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Analysis and optimization of wireless transmissions over fast fading channels with slow time-varying energy arrival

机译:具有慢时变能量到达的快速衰落信道上无线传输的分析和优化

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In wireless communication systems powered by harvested energy, besides the channel fading, there is another dimension of dynamics induced by energy arrival variations, which makes the design of wireless transmission policies nontrivial. In this paper, we propose a framework for analyzing the energy harvesting powered wireless transmissions where the channel fading and the energy arrival variations are of different timescales. We define the duration between two consecutive changes of energy arrival rate as an energy harvesting frame, which consists of N channel fading slots. The power allocation problem can be formulated as an Markov decision process (MDP), and can be decoupled into two sub-problems. The inner problem deals with the power allocation in channel fading timescale in every N slots where the energy arrival rate keeps constant, and the outer problem deals with the energy management in energy harvesting timescale among frames. The two sub-problems can be solved by finite horizon dynamic programming (DP) and infinite horizon DP, respectively. Numerical simulations show that the average rate decreases slightly as N increases, and the rate under i.i.d. channel is higher than that under Markov channel.
机译:在由收集的能量提供动力的无线通信系统中,除了信道衰落之外,还存在能量到达变化引起的动力学的另一维度,这使得无线传输策略的设计变得不平凡。在本文中,我们提出了一个框架,用于分析能量收集供电的无线传输,其中信道衰落和能量到达变化具有不同的时标。我们将能量到达率的两个连续变化之间的持续时间定义为一个能量收集帧,该帧由N个信道衰落时隙组成。功率分配问题可以表述为马尔可夫决策过程(MDP),并且可以分解为两个子问题。内部问题涉及能量到达速率保持恒定的每N个时隙中信道衰落时间标度中的功率分配,而外部问题涉及帧间能量收集时间标度中的能量管理。这两个子问题可以分别通过有限水平动态规划(DP)和无限水平DP求解。数值模拟表明,平均速率随N的增加而略有降低,而i.i.d下的速率则降低。通道高于马尔可夫通道下的通道。

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