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Channel-hopping based on available channel set for rendezvous of cognitive radios

机译:基于可用信道集的认知无线电集合点的信道跳变

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Rendezvous is a necessary operation for cognitive users to establish communication links in cognitive radio networks (CRNs). To guarantee the rendezvous in finite time, all existing rendezvous algorithms generate CH (channel-hopping) sequences using the whole channel set and attempt rendezvous on each of the channels (i.e., both available channels and unavailable channels). In practice, the available channel set is usually a small portion of the whole channel set due to dynamics of channel availabilities and limited sensing capabilities of cognitive users. Thus, the CH sequences using the whole channel set may attempt unnecessary rendezvous in uncertain channels (e.g., unavailable channels or randomly-selected channels) which greatly degrades the performance. In this study, we propose a new rendezvous algorithm that generates channel-hopping sequences based on available channel set (CSAC) for more efficient rendezvous. We prove that CSAC gives guaranteed rendezvous and derive its upper-bound on maximum time-to-rendezvous (MTTR) which is an expression of the number of available channels instead of the number of all potential channels. To the best of our knowledge, CSAC is the first one in the literature that exploits the only available channels in designing CH sequences while providing guaranteed rendezvous. Experimental results show that CSAC can significantly improve the MTTR compared to state-of-the-art.
机译:交会是认知用户在认知无线电网络(CRN)中建立通信链接的必要操作。为了保证在有限的时间内会合,所有现有的会合算法都使用整个频道集生成CH(频道跳跃)序列,并尝试在每个频道(即,可用频道和不可用频道)上会合。实际上,由于信道可用性的动态和认知用户的有限感知能力,可用信道集通常是整个信道集的一小部分。因此,使用整个信道集的CH序列可能在不确定的信道(例如,不可用的信道或随机选择的信道)中尝试不必要的会合,这极大地降低了性能。在这项研究中,我们提出了一种新的集合点算法,该算法基于可用信道集(CSAC)生成信道跳变序列,以实现更有效的集合点。我们证明CSAC提供了有保证的集合点,并在最大到达集合点的时间(MTTR)上得出了其上限,这是可用通道数而不是所有潜在通道数的表达。据我们所知,CSAC是文献中第一个在设计CH序列时利用唯一可用通道并提供有保证的集合点的方法。实验结果表明,与最新技术相比,CSAC可以显着提高MTTR。

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