首页> 外文会议>Annual Allerton Conference on Communication, Control, and Computing vol.2 >Finite-SNR Diversity-Multiplexing Tradeoffs for Half Duplex Protocols in Fading Relay Channels
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Finite-SNR Diversity-Multiplexing Tradeoffs for Half Duplex Protocols in Fading Relay Channels

机译:衰落中继信道中半双工协议的有限SNR分集-多路复用权衡

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We analyze the diversity-multiplexing tradeoff in a fading relay channel at finite signal-to-noise ratios (SNRs). In this framework, the rate adaptation policy is such that the target system data rate is a multiple of the capacity of an additive white Gaussian noise (AWGN) channel. The proportionality constant determines how aggressively the system scales the data rate and can be interpreted as a finite-SNR multiplexing gain. The diversity gain is given by the negative slope of the outage probability with respect to the SNR. The finite-SNR diversity-multiplexing tradeoff is characterized for three practical decode and forward half-duplex cooperative protocols with different amounts of broadcasting and simultaneous reception. For each configuration, system performance is computed as a function of SNR under a system-wide power constraint on the source and relay transmissions. Our analysis yields the following findings; (i) improved multiplexing performance can be achieved at any SNR by allowing the source to transmit constantly, (ii) both broadcasting and simultaneous reception are desirable in half-duplex relay cooperation for superior diversity-multiplexing performance, and (iii) the diversity-multiplexing tradeoff at finite-SNR is impacted by the power partitioning between the source and the relay terminals. Finally, we verify our analytical results by numerical simulations.
机译:我们分析了在有限信噪比(SNR)下衰落中继信道中的分集复用权衡。在此框架中,速率调整策略应使目标系统数据速率为加性高斯白噪声(AWGN)信道容量的倍数。比例常数决定了系统扩展数据速率的积极程度,并且可以解释为有限SNR复用增益。分集增益由中断概率相对于SNR的负斜率给出。有限SNR分集多路复用权衡的特点是具有三种实用的解码和前向半双工协作协议,并具有不同的广播和同时接收量。对于每种配置,在源和中继传输的系统范围内的功率约束下,系统性能将根据SNR进行计算。我们的分析得出以下发现; (i)通过允许源不断发射,可以在任何SNR上实现改善的复用性能;(ii)在半双工中继协作中,广播和同时接收都是理想的,以实现卓越的分集复用性能;以及(iii)分集-源和中继终端之间的功率分配会影响有限SNR下的多路复用权衡。最后,我们通过数值模拟验证了我们的分析结果。

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