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Thus, for MIMO systems with receive elements and with a certain AS scheme, the mutual coupling impact at the receiver side comes from all these elements, and is stronger than that of a RFC system with only receive elements.
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This indicates that due to the strong impact of mutual coupling in this compact MIMO system, only the phase-shift-based selection is still effective, but only for a limited range of numbers of the available RF chains.
Figure 9 illustrates the impact of the mutual coupling among antenna elements on the outage probability.
The mutual coupling between antenna elements also has impact on beam patterns.
Since FDA beampattern has similar properties with conventional phased array for the impacts of element position errors, mutual coupling, and phase errors, this paper considers only the impacts of frequency increment errors on FDA beampattern.
In this paper, through electromagnetic modeling of the antenna array and theoretical analysis, we propose a comprehensive study of the performance of AS, to seek more effective implementation of AS in size sensitive UE employing MIMO where both mutual coupling and spatial correlation have a strong impact.
Some results have been reported about the impacts of element position error, mutual coupling and phase error on beampattern, and direction-of-arrival (DOA) estimation performances.
The article entitled "Effects of mutual coupling and noise correlation on downlink coordinated beamforming with limited feedback" by Y. Dong et al. considers the impact of receiver correlation, antenna coupling, matching, and noise on the performance of coordinated beamforming systems.
The mutual coupling coefficient used is c=0.1e−jπ/4.
In the absence of mutual coupling.
Figure 9 Outage probability with mutual coupling.
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