4.5 Article

Cooperative beamforming in cognitive radio systems without feedback of receiver beamforming vectors to transmitter

Journal

WIRELESS NETWORKS
Volume 27, Issue 3, Pages 2067-2079

Publisher

SPRINGER
DOI: 10.1007/s11276-021-02541-1

Keywords

Cognitive radio; Beamforming; Power allocation; MIMO; Singular value decomposition (SVD)

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In this paper, three new algorithms are proposed to tackle the problem of transceiver beamforming and power allocation in the downlink of a multiple input multiple output Cognitive radio system. These algorithms aim to improve the signal to interference plus noise ratio of primary and secondary users while considering constraints. The novelty lies in the independence of transmit precoding vectors from receive beamforming vectors.
In this paper, we investigate the problem of transceiver beamforming and power allocation in the downlink of a multiple input multiple output Cognitive radio system. In this system, a base station (BS) services multiple primary users (PU) and multiple secondary users (SU). In order to perform transceiver beamforming and power allocation, three new algorithms are proposed. The first one is an iterative single-objective constrained algorithm, in which the signal to interference plus noise (SINR) of SUs are improved at each iteration subject to constraints on quality of services of PUs (PUs SINR should be above a predefined threshold) and total transmit power of BS. The second and third algorithms, are based on a multi-objective constraint optimization problem, in which the goal is to improve both PUs and SUs SINR at each iteration subject to previous constraints of the first algorithm. The difference between the second and third algorithms is that in the joint maximization of the second algorithm, the cross-influence of each user on the others is ignored, but in the third algorithm, the cross effect of each users SINR on the others is considered. The novelty of these algorithms is the independency of the transmit precoding vectors from the receive beamforming vectors. Therefore, the feedback of receive beamforming to the BS is not needed. The performances of three proposed algorithms are evaluated in simulations vis bit error rate of PUs and SUs, SINR of PUs and SUs and the percent of BS power allocation to SUs.

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