Islam Md Tahidul, Kandeepan Sithamparanathan, Evans Robin J
Department of Electronic and Telecommunications Engineering, RMIT University, Melbourne, VIC 3000, Australia.
School of Electrical and Electronic Engineering, The University of Melbourne, Melbourne, VIC 3010, Australia.
Sensors (Basel). 2021 Apr 24;21(9):2997. doi: 10.3390/s21092997.
In a distributed cognitive radio (CR) sensor network, transmission and reception on vacant channels require cognitive radio nodes to achieve rendezvous. Because of the lack of adequate assistance from the network environment, such as the central controller and other nodes, assisted rendezvous for distributed CR is inefficient in a dynamic network. As a result, non-assisted blind rendezvous, which is unaware of its counterpart node, has recently led to a lot of interest in the research arena. In this paper, we study a channel rendezvous method based on prime number theory and propose a new multi-radio-based technique for non-assisted rendezvous with the blind and heterogeneous condition. The required time and the optimal number of radios for the guaranteed rendezvous are calculated using probability-based measurement. Analytical expressions for probabilistic guaranteed rendezvous conditions are derived and verified by Monte Carlo simulation. In addition, the maximum time to rendezvous (MTTR) is derived in closed form using statistical and probabilistic analysis. Under different channel conditions, our proposed solution leads to a substantial time reduction for guaranteed rendezvous. For the sake of over-performance of our proposed system, the simulation outcome is compared to a recently proposed heterogeneous and blind rendezvous method. The Matlab simulation results show that our proposed system's MTTR gains range from 11% to over 95% for various parametric values of the system model.
在分布式认知无线电(CR)传感器网络中,在空闲信道上进行发送和接收要求认知无线电节点实现会合。由于缺乏来自网络环境(如中央控制器和其他节点)的足够协助,分布式CR的辅助会合在动态网络中效率低下。因此,不了解对等节点的非辅助盲目会合最近在研究领域引起了很多关注。在本文中,我们研究了一种基于质数理论的信道会合方法,并提出了一种新的基于多无线电的技术,用于在盲目和异构条件下进行非辅助会合。使用基于概率的测量来计算保证会合所需的时间和最佳无线电数量。推导了概率保证会合条件的解析表达式,并通过蒙特卡罗模拟进行了验证。此外,使用统计和概率分析以封闭形式推导了最大会合时间(MTTR)。在不同的信道条件下,我们提出的解决方案可大幅减少保证会合所需的时间。为了突出我们提出的系统的卓越性能,将仿真结果与最近提出的异构盲目会合方法进行了比较。Matlab仿真结果表明,对于系统模型的各种参数值,我们提出的系统的MTTR增益范围从11%到超过95%。