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Rethinking the achievable throughput formulation of cognitive radio ad hoc networks

机译:重新考虑认知无线电自组织网络可实现的吞吐量公式

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In this paper, we investigate the achievable throughput of cognitive radio ad hoc networks. The current research on throughput evaluations focus on the average value over spatial distribution of random nodes. However, these average models neglect performance discrepancies resulting from different spatial nodes. In order to overcome this limitation, we derive the achievable rate coverage probability (equivalent to complementary cumulative distribution function (CCDF)) of the secondary network according to the random locations of secondary users. Based on the achievable rate coverage probability, the achievable throughput is derived for the secondary network under the primary outage constraint. Through stochastic geometric analysis, it is shown that the achievable throughput is mainly dominated by the densities of primary and secondary nodes, as well as the quality of service (QoS) of the primary network and the rate coverage probability of the secondary network. Besides, the achievable rate coverage probability is optimized to maximize the achievable throughput of the secondary network.
机译:在本文中,我们研究了认知无线电自组织网络可实现的吞吐量。当前的吞吐量评估研究集中于随机节点空间分布上的平均值。但是,这些平均模型忽略了由于不同空间节点而导致的性能差异。为了克服此限制,我们根据二级用户的随机位置,得出了二级网络可达到的速率覆盖概率(相当于互补累积分布函数(CCDF))。基于可实现的速率覆盖概率,在主要中断约束下为辅助网络导出可实现的吞吐量。通过随机几何分析表明,可达到的吞吐量主要取决于主次节点的密度,主网络的服务质量(QoS)和次网络的速率覆盖概率。此外,优化可达到的速率覆盖概率以最大化辅助网络可实现的吞吐量。

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