Multi-sector space multiplexing method and system based on uniform circular array antenna
A uniform circular array and spatial multiplexing technology, applied in diversity/multi-antenna systems, antennas, antenna arrays, etc., can solve problems such as large attenuation of pattern gain, same frequency (pattern interference, and no consideration of complex characteristics, etc., to achieve The effect of reducing costs, solving the same frequency (code pattern) interference, and alleviating the problem of frequent cross-sector handover
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example 1
[0033] In this example, the multi-sector spatial multiplexing method based on the uniform circular array antenna mainly includes the following four steps:
[0034] Step 1. UCA is used as the directional antenna of the cell. The number of array elements of UCA is N, and the radius of the circular array is R; N antenna array elements of UCA are connected in parallel with 2M+1 sets of weighting circuits; each set of weighting circuits contains N The weighted vector of the weighted values of array elements is W m = ( w 0 m , w 1 m , . . . , w N - 1 m ...
example 2
[0069] This example gives a wireless spectrum multi-sector spatial multiplexing system scheme based on 8-element UCA. This scheme provides an ideal parameter selection, in which the radius R of the circular array is taken as 0.25λ, and the number M of beams in the beam group is taken as 5.
[0070] According to this design example, the weight vectors of two sets of cross beamsets generated by UCA are (W 1 , W 3 , W 5 , W 7 , W 9 ) and (W 2 , W 4 , W 6 , W 8 , W 10 ), the weight vector of the omnidirectional pattern generated by UCA is W 0 , then each weighted vector can be obtained by the following steps:
[0071] Step 1: The normalized weight vector of UCA is W 0 = 1 8 ( 1,1 , . . . , 1 ) .
[0072] Step 2: The weighted vectors of the 10 beams ...
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