Abstract

Highway tunnels have a higher risk of crashing than open roads, which require a systematic approach to tunnel safety. However, previous research had the following problems: 1) Studies have largely focused on open roads, with very little research on tunnels. 2) The collected crash contributing factors involve narrow ranges, with very little tunnel crash data including both tunnel design features, traffic conditions and pavement conditions. 3) None of the studies considered both excess zero observations and unobserved heterogeneity with its interactions. To address these issues, this paper first established an appropriate tunnel dataset containing 3 to 5 years of crash data from several highways in China and the influence factors of tunnel design features, traffic conditions and pavement conditions. A correlated random parameters negative binomial Lindley (CRPNB-L) model that considers both excess zero observations and unobserved heterogeneity with its interaction effects was then proposed. Compared to the uncorrelated random parameters negative binomial Lindley (URPNB-L) model, fixed parameters negative binomial Lindley (FPNB-L) model and fixed parameters negative binomial (FPNB) model, the CRPNB-L model solves the deviation that arises from excess zero observations by introducing the Lindley distribution and considers the unobserved heterogeneity with its interactions by introducing correlated random parameters. In the comparisons, the CRPNB-L model achieves the best effects in the goodness-of-fit. Furthermore, the estimated results of the CRPNB-L model showed that segment length, traffic volume, proportion of class 5 vehicle (heavy trucks and trailers), tunnel entrance and exit segments, and steep uphill and downhill segments were associated with higher crash frequency, while curvature, tunnel length, pavement damage condition index (PCI) and skid resistance index (SRI) were associated with lower crash frequency. In addition, the random variables of the curvature, the steep downgrade indicator, the proportion of class 5 vehicle and SRI were identified and their intercorrelations were analyzed.

Highlights

  • Over the past decade, highway safety has received increasing attention from transportation authorities and researchers around the world [1], [2]

  • This section includes the comparison of the goodness-offit of each model, the interpretation of estimated regression parameters, and the in-depth analysis of the impacts of significant variables and interaction effects of random variables on the crash frequency based on the correlated random parameters negative binomial Lindley (CRPNB-L) model

  • We collected a total of 545 tunnel crashes on typical highways in Guangdong for 3 to 5 years and three types of influence factors of tunnel design features, traffic conditions and pavement conditions to establish an appropriate dataset

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Summary

Introduction

Highway safety has received increasing attention from transportation authorities and researchers around the world [1], [2]. As special structures of highways, tunnels have the characteristics of rapidly changing lighting at the entrance and exit, limited cross-section width and a closed field of vision, which make the driving environment more complicated and require more alertness of drivers. Tunnel segments are frequently prone to crashes, and their safety problems are important [3]–[6]. Taking China as an example, by the end of 2019, the total mileage of tunnels in China reached 17236 kilometers and the crash frequency of tunnel segments was 1.44 times that of open segments [7], according to the Transportation Industry Development Statistics Bulletin (TIDSB). It is very important to seek appropriate crash frequency mod-.

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