Feedback method for channel state information
A technology for channel state information and channel conditions, applied in space transmit diversity, digital transmission systems, electrical components, etc., can solve problems such as large system errors, increased PMI index feedback overhead, resource occupation, etc., to improve bit error rate performance , the effect of reducing feedback overhead and reducing the size of the codebook
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Embodiment 1
[0038] It is assumed that the currently used standard codebook is a two-layer codebook, wherein the first layer codebook is a Kerdock codebook, and the second layer codebook is a perturbation based on Discrete Fourier (DFT). The first layer codebook is the main codebook, and the second layer codebook is the auxiliary codebook. For this double-layer codebook, it contains more precoding matrices than the single-layer codebook, and the number of PMI bits to be fed back also increases accordingly. In order to balance the performance and overhead of the system, sub-sampling is performed on the double-layer codebook , to reduce the size of the codebook.
[0039]When sub-sampling is performed specifically, sub-sampling may be performed on any layer of the codebook in the two-layer codebook, or sub-sampling may be performed on both layers at the same time. Considering the impact of codebook sub-sampling on system performance, preferably, sub-sampling can only be performed on the code...
Embodiment 2
[0069] Assume that a two-layer codebook is currently used: it belongs to the discrete Fourier (DFT) two-layer codebook, and is aimed at a uniform rectangular array (URA) 8×4 layout of 32 single-polarized antenna elements (see figure 2 ), considering the unreliability of the uplink feedback channel, the codebook rearrangement mechanism under the channel feedback error is carried out on the double-layer codebook.
[0070] The expression of the first layer codebook precoding matrix is as follows:
[0071] W 1 ( i 1 ) = D g x x ⊗ D g y y , g x = 0,1 , . . . , G ...
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