Weight acquisition method and device for three-dimensional beamforming
A technology of three-dimensional beams and weights, which is applied in the field of wireless communication, can solve problems such as high complexity, and achieve the effect of reducing complexity, improving performance and coverage
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specific Embodiment 1
[0098] This embodiment provides an example of a method for obtaining weights of three-dimensional beamforming based on a planar antenna array. Planar antenna array Picture 9 Shown. There are only two-dimensional antennas. The antenna dimension is a concept defined by the present invention to facilitate the description of antenna index and layering. For example, the length of the antenna array is one dimension, the width is one dimension, and the height is one dimension. The antenna array of this embodiment may be located in the X-Y plane. If the antenna indexes are arranged in a row-major order, that is, the first row is first, then the second row, until the last row. Then the dimension 3 represents the X axis, and the dimension 2 represents the Y axis; if the antenna index is arranged in column-oriented order, that is, the first column is arranged first, and then the second column is arranged until the last column. Then dimension 3 represents the Y axis, and dimension 2 repr...
specific Embodiment 2
[0116] This embodiment gives an example of a method for obtaining weights of three-dimensional beamforming based on a rectangular parallelepiped antenna array. Cuboid antenna array Picture 10 Shown. There are three-dimensional antennas. The antenna dimension is a concept defined by the present invention to facilitate the description of antenna index and layering. For example, the length of the antenna array is one dimension, the width is one dimension, and the height is one dimension. For example, if the index of the antenna array is at the same height, the rows are in the main sequence, that is, the first row is first, then the second row, until the last row. The height is also arranged in order from low to high. Then dimension 1 represents height, dimension 2 represents columns, and dimension 3 represents rows. Communication station has N on dimension 3 T3 Antenna, N on dimension 2 T2 Antenna, the number of antennas on dimension 1 is N T1 . The number of antennas in the ...
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