Throughput optimization in a cooperative double-threshold sensing scheme

Javad Jafarian, K. Hamdi
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引用次数: 15

Abstract

Cognitive radio (CR), as the novel approach to improve the utilization of the available radio spectrum is introduced under the constraint that the current authorized users are sufficiently protected against any harmful interferences. However, there are many challenges associated with detection of the primary users (PUs) which need to be addressed carefully. One of the most important challenges in CR networks is how to sense the existence of a PU transmission. The secondary users (SUs) are required to sense the channels, and once the PUs are found, they are required to vacate the channel in a specific amount of time. In a single threshold energy detection scheme, the higher the probability of detection, the better the PUs are protected, however; it gives higher probability of false alarm which means less chances the channel can be reused when it is available. A double threshold detection scheme ensures the target probability of detection while keeping the probability of false alarm as low as required at the cost of increasing the sensing time. This paper is concerned with analysis of the designing the sensing duration and two thresholds difference value in a cooperative double threshold sensing scheme that maximizes the throughput of the SUs, subject to adequate protection to the PUs. Through this work, we formulate the sensing-throughput tradeoff problem mathematically, and prove that the formulated problem is indeed a unimodal function of both parameters and there is an optimal set of two sensing parameters which yields the highest throughput for the secondary network.
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协同双阈值感知方案的吞吐量优化
认知无线电(CR)作为一种提高可用无线电频谱利用率的新方法,是在充分保护当前授权用户免受有害干扰的约束下提出的。然而,与主要用户(pu)的检测相关的许多挑战需要仔细解决。CR网络中最重要的挑战之一是如何感知PU传输的存在。次要用户(su)需要感知通道,一旦找到pu,它们就需要在特定的时间内清空通道。在单阈值能量检测方案中,检测概率越高,对pu的保护越好;它提供了更高的虚警概率,这意味着当通道可用时可以重用的机会更少。双阈值检测方案在保证检测目标概率的同时,以增加检测时间为代价,使虚警概率保持在要求的较低水平。本文分析了一种协作式双门限感知方案中感知持续时间和两个门限差值的设计,该方案在保证对单元充分保护的前提下,使单元的吞吐量最大化。通过本文的工作,我们用数学的方法表达了感知-吞吐量权衡问题,并证明了所表达的问题确实是两个参数的单峰函数,并且存在两个感知参数的最优集合,使二级网络的吞吐量达到最高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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