Performance analysis of multiple-input multiple-output orthogonal frequency division multiplexing systems under the influence of antenna mutual coupling effect
Citations
48 citations
Cites methods from "Performance analysis of multiple-in..."
...Recently, the RMI has been adopted to model the mutual coupling effect of Multiple-Input Multiple-Output (MIMO) system and new models for channel capacities of the MIMO systems have been developed [33, 34]....
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24 citations
Cites background from "Performance analysis of multiple-in..."
...The reduction of mutual coupling between closely spaced antennas is necessary to the performance of Multiple Input Multiple Output (MIMO) systems since mutual coupling affects the current distribution, phase, input impedance and radiation pattern in each antenna element which in turn significantly reduces the capacity of MIMO systems [1], [2]....
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17 citations
Cites methods from "Performance analysis of multiple-in..."
...Generally, by using MIMO antenna systems, the channel capacity is allowed to be scaled in proportion to the number of antenna elements [2]....
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12 citations
Additional excerpts
...The RMIM provides an accurate solution to characterize and compensate for the mutual coupling effect for receiving arrays [3]–[5] and has been adopted for wireless sensing and communication applications, such as DOA estimations (linear arrays [5], [14]–[16], [21], [23], [25], circular arrays [17], [28], and experimental study [15], [16]), adaptive nulling [24], magnetic resonance imaging [29]–[34], and multiple-input, multiple-output communication systems [35]–[37]....
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6 citations
Cites background from "Performance analysis of multiple-in..."
...The performance of MIMO systems is highly compromised by the mutual coupling between the antenna elements since it gives rise to induced currents which in turn leads to impedance mismatch and distortion in radiation patterns when the antenna elements are highly correlated which consequently reduces the capacity of the MIMO systems significantly [2]....
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References
13,706 citations
Additional excerpts
...This is done in two steps....
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6,593 citations
"Performance analysis of multiple-in..." refers background in this paper
...U and L are, respectively, the eigenvector matrix and eigenvalues matrix of the covariance matrix RH. pl is the average power distribution across the delay paths [15]....
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2,087 citations
"Performance analysis of multiple-in..." refers methods in this paper
...The channel frequency response H f (k) in (1) is expressed as [13] H f (k) ¼ XL l¼1 H l e j2pk=K (2) where H l is a MR MT gain matrix corresponding to the lth path used in the tapped delay line model....
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