Download Advanced Sensing Techniques for Cognitive Radio by Guodong Zhao, Wei Zhang, Shaoqian Li PDF

By Guodong Zhao, Wei Zhang, Shaoqian Li

This SpringerBrief investigates complicated sensing ideas to observe and estimate the first receiver for cognitive radio structures. besides a entire evaluation of latest spectrum sensing options, this short specializes in the layout of recent sign processing innovations, together with the region-based sensing, jamming-based probing, and relay-based probing. The proposed sensing strategies target to become aware of the within sight fundamental receiver and estimate the cross-channel achieve among the cognitive transmitter and first receiver. The functionality of the proposed algorithms is evaluated via simulations when it comes to numerous functionality parameters, together with detection likelihood, interference chance, and estimation errors. the consequences express that the proposed sensing options can successfully feel the first receiver and increase the cognitive transmission throughput. Researchers and postgraduate scholars in electric engineering will locate this an outstanding resource.

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Extra resources for Advanced Sensing Techniques for Cognitive Radio

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6 False alarm probability versus the silent pulses duration in the EDC detector the power adjustment at the PT is  D 10 dB, and the threshold is selected so that Pm 10 2 . It is shown in the figure that Pf decreases as b increases, in particular, Pf < 10 2 when b > 30. 7 Fig. 7 compares the performance of the MF and the EDC detectors in different scenarios. In our simulation, fm D 4 Hz and the thresholds are chosen to satisfy Pf 10 2 as well. In the EDC method, the duty cycle is D 0:5 and the power of jamming pulses equals the average power of the sinusoid jamming signal in the MF detector.

L/ if HB is true, where we omit the DC and noise components for simplicity. f /. f Q /. f HB . , the noise is non-stationary. To facilitate analysis, we still assume it is stationary and Q /. Again as shown in Fig. f Q /, where 2fm < f < 2fm . f / whether or not CLPC is triggered by the jamming signal. f illustrated in Fig. 2b, c, respectively. As in the figure, the shaded components of the spectrum are the reconstructed parts. l/ in frequency domain. f / ˝ XQ . 18) Q / is the noise component. f fh Ä fCLPC ; where fCLPC is the highest frequency that CLPC is able to react.

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