半定弛豫用于带阻挡器的上行纯相位混合波束形成

M. Bekkar, C. Siclet, L. Ros, B. Miscopein, S. Bories
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引用次数: 1

摘要

使用小蜂窝(SCs)的移动网络致密化是实现下一代无线通信系统容量预测增长1000倍的有希望的方法。然而,密集SC网络的一个主要障碍是低信噪比(SINR)制度,特别是在6ghz以下频段的非协调时分双工(TDD)系统中。为了规避这一问题并提高物理层(PHY)的性能,需要包含模拟和数字级的混合波束形成(HBF)解决方案。HBF技术在量化和空间复用之前通过模拟滤波提供干扰抑制,并且需要较少的射频(RF)链和模数转换器(adc)。相反,数字波束形成(DBF)性能饱和,因为高干扰(阻滞剂)和有限的ADC动态范围。此外,在模拟波束形成(ABF)阶段使用纯相位权值可以进一步简化HBF射频电路。然而,这将以使SINR优化问题非凸为代价。现有的量化噪声叠加结果由失真因子近似和最坏情况分布假设得到的下界组成。在本文中,我们提出了一种相位波束形成的松弛方法,该方法允许使用现成的内点算法直接解决。而不是直接比较它在sumrate方面,我们比较它首先在SINR方面,作为一个函数的代数角度之间的干扰和用户,与最先进的局部收敛方法。此外,我们将ADC模型纳入到现有的下界sumrate结果中,并分析了sub-6GHz多用户上行场景下的各种解决方案。
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On the use of semidefinite relaxation for uplink phase-only hybrid beamforming with blockers
Densification of mobile networks using small cells (SCs) is a promising approach to achieve the forecasted 1000x growth in capacity for next generation wireless communication systems. However, a major impediment of dense SC network is the low signal-to-interference-plus-noise ratio (SINR) regime, notably in uncoordinated time-division duplexing (TDD) systems in sub-6GHz bands. To circumvent this issue and to enhance the performance of the physical (PHY) layer, hybrid beamforming (HBF) solutions involving both analog and digital stages are necessary. HBF technologies provide interference rejection through analog filtering prior to quantization, spatial multiplexing and require lesser radio-frequency (RF) chains and analog-to-digital converters (ADCs). Conversely, digital beamforming (DBF) performance saturates because of high interferers (blockers) and restricted ADC dynamic range. Moreover, HBF RF circuitry could be further simplified by the use of phase-only weights in analog beamforming (ABF) stage. However, this would be at the cost of making the SINR optimization problem non-convex. Existing sumrate results amalgamating quantization noise consist of lower bounds obtained by distortion factor approximation and worst-case distribution assumption. In this paper, we propose a relaxation approach to phase-only beamforming which allows for a straightforward solution using off-the-shelf interior point algorithms. Rather than directly comparing it in terms of sumrate, we compare it first in terms of SINR, as a function of an algebraic angle between the interferer and the user, with a state-of-the-art local convergence method. Further to this, we include an ADC model to the existing lower bound sumrate results, and analyze various solutions in a sub-6GHz multi-user uplink scenario.
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