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首页> 外文期刊>International journal of systems,control and communications >Mitigating the effect of multipath using cross-correlation: application to underwater network cardinality estimation
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Mitigating the effect of multipath using cross-correlation: application to underwater network cardinality estimation

机译:使用互相关缓解多径影响:在水下网络基数估计中的应用

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摘要

Number of node (cardinality) is an important parameter for a network's proper operation and this parameter can be determined using conventional protocol-based techniques, but these techniques have several limitations in underwater environment due to large propagation latency, high error rate, node mobility, non-negligible capture effect and high path loss. To develop a suitable cardinality estimation technique in presence of unique characteristics of underwater network, a statistical signal processing approach based on cross-correlation of Gaussian signals received at multiple sensors has been proposed in our previous works. In the initial formulation of this approach, a simplified model has been investigated without considering the multipath propagation effect. One of the common challenges for underwater wireless communication is multipath propagation of signals which result in inter-symbol interference (ISI). An important feature of cross-correlation is its ability to mitigate the multipath effect which is demonstrated in this paper and applied to our previously proposed estimation scheme for multipath compensation. It is shown that, due to high dispersion coefficient of the medium, multipath effects on estimation results are negligible and a generalised process of multipath compensation for any dispersion factor is obtained to improve the robustness of this scheme.
机译:节点数量(基数)是网络正常运行的重要参数,可以使用基于常规协议的技术来确定此参数,但是由于水下传播时间长,错误率高,节点移动性大,这些技术在水下环境中存在一些局限性不可忽略的捕获效果和高路径损耗。为了在水下网络具有独特特征的情况下开发一种合适的基数估计技术,在我们以前的工作中已经提出了一种基于在多个传感器处接收的高斯信号的互相关的统计信号处理方法。在此方法的初始公式中,已经研究了简化模型,而没有考虑多径传播效应。水下无线通信的常见挑战之一是信号的多径传播,这会导致符号间干扰(ISI)。互相关的一个重要特征是其减轻多径效应的能力,这一点已在本文中进行了论证,并已应用于我们先前提出的多径补偿估计方案中。结果表明,由于介质的高分散系数,对估计结果的多径影响可忽略不计,并且获得了针对任何色散因子的多径补偿的通用过程,以提高该方案的鲁棒性。

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