Abstract

Cycling is an increasingly popular mode of transport as part of the response to air pollution, urban congestion, and public health issues. The emergence of bike sharing programs and electric bicycles have also brought about notable changes in cycling characteristics, especially cycling speed. In order to provide a better basis for bicycle-related traffic simulations and theoretical derivations, the study aimed to seek the best distribution for bicycle riding speed considering cyclist characteristics, vehicle type, and track attributes. K-means clustering was performed on speed subcategories while selecting the optimal number of clustering using L method. Then, 15 common models were fitted to the grouped speed data and Kolmogorov–Smirnov test, Akaike information criterion, and Bayesian information criterion were applied to determine the best-fit distribution. The following results were acquired: (1) bicycle speed sub-clusters generated by the combinations of bicycle type, bicycle lateral position, gender, age, and lane width were grouped into three clusters; (2) Among the common distribution, generalized extreme value, gamma and lognormal were the top three models to fit the three clusters of speed dataset; and (3) integrating stability and overall performance, the generalized extreme value was the best-fit distribution of bicycle speed.

Highlights

  • With air pollution, urban congestion, and public health issues like obesity becoming a concern, cycling is an increasingly popular mode of transport as part of the response

  • The emergence of new forms and vehicle types have brought about many changes in cycling characteristics, which is more significant in the rise of bicycle speed

  • The present study aims to establish relatively simplified models when considering the most common basic factors impacting bicycle speed

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Summary

Introduction

Urban congestion, and public health issues like obesity becoming a concern, cycling is an increasingly popular mode of transport as part of the response. The rapid growth of electric bicycle (EB) transforms the constitution of bicycle flow, from a pure flow consisting of only conventional bicycles (CB) to two types of bikes including EB. This notably increases the heterogeneity of bike riding speed. In a relatively early study by Cherry in 2007 [2], he investigated the speed distributions of CB and EB and analyzed the difference. He found EB ran about 40% faster than CB without speed limit while 30% with speed limit. Their study presented that EB’s speed was 47.6% higher than

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