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Energy-Efficient OFDMA-Based Two-Way Relay

机译:基于OFDMA的节能型双向中继

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Energy-efficient (OFDMA) aims to relieve the booming energy consumption in wireless communications networks and has recently received lots of attention. Meanwhile, two-way relay has been extensively studied and proves to be more spectral-efficient than direct transmission and one-way relay in many scenarios. In this paper, we study energy-efficient resource allocation for OFDMA-based two-way relay, maximizing the aggregated (EE) utility while provisioning proportional fairness in EE among different terminal pairs. The energy-efficient joint power and subchannel allocation and active subchannel selection problem is mixed-integer combinatorial and further demonstrates to be nonconvex. To approach the performance limit, we first find an upper-bound solution relying on continuous relaxation and the Lagrange dual method. To reduce the computational complexity, we separate power allocation and subchannel assignment. To this regard, we exploit the hidden concavity and the pseudoconcavity in the subproblems for any fixed subchannel assignment and propose an EE-oriented sequential subchannel assignment policy. Besides, we discover the sufficient condition for early termination of the sequential subchannel assignment without losing the EE optimality. Simulation results demonstrate that the proposed energy-efficient OFDMA-based two-way relay can achieve much larger EE utility while provisioning proportional fairness in EE among different terminal pairs compared to its spectral-efficient counterpart.
机译:节能(OFDMA)旨在缓解无线通信网络中迅猛发展的能源消耗,最近受到了广泛关注。同时,双向中继已被广泛研究,并在许多情况下被证明比直接传输和单向中继具有更高的频谱效率。在本文中,我们研究了基于OFDMA的双向中继的节能资源分配,最大化了聚合(EE)效用,同时在不同终端对之间提供了EE中的比例公平性。高效节能的联合功率和子信道分配以及有源子信道选择问题是混合整数组合的,并且进一步证明是非凸的。为了达到性能极限,我们首先找到了依赖连续松弛和Lagrange对偶方法的上限解决方案。为了降低计算复杂度,我们将功率分配和子信道分配分开。为此,我们针对任何固定子信道分配利用子问题中的隐藏凹度和伪凹度,并提出面向EE的顺序子信道分配策略。此外,我们发现了在不丢失EE最优性的前提下尽早终止顺序子信道分配的充分条件。仿真结果表明,与基于频谱的高效对等中继相比,所提出的基于OFDMA的高能效双向中继可以实现更大的EE利用率,同时在不同终端对之间提供EE中的比例公平性。

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