2020
DOI: 10.1109/tccn.2019.2937870
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Beam Selection and Discrete Power Allocation in Opportunistic Cognitive Radio Systems With Limited Feedback Using ESPAR Antennas

Abstract: We consider an opportunistic cognitive radio (CR) system consisting of a primary user (PU), secondary transmitter (SUtx), and secondary receiver (SUrx), where SUtx is equipped with an electrically steerable parasitic array radiator (ESPAR) antenna with beam steering capability for sensing and communication, and there is a limited feedback channel from SUrx to SUtx. Taking a holistic approach, we develop a framework for integrated sector-based spectrum sensing and sector-based data communication. Upon sensing t… Show more

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Cited by 13 publications
(12 citation statements)
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“…In this context, joint sensing and localization of PU becomes of high importance since the localization of PU transmitter may facilitate the mission of SUs in identifying the beam and thus to diagnose the spatiotemporal availability of the spectrum [200,201]. Recently, some work has been introduced to enable spatial SS by identifying the PU's location and adjusting the SU's beam using the received power at SUs surrounding the PU [200,202]. In this regard, estimation techniques have to be more developed in order to estimate the PU beam blindly or in the case where little information about PU transmission is available [203][204][205].…”
Section: Beamforming-based Communicationmentioning
confidence: 99%
“…In this context, joint sensing and localization of PU becomes of high importance since the localization of PU transmitter may facilitate the mission of SUs in identifying the beam and thus to diagnose the spatiotemporal availability of the spectrum [200,201]. Recently, some work has been introduced to enable spatial SS by identifying the PU's location and adjusting the SU's beam using the received power at SUs surrounding the PU [200,202]. In this regard, estimation techniques have to be more developed in order to estimate the PU beam blindly or in the case where little information about PU transmission is available [203][204][205].…”
Section: Beamforming-based Communicationmentioning
confidence: 99%
“…We obtain α (0) n,l,k using Algorithm 1. Then, we calculate Ψ (1) n , ∀n using (7). We iteratively find Ψ (t) n and α (t) n,l,k until the convergence is reached, i.e., when the following criteria is met max k |ψ t n,k − ψ t+1 n,k | < ǫ 2 , ∀n.…”
Section: Formalizing and Solving Optimal Transmitmentioning
confidence: 99%
“…while max k |ψ q n,k − ψ q+1 n,k | > ǫ 2 , ∀n, do 1: Calculate optimal α * (q+1) n,l,k using Algorithm.1. 2: Update Ψ (q+1) n using (7). 3: Set q = q + 1. show J-divergence versus P tot , confirming that it has the same trend as P F C D versus P tot .…”
Section: Formalizing and Solving Optimal Transmitmentioning
confidence: 99%
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“…In [10], [11] the RSS and DoA of a PU is estimated using energy measurements from a sectorized antenna and the performance and theoretical bounds of DoA/RSS estimation are studied. The orientation of a PU with respect to SU's location is determined in [12], [13] based on the RSS where an SU is equipped with a reconfigurable antenna. The signal received at an antenna array is sparse in the spatial domain and compressive sensing can be employed for DoA estimation using less number of radio frequency (RF) chains [14].…”
Section: Introductionmentioning
confidence: 99%