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Optimization of traffic sensor location for complete link flow observability in traffic network considering sensor failure

机译:考虑传感器故障的交通网络中完全链路流动性的交通传感器位置的优化

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The full link flow observability problem is to identify the minimum set of traffic sensors to be installed in links in a road traffic network. The sensors are used to both monitor the flow of observed links and to provide flow information for the link flow inference of unobserved links. Unavoidably, the traffic sensors deployed in a traffic network are subject to failure which leads to missing the link flow observation of observed links as well as the inability to infer the link flow of unobserved links. This study aims to identify the minimum set of links in a traffic network to be instrumented with two different types of counting sensors (basic and advanced sensors) to reach full link flow observability while minimizing the effect of sensor failure on the link flow inference of unobserved links. Mathematically, we formulate two objective functions including min-max and min-sum functions. The first function attempts to minimize the maximum effect of sensor failure on the link flow inference of unobserved links while the second one minimizes the expected number of unobserved links where flow cannot be inferred due to the failure of sensors. We select the genetic algorithm (GA) as a well-known heuristic to solve the proposed optimization model. The results recommend minimizing the number of sensors required for the link flow inference of each unobserved link as well as installing advanced sensors on links involved in the link flow inference of multiple unobserved links. We also develop a new objective function to reflect that links in a traffic network can be either minor or major roads with different levels of importance. The results suggest installing more advanced sensors on the major roads as well as minimizing the number of major roads included in the set of unobserved links. Concerning the availability of route flow information in a network, we consider the effect of this information on evaluating the sensor deployment in a network. To maintain full link flow observability of a traffic network if any sensor fails, we study the location and type of additional sensors introduced as redundant sensors, which are more than the minimum required for full link flow observability. Finally, we discuss the applicability of the proposed model for the partial observability problem in which the full link flow observability conditions are not satisfied. (C) 2019 The Authors. Published by Elsevier Ltd. This is an open access article under the CC BY-NC-ND license. (http://creativecommons.org/licenses/by-nc-nd/4.0/)
机译:完整的链接流动性可观察性问题是识别要在道路交通网络中的链接中安装的最小交通传感器集。传感器用于监视观察链路的流动,并提供用于不观察链路的链路流量推断的流动信息。不可避免地,在交通网络中部署的交通传感器受到故障,导致缺少观察到的链接的链路流动观察以及无法推断不观察链接的链接流量。本研究旨在识别交通网络中的最小链接集,以用两种不同类型的计数传感器(基本和高级传感器)来介绍,以达到完全的链路流动可观察性,同时最大限度地减少传感器故障对未观察的链路流量推理的影响链接。在数学上,我们制定了两个目标函数,包括最小和最小和函数。第一功能试图最小化传感器故障在未观察链路的链路流动推理的最大效果,而第二个功能最小化由于传感器的故障而无法推断出流动的预期的未观察链路。我们选择遗传算法(GA)作为众所周知的启发式,以解决所提出的优化模型。结果建议最小化每个未观察链接的链路流引起所需的传感器数量以及在涉及的链路流量推断的链路上安装高级传感器。我们还开发了一个新的目标函数,以反映交通网络中的链接可以是具有不同重要性水平的未成年人或主要道路。结果表明,在主要道路上安装更先进的传感器,并最大限度地减少了该组未观察的链接中包含的主要道路数量。关于网络中的路线流信息的可用性,我们考虑该信息关于评估网络中的传感器部署的效果。为了保持交通网络的完整链路流动可观察性,如果任何传感器发生故障,我们研究作为冗余传感器引入的附加传感器的位置和类型,这比完整链路流动可操作性的最小值大于最小。最后,我们讨论了所提出的模型对部分可观察性问题的适用性,其中不满足完整的链接流动性可观察性条件。 (c)2019年作者。由elsevier有限公司发布这是CC By-NC-ND许可下的开放式访问。 (http://creativecommons.org/licenses/by-nc-nd/4.0/)

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