Joint Power and Time Allocation in NOMA-SWIPT Enabled Wireless Caching Networks

Yuan Ren, Kaiyu Qian, Xuewei Zhang, Fan Jiang, G. Lu
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引用次数: 1

Abstract

In this paper, the non-orthogonal multiple access (NOMA) and simultaneous wireless information and power transfer (SWIPT) are applied to wireless caching networks (WCN). Particularly, in the content pushing stage, base station sends the most popular contents to helpers with NOMA and the helpers harvest energy from the received signals. Then, the helpers send the requested files to the users with NOMA in the content delivery stage. In the content pushing stage, we minimize the maximum delay of the helpers by jointly optimizing the power allocation and time switching factors. Due to the non-convexity of the problem, the bisection method and two-layer iterative algorithm are devised to solve the problem. In the content delivery stage, the energy efficiency (EE) optimization problem is formulated under the quality-of-service, energy harvesting, and transmit power constraints. By using the nonlinear fractional programming theory and the Lagrange dual method, the original optimization problem is solved and the optimal power and time allocation coefficients are obtained. Simulation results show that the proposed algorithm reduces the delay of the helpers and improves the EE performance of helpers compared to the benchmark schemes.
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支持NOMA-SWIPT的无线缓存网络中的联合功率和时间分配
将非正交多址(NOMA)和同步无线信息与功率传输(SWIPT)技术应用于无线缓存网络(WCN)。特别是在内容推送阶段,基站通过NOMA将最受欢迎的内容发送给助手,助手从接收到的信号中获取能量。然后,在内容交付阶段,助手将请求的文件发送给使用NOMA的用户。在内容推送阶段,我们通过共同优化功率分配和时间切换因素,使助手的最大延迟最小化。针对该问题的非凸性,设计了对分法和两层迭代算法求解该问题。在内容交付阶段,在服务质量、能量收集和传输功率约束下,制定了能效优化问题。利用非线性分式规划理论和拉格朗日对偶方法,对原优化问题进行了求解,得到了最优功率分配系数和时间分配系数。仿真结果表明,与基准方案相比,该算法降低了helper的延迟,提高了helper的EE性能。
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