Cell-Free Massive MIMO with Few-bit ADCs/DACs: AQNM versus Bussgang

Yao Zhang, Haotong Cao, Meng Zhou, Xu Qiao, Shengchen Wu, Longxiang Yang
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引用次数: 3

Abstract

In this paper, we consider a downlink cell-free massive multi-input multi-output (mMIMO) system, assuming few-bit analog-digital converters (ADCs) and digital-analog converters (DACs) are implemented at the access points (APs). Leveraging on the linear additive quantization noise model (AQNM), we derive a tight approximate rate expression, which provides insights into the impacts of the imperfect quantization error and channel estimation error. Thanks to the trackable result, we quantitatively compare the performance differences between the two quantization models, namely the AQNM and the Bussgang theorem. In particular, the AQNM can offer analytical tractability for few-bit quantization while the Bussgang theorem only characterizes 1-bit quantization since the multi-bit quantization under the Bussgang theorem is difficult to deal with. Simulation results show that under the same 1-bit quantization, the rate performance with the Bussgang theorem is roughly identical to the case of the AQNM.
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具有少量adc / dac的无小区大规模MIMO: AQNM与Bussgang
在本文中,我们考虑了一个无下行单元的大规模多输入多输出(mMIMO)系统,假设在接入点(ap)上实现了少量的模数转换器(adc)和数模转换器(dac)。利用线性加性量化噪声模型(AQNM),我们推导了一个紧密的近似速率表达式,从而深入了解了不完全量化误差和信道估计误差的影响。由于结果可跟踪,我们定量地比较了两种量化模型(即AQNM和Bussgang定理)之间的性能差异。特别是,AQNM可以提供少量量化的分析可追溯性,而Bussgang定理仅表征1位量化,因为Bussgang定理下的多位量化难以处理。仿真结果表明,在相同的1比特量化下,使用Bussgang定理的速率性能与AQNM的情况大致相同。
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