A precoding method and device
A technology of precoding and precoding matrix, which is applied in the field of precoding methods and devices, and can solve problems such as no longer applicable
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example 1
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[0308] At this time, A 1 The phase change between adjacent column vectors in A is continuous, or A 1 There can be only one column vector in . As shown in formula (1), A 1 Among the 4 column vectors in , every two adjacent column vectors are continuous. In formula (2), when P≥2, B 1 There is no continuity between two adjacent column vectors in . or, B 1 The two column vectors in are orthogonal, at this time, P is equal to 1, N 2 is equal to 2, or,
[0309] Among them, A 1 denote the channel characteristics in the horizontal dimension, and B 1 represents the channel characteristics in the vertical dimension, or A 1 Denotes the channel characteristics in the vertical dimension, B 1 Represents the channel characteristics in the horizontal dimension.
[0310] It should be noted that this is just an example. In practical applications, A 1 and B 1 The matrix dimension of is variable. For example, matrix A 1 The number of rows can be 2, 3, 4, 5...
example 2
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[0322] i.e. in matrix A 1 In , some adjacent column vectors are continuous, and some adjacent column vectors are discontinuous, that is, large spacing, or orthogonal. For example, A in formula (4-a) 1 or B in formula (4-b) 1, the phase between the first two adjacent column vectors is continuous, and the phase between the last two adjacent column vectors is continuous, but if P 1 >2, the phases of the two column vectors in the second column and the third column are discontinuous. For example, A in formula (5-a) 1 or B in formula (5-b) 1 , the phases of the first three column vectors are continuous, and if P 1 >3, the phase between the two column vectors in the 3rd column and the 4th column is discontinuous.
[0323] Further, in formula (4-a) or formula (4-b), the two column vectors of the 2nd column and the 3rd column are orthogonal to each other, or the two column vectors of the 1st co...
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Abstract
Description
Claims
Application Information
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