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Optimal Beamforming Designs for Wireless Information and Power Transfer in MISO Interference Channels

机译:MISO干扰信道中无线信息和功率传输的最佳波束成形设计

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This paper investigates the optimal transmit beamforming designs for simultaneous wireless information and power transfer (SWIPT) in multiple-input single-output interference channels (IFC). Based on cooperation level among transmitters and receivsers, we classify the SWIPT IFC systems into two categories. First, we consider the IFC with , where only channel state information (CSI) is available at transmitters and receivers, but not the signal waveform. Second, we examine the IFC with , where both the CSI and the signal waveforms are known to transmitters and receivers. Then, for the both scenarios, we identify the Pareto boundary of the achievable rate-energy (R-E) region which characterizes the optimal tradeoff between the information rate and the harvested energy. To this end, the problems for maximizing the information rate are formulated with minimum required harvested energy constraint. To solve these non-convex problems, we introduce parameterization techniques for characterizing the R-E region. As a result, the original problem is separated into two subproblems, for which closed-form solutions are obtained by addressing the line search method. Finally, we provide numerical examples for the Pareto boundary of the R-E region through simulations.
机译:本文研究了在多输入单输出干扰信道(IFC)中同时进行无线信息和功率传输(SWIPT)的最佳发射波束成形设计。根据发送方和接收方之间的合作程度,我们将SWIPT IFC系统分为两类。首先,我们考虑具有的IFC,其中在发送器和接收器处只有通道状态信息(CSI)可用,而在信号波形处不可用。其次,我们使用来检查IFC,其中CSI和信号波形对于发射机和接收机都是已知的。然后,对于这两种情况,我们都确定了可实现的比率能量(R-E)区域的帕累托边界,该边界表征了信息比率与所收集的能量之间的最佳折衷。为此,提出了以最小的所需收获能量约束来最大化信息速率的问题。为了解决这些非凸问题,我们引入了用于表征R-E区域的参数化技术。结果,原始问题被分为两个子问题,通过解决线搜索方法,可以得到封闭形式的解决方案。最后,我们通过仿真提供了R-E区域的帕累托边界的数值示例。

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