An explanatory model approach for the spatial distribution of free-floating carsharing bookings: A case-study of German cities

Johannes Müller, Gonçalo Homem de Almeida Correia, Klaus Bogenberger

Research output: Contribution to journalArticleScientificpeer-review

17 Citations (Scopus)
47 Downloads (Pure)

Abstract

When the first free-floating carsharing operators launched their business, they did not know if it would be profitable. They often started in highly populated cities without performing extensive target group analysis, and were less concerned about fleet management. Usually, there are two main datasets that can be used to find areas that would have a high demand for free-floating carsharing: booking data, for measuring the actual demand; and land use and census data for describing the activities performed in different areas in a city. In this paper, we aim to use this information to help predict the demand of free-floating carsharing systems. We use booking data provided by Drive Now for Berlin in 2014 and contextual information about the type of activity each neighborhood has. Using Berlin as a case study, we apply a negative binomial statistical model to explain the number of bookings. From the results, we conclude that free-floating carsharing is predominantly successful in areas with more affluent citizens who are open to trying new and sustainable technologies. Other important determinants that result in a high number of carsharing bookings are the area's centrality and parking lot availability. The statistical model for Berlin was then transferred to Munich and Cologne, two other cities in Germany with similar population sizes. A comparison between the estimated demand categories and actual bookings shows satisfying results, but also non-negligible local conditions influencing the spatial demand for bookings.

Original languageEnglish
Article number1290
Number of pages17
JournalSustainability
Volume9
Issue number7
DOIs
Publication statusPublished - 24 Jul 2017

Keywords

  • Booking data
  • Carsharing demand analysis
  • Free-floating carsharing
  • Negative binomial model
  • Spatial analysis

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