2018
DOI: 10.3390/su10124663
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Performance Analysis and Improvement of the Bike Sharing System Using Closed Queuing Networks with Blocking Mechanism

Abstract: The Bike Sharing System is a sustainable urban transport solution that consists of a fleet of bikes placed in various stations. Users will be satisfied if they find available bikes at their departure station and free docks at the destination. Despite the regulation operations of the system provider (i.e., redistribution of bikes by truck) deeper modifications (bike fleet size or station capacity) are often necessary to ensure a satisfactory service rate. In this paper, we model a sub-graph of a Bike Sharing Sy… Show more

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Cited by 12 publications
(5 citation statements)
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“…Samet et al [55] considered the blocking phenomenon and developed a CQN to model a bike-sharing system. The authors used the maximum entropy method to solve the model and determine the fleet size and parking capacities needed to maintain a satisfactory service level.…”
Section: Fleet Sizing Problems Using Queueing Network Modelsmentioning
confidence: 99%
“…Samet et al [55] considered the blocking phenomenon and developed a CQN to model a bike-sharing system. The authors used the maximum entropy method to solve the model and determine the fleet size and parking capacities needed to maintain a satisfactory service level.…”
Section: Fleet Sizing Problems Using Queueing Network Modelsmentioning
confidence: 99%
“…Sharing systems, such as bike rentals, represent an example of CQN application. For bicycle sharing systems implemented in various regions, such as the Velib program in France, optimization models are available to find the number of bicycles and charging stations (George and Xia (2011); Fan et al (2020); Chen et al (2020); Samet et al (2018)), while optimal node placement models (Mizuno et al (2016(Mizuno et al ( , 2019) are used to select appropriate nodes from a given number of bicycles and potential stations.…”
Section: Related Workmentioning
confidence: 99%
“…In this paper, we extend the computation of CQN by applying the MVA and FES algorithms. Further, some other important examples include Zhang et al [22], Fricker et al [23], Mizuno et al [24], Calafiore et al [25], Samet et al [26], Iglesias et al [27], and Vishkaei et al [28].…”
Section: Literature Reviewmentioning
confidence: 99%