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A Generalized Transmit and Receive Diversity Condition for Feedback-Assisted MIMO Systems: Theory and Applications in Full-Duplex Spatial Modulation

机译:反馈辅助MIMO系统的广义发送和接收分集条件:理论和在全双工空间调制中的应用

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It is widely exploited that the feedback-assisted multiple-input multiple-output (MIMO) systems, which rely on channel state information (CSI) at the transmitter not only improve the spectral efficiency but also increase the attainable diversity gains. Owing to the limited bandwidth of the feedback channel, it is impractical to feed back perfect CSI or the transmit precoding (TPC) matrix to be used by the transmitter. This issue has been studied for over a decade now and it is addressed by feeding the TPC codeword index back to the transmitter. In this paper, we derive the conditions to be satisfied by the transmit and receive codebooks (TCBs and RCBs) for achieving full transmit and receive diversity gains. Furthermore, based on the conditions derived, we propose several RCBs by exploiting the properties of circulant matrices constructed with the aid of Cyclotomic polynomials. The proposed RCBs are shown to offer several benefits when employed in full-duplex (FD) spatial modulation (SM) systems, which include: 1) reduced hardware complexity of the self-interference (SI) cancellation circuitry, 2) robustness to SI, 3) maintain the diversity gain in the face of strong line-of-sight (LoS) channels. Furthermore, we study the performance of the proposed RCBs in an emerging drone communication scenario where several drones act as FD relays. Our simulation results show that the proposed RCBs indeed do attain the diversity gains predicted by our theoretical results.
机译:被广泛利用的是,依赖于发射机处的信道状态信息(CSI)的反馈辅助多输入多输出(MIMO)系统不仅提高了频谱效率,而且还提高了可获得的分集增益。由于反馈信道的带宽有限,因此反馈完美的CSI或发射机要使用的发射预编码(TPC)矩阵是不切实际的。这个问题已经研究了十多年了,可以通过将TPC码字索引反馈给发送器来解决。在本文中,我们推导了发送和接收码本(TCB和RCB)要满足的条件,以获得完整的发送和接收分集增益。此外,基于导出的条件,我们利用循环代数多项式构造的循环矩阵的性质,提出了几种RCB。当在全双工(FD)空间调制(SM)系统中使用时,建议的RCB具有多个优点,包括:1)降低了自干扰(SI)消除电路的硬件复杂性,2)对SI的鲁棒性, 3)面对强大的视线(LoS)渠道,保持多样性。此外,我们在几种无人机充当FD中继的新兴无人机通信场景中研究了建议的RCB的性能。我们的仿真结果表明,提出的RCB确实确实达到了我们理论结果所预测的分集增益。

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