LTE-A non-codebook beam forming method based on user satisfaction
A beamforming method and user satisfaction technology, applied in space transmit diversity, diversity/multi-antenna systems, etc., can solve the problem of low fairness satisfaction, achieve satisfaction and fairness, improve user fairness, The effect of improving system performance
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[0019] Specific implementation mode 1: Combination figure 1 To explain this embodiment, the LTE-A non-codebook beamforming method based on user satisfaction described in this embodiment includes the following steps:
[0020] Step 1: Use the existing SLNR beamforming method to obtain the corresponding beamforming matrix;
[0021] Step 2: Under the beamforming matrix obtained in step 1, obtain the SINR value and satisfaction value of each user;
[0022] Step 3: Use the obtained SINR value and satisfaction value to correct and weight the beamforming matrix obtained in step 1 to obtain a corrected weighted beamforming matrix;
[0023] Step 4: For GBR services and non-GBR services, the modified weighted beamforming matrix obtained in step 3 is further modified with different weights to obtain the optimal beamforming matrix.
Example Embodiment
[0024] Specific embodiment 2: This embodiment is a further limitation of the LTE-A non-codebook beamforming method based on user satisfaction described in specific embodiment 1.
[0025] In the first step, the method of using the existing SLNR beamforming method to obtain the corresponding beamforming matrix is:
[0026] When the matched filter receiver is configured on the user side and the user's transmit power has been normalized, the SLNR of user k is expressed as:
[0027] J ( W k ) = | | H k W k | | F 2 N R σ k 2 + X i = 1 , i ≠ k K | | H i W k | | F 2 = tr ( W k H H k H H k W k ) tr ( W k H ( H ‾ k H H ‾ k + N R σ k 2 I N T ) W k )
[0028] Where W k Is the beamforming matrix of user k, Where H i Is the channel matrix of user i, Re...
Example Embodiment
[0031] Specific embodiment 3: This embodiment is a further limitation of the LTE-A non-codebook beamforming method based on user satisfaction described in specific embodiment 1.
[0032] In step 2, under the beamforming matrix obtained in step 1, the method to obtain the SINR value of each user is:
[0033] The SINR value of user k is:
[0034] SINR k = | | H k W k | | F 2 N R σ k 2 + X i = 1 , i ≠ k K | | H k W i | | F 2
[0035] Where W k Is the beamforming matrix of user k, H i Is the channel matrix of user i, Represents the Frobenius norm of matrix A, N R Is the number of receiving antennas at the user end, Is the noise power of user k.
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