We assumed antenna elements are placed linearly in a side-by-side fashion, and we examined the mutual coupling effect through electromagnetic modeling of the antenna array and theoretical analysis.
The coupling performance was calculated through the coupling model, and mutual relations and interactions among coupling parameters were quantitatively described and clarified.
Thus, a banded symmetric Toeplitz matrix can be used as a model for the mutual coupling of ULA and URA.
Wendler's model assumes a mutual coupling between all neighboring legs of the same body segment, i.e., between contralateral legs, as well as coupling from rear to front between all ipsilateral neighbors, but also from hind leg to front leg.
However, all these algorithms for UCAs ignore the mutual coupling effect, which ultimately destroys the underlying model assumptions needed for their efficient implementations.
To accommodate the special case of zero mutual coupling where is equal to, in our model we modify the relationship between and into.
These methods ignore the mutual coupling across the six antenna component, which ultimately destroys the underlying model assumptions needed for their efficient implementations.
