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Conference Paper: How to design the metro network for maximal accessibility potential? A comparative analysis of Shanghai

TitleHow to design the metro network for maximal accessibility potential? A comparative analysis of Shanghai
Authors
Issue Date2017
PublisherInternational Seminar on Urban Form (ISUF).
Citation
The 24th International Seminar on Urban Form (ISUF) International Conference: City and territory in the globalization age, Valencia, Spain, 27-29 September 2017  How to Cite?
AbstractAs metro systems become more extensive they also become more complex, an analysis of the network shape and structure can be of substantive help for planners at early design stages to effectively evaluate multiple alternatives. This study compares the design scenarios of adding a typical circular ring metro line versus a novel alternative using two overlapping ellipse metro line rings. Ring metro lines have been found to be an important factor in network topology and the improvement of metro system network efficiency and reliability. A ring metro line can improve the connectivity and directness of a metro system network and thus improve transit by reducing mean travel time. A highly concentrated and dense central core surrounded by remote residential neighbourhoods, a monocentric city, would make circumferential travel less effective than in larger polycentric city with several sub-regional centres. Using Shanghai metro system 2017 as baseline, we consider the novel morphological alternative scenario of two overlapping ellipses and compare its relative performance to the more traditional ring metro line, by using graph theoretical topological and Euclidean centrality measures, otherwise known as’ closeness’ or ‘accessibility’ or ‘all to all’ mean distance. The comparison between the two scenarios shows that the two overlapping ellipse scenario is better at minimizing mean Topological distance, Mean Euclidean distance is well-correlated to actual travel time, The two-ellipse scenario leads to a reduction of 8% of network mean topological distance, while a simple ring reduces it only by 0.13%.
DescriptionW2_E: Urban and Territorial Lecture: Urban transport
Persistent Identifierhttp://hdl.handle.net/10722/248269

 

DC FieldValueLanguage
dc.contributor.authorZhang, L-
dc.contributor.authorChiaradia, AJF-
dc.date.accessioned2017-10-18T08:40:33Z-
dc.date.available2017-10-18T08:40:33Z-
dc.date.issued2017-
dc.identifier.citationThe 24th International Seminar on Urban Form (ISUF) International Conference: City and territory in the globalization age, Valencia, Spain, 27-29 September 2017 -
dc.identifier.urihttp://hdl.handle.net/10722/248269-
dc.descriptionW2_E: Urban and Territorial Lecture: Urban transport-
dc.description.abstractAs metro systems become more extensive they also become more complex, an analysis of the network shape and structure can be of substantive help for planners at early design stages to effectively evaluate multiple alternatives. This study compares the design scenarios of adding a typical circular ring metro line versus a novel alternative using two overlapping ellipse metro line rings. Ring metro lines have been found to be an important factor in network topology and the improvement of metro system network efficiency and reliability. A ring metro line can improve the connectivity and directness of a metro system network and thus improve transit by reducing mean travel time. A highly concentrated and dense central core surrounded by remote residential neighbourhoods, a monocentric city, would make circumferential travel less effective than in larger polycentric city with several sub-regional centres. Using Shanghai metro system 2017 as baseline, we consider the novel morphological alternative scenario of two overlapping ellipses and compare its relative performance to the more traditional ring metro line, by using graph theoretical topological and Euclidean centrality measures, otherwise known as’ closeness’ or ‘accessibility’ or ‘all to all’ mean distance. The comparison between the two scenarios shows that the two overlapping ellipse scenario is better at minimizing mean Topological distance, Mean Euclidean distance is well-correlated to actual travel time, The two-ellipse scenario leads to a reduction of 8% of network mean topological distance, while a simple ring reduces it only by 0.13%.-
dc.languageeng-
dc.publisherInternational Seminar on Urban Form (ISUF). -
dc.relation.ispartof24th ISUF International Conference-
dc.titleHow to design the metro network for maximal accessibility potential? A comparative analysis of Shanghai-
dc.typeConference_Paper-
dc.identifier.emailZhang, L: zhanglz@hku.hk-
dc.identifier.emailChiaradia, AJF: alainjfc@hku.hk-
dc.identifier.authorityChiaradia, AJF=rp02166-
dc.identifier.hkuros280697-
dc.publisher.placeSpain-

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