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Fig. 19 MS UL throughput with beamforming only under variable self-interference cancellation capabilities.
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Figure 19 shows the MS UL throughput with variable self-interference cancellation capabilities with the beamforming-enabled APs for 20 active MSs.
They studied the optimal power allocation scheme and the corresponding capacity limit of a full-duplex dual-hop amplify-and-forward relay system under residual self-interference in [26] and investigated the error and diversity performances of a full-duplex amplify-and-forward single relay system under the effect of residual self-interference in [27].
Simulation results show that the proposed opportunistic mode selection criterion can select an appropriate relaying mode to achieve a higher throughput than either the FD mode or the HD mode under different residual self-interference power regimes.
Nevertheless, Fig. 3 clearly shows the advantage of the opportunistic mode selection in terms of selecting either the FD mode or the HD mode under different residual self-interference power regimes.
Results show that achieving the theoretical double throughput gain that FD promises can only be achieved under specific assumptions, namely ideal self-interference cancellation, isolated cells, and full buffer traffic model.
Instead, the imperfect self-interference cancelation is modeled as a variable power gain from the transmitter to the receiver at all nodes.
The self-interference power link at relay, i.e., |f|2, is a Gamma random variable distributed as Γ(m f,λ f /m f ), in this paper we also assume m f is an integer number.
Residual self-interference.
Since the self-interference cannot be completely canceled, we denote the residual self-interference channel as h rr, which is also assumed to be zero-mean complex Gaussian random variables with variance η rr.
Fig. 7 Probability of opportunistic mode selecting HD versus self-interference threshold Γ. Figures 8 and 9 show the impact of self-interference threshold Γon the throughput of secondary system under settings of P P == 0.15W and P P = 0.35WW, respectively.
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