Multi-antenna full-duplex system distributed beam forming method based on ADMM (Alternating Direction Method of Multipliers)
A beamforming and beamforming matrix technology, which is applied in the field of distributed beamforming of multi-antenna full-duplex systems based on ADMM, can solve the problems of slow convergence speed, difficulty in taking into account system performance improvement and fast convergence, etc.
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Embodiment 1
[0061] This embodiment discloses a multi-antenna full-duplex system distributed beamforming method based on an alternating direction multiplier method, which is especially suitable for joint design of base station and relay beamforming in a multi-relay network. The schematic diagram of multi-antenna multi-full-duplex relay system is attached figure 1 As shown, the flow chart of the ADMM-based multi-antenna multi-full-duplex relay network distributed beamforming method is shown in the attached figure 2 As shown, the specific steps of the method include:
[0062] S1. Initialize system parameters. The number of base station antennas in the multi-relay network is N B , the number of multi-antenna full-duplex relays and single-antenna users is L, and the number of transmitting and receiving antennas of each multi-antenna full-duplex relay is N t and N r . The transmitted symbol vector for a given base station is and satisfied The base station transmit beamforming matrix i...
Embodiment 2
[0104] This embodiment specifically discloses a distributed beamforming method for a multi-antenna full-duplex system based on the alternating direction multiplier method, including the following steps:
[0105] S1. Initialize system parameters. Consider the receiving antenna N of multi-antenna full-duplex relay r = 1 case. The number of base station antennas is N B =4, the number of multi-antenna full-duplex relays and single-antenna users in the system is L=2, and the number of transmitting antennas for each relay is N t =3. Since the number of relay receiving antennas is 1, the transmitted symbol on the backhaul link i from the base station to the relay is x B,i , and satisfy E{|x B,i | 2}=1. The base station transmits the beamforming matrix as u B,i ∈ C 4×1 , the channel matrix of backhaul link i is Send symbol x for a given relay i R,i , and satisfy E{|x R,i | 2}=1, the beamforming vector of relay i is u R,i ∈ C 3×1 , the relay interference matrix is h ...
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