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This large spacing is chosen to make the mutual coupling effect negligible at the transmitting terminal.
Otherwise, the strong mutual coupling effect could render this approach useless.
If the mutual coupling effect is ignored, the term, for and will have no signal components.
Now the mutual coupling effect becomes more severe, and different conclusions are demonstrated in Figure 8.
Otherwise, the mutual coupling effect will vary with respect to the selected antenna subsets.
Consequently, ignoring this mutual coupling effect can seriously degrade the performance the above mentioned algorithms.
Similar(34)
If d < λ/2, mutual coupling effects cannot be ignored and the AOA estimation algorithm cannot generate desired peaks in the angular spectrum.
But it is noted that, the side-by-side arrangement exhibits larger mutual coupling effects since the antennas are placed in the direction of maximum radiation [11, page 474].
At the k-th hop, the node transmits per symbol with power either p k or 0. We assume sufficiently separated nodes such that any mutual coupling effects among the antennas of different nodes can be ignored.
Adaptive antenna arrays are strongly affected by the existence of mutual coupling (MC) effect between antenna elements; thus, if the effects of MC are ignored, the system performance will not be accurate [1, 2].
Moreover, the BBSP method can not deal with the performance degradation due to mutual coupling (MC) effect because of massive antennas deployed at transmitter and receiver.
More suggestions(14)
mutual interference effect
mutual wake effect
mutual confounding effect
mutual stabilization effect
mutual retarding effect
mutual interaction effect
mutual suppression effect
mutual drag effect
mutual coupling magnitude
mutual coupling coefficient
mutual exclusion effect
mutual maintenance effect
mutual coupling matrix
mutual sparing effect
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