Abstract

Analysis of passenger travel habits is always an important item in traffic field. However, passenger travel patterns can only be watched through a period time, and a lot of people travel by public transportation in big cities like Beijing daily, which leads to large-scale data and difficult operation. Using SPARK platform, this paper proposes a trip reconstruction algorithm and adopts the density-based spatial clustering of application with noise (DBSCAN) algorithm to mine the travel patterns of each Smart Card (SC) user in Beijing. For the phenomenon that passengers swipe cards before arriving to avoid the crowd caused by the people of the same destination, the algorithm based on passenger travel frequent items is adopted to guarantee the accuracy of spatial regular patterns. At last, this paper puts forward a model based on density and node importance to gather bus stations. The transportation connection between areas formed by these bus stations can be seen with the help of SC data. We hope that this research will contribute to further studies.

Highlights

  • Traditional studies on passenger travel patterns and passenger segmentation solely focus on passenger physical characteristics or the use of transit user surveys

  • Passenger travel patterns can only be watched through a period time, and a lot of people travel by public transportation in big cities like Beijing daily, which leads to large-scale data and difficult operation

  • After calculating by the trip reconstruction algorithm, this paper finds that the total number of passengers travelled by bus on working days in October is 11966945

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Summary

Introduction

Traditional studies on passenger travel patterns and passenger segmentation solely focus on passenger physical characteristics or the use of transit user surveys. This classification has little help of knowing passenger travel habits. We need another method to study the temporal and spatial regularity. This method must be based on actual data with passenger travel information. This paper adopts SPARK platform to solve this problem. Several computers are used to build the platform and calculate together

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