2018
DOI: 10.1016/j.trc.2018.04.027
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Dynamic traffic metering in urban street networks: Formulation and solution algorithm

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Cited by 24 publications
(10 citation statements)
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“…where u i (t) ∈ Z ≥0 is the inlet flow which is defined as the number of vehicles entering the traffic network through inlet i during the time interval [t, t + 1). The computed optimal inflows can be implemented by means of network gates, i.e., ramp meters [37], [38] for highways and metering gates [39] for urban streets). In (4), q j,i λ(t) is the fraction of outflow of lane j directed toward lane i during the time interval [t, t + 1), which is…”
Section: Macroscopic Traffic Flow Modelmentioning
confidence: 99%
“…where u i (t) ∈ Z ≥0 is the inlet flow which is defined as the number of vehicles entering the traffic network through inlet i during the time interval [t, t + 1). The computed optimal inflows can be implemented by means of network gates, i.e., ramp meters [37], [38] for highways and metering gates [39] for urban streets). In (4), q j,i λ(t) is the fraction of outflow of lane j directed toward lane i during the time interval [t, t + 1), which is…”
Section: Macroscopic Traffic Flow Modelmentioning
confidence: 99%
“…The algorithm iterates between the two sub-problems until the convergence criteria is met. For more details see Mohebifard and Hajbabaie [46].…”
Section: E Benchmarkmentioning
confidence: 99%
“…This section presents a linearized formulation for the SODTA problem based on the CTM network loading concept. We have used the CTM in our previous work for signal timing optimization (Mehrabipour & Hajbabaie, ; Mehrabipour, ), speed harmonization (Tajalli & Hajbabaie, , ), and traffic metering (Mohebifard & Hajbabaie, , ; Mohebifard, Islam, & Hajbabaie, ). We first define the temporal and spatial distribution of the problem.…”
Section: Problem Formulationmentioning
confidence: 99%