Beamforming optimization method based on eigenvalue decomposition
A technology of eigenvalue decomposition and optimization method, applied in the field of wireless mobile communication and beamforming optimization, can solve the problems of high complexity of beamforming algorithm, high requirement of baseband processor, high computational complexity, etc., to reduce computational complexity degree, reduce data traffic demand, and reduce the effect of data traffic
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[0038] In this algorithm, a 64-element antenna is taken as an example for description. But the algorithm is equally applicable to any other array antenna. The expression method of the array antenna in 3GPP is M×N×P. Here M is the number of rows of the array, N is the number of columns of the array, and P is the number of polarization directions of the array. For 64-element antennas, a typical array arrangement is M×N×P=4×8×2, that is, 4 rows and 8 columns with dual polarization. Schematic such as figure 1 As shown; where the right slash represents the +45° polarized antenna element, and the left slash represents the -45° polarized antenna element.
[0039] Such as figure 2 As shown, the beamforming processing flow based on eigenvalue decomposition is as follows:
[0040] The specific description of the beamforming process based on eigenvalue decomposition is as follows:
[0041] 1. The user terminal sends a reference signal, which is defined by 3GPP as SRS (sounding ref...
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