标优化问题以最小化两种模式的所需能量和时间,其中时间分配和发射功率是联合优化的。对于本地计算模式,通过解决凸优化问题,获取能量收集的最佳时间分配的闭合表达式,然后分析在最佳时间分配上最小所需能量和时间之间的缩放因子之间的效果。对于雾计算模式,我们通过采用拉格朗日双方法,Karush⁻kuhn⁻tucker(kkt)条件和兰伯特W功能来源于卸载最佳发射功率和时间分配的闭合形式和半闭合形式的表达式。仿真结果表明,当传感器装置具有差的计算能力或远离AP时,雾计算模式是更好的选择;否则,局部计算是优选实现更好的性能。

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