Open AccessReal-time Queue Length Estimation Applying Shockwave Theory at Urban Signalized Intersections
Author(s) -
Márton Tamás Horváth,
Tamás Tettamanti
Publication year - 2021
Publication title -
periodica polytechnica. civil engineering/periodica polytechnica. civil engineering (online)
Language(s) - English
Resource type - Journals
eISSN - 1587-3773
pISSN - 0553-6626
DOI - 10.3311/ppci.17022
Subject(s) - queue , computer science , kalman filter , real time computing , queueing theory , control theory (sociology) , traffic flow (computer networking) , filter (signal processing) , position (finance) , simulation , control (management) , computer network , artificial intelligence , computer vision , finance , economics
Signal control is a basic need for urban traffic control; however, it is a very rough intervention in the free flow of traffic, which often results in queues in front of signal heads. The general goal is to reduce the delays caused, and to plan efficient traffic management on the network. For this, the exact knowledge of queue lengths on links is one of crucial importance. This article presents a link-based methodology for real-time queue length estimation in urban signalized road networks. The model uses a Kalman Filter-based recursive method and estimates the length of the queue in every cycle. The input of the filter, i.e. the dynamics of queue length is described by the traffic shockwave theory and the store and forward model. The method requires one loop-detector per link placed at the appropriate position, for which the article also provides suggestions.