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A Normal Distribution-Based Methodology for Analysis of Fatal Accidents in Land Hazardous Material Transportation

Bibliographic Data

ID15510317
AuthorsCuiping Ren (0000-0003-4260-9490, Chang'an University), WU Qun-qi (0000-0002-7594-4263, Chang'an University), Chunguo Zhang (Chang'an University, corresponding author), Shengzhong Zhang (0000-0002-1299-9195, Chang'an University)
Year2018
Volume15
Issue7
Pages1437-1437
Publication date2018-07-07
Peer ReviewedYes
Open AccessYes
TypeARTICLE
VenueInternational Journal of Environmental Research and Public Health (JOURNAL)
Journal identifiersISSN: 1661-7827 • E-ISSN: 1660-4601
PublisherMultidisciplinary Digital Publishing Institute (PUBLISHER • CH)
DOI10.3390/ijerph15071437
PMID29986506
OpenAlexW2812321743
LanguageEN
Citations received3
References cited1

The deaths of accident occurring in land hazardous material transport (rail and road) is a scale standard for judging accident severity in safety programmes. The f - N curve is a common practice to express the results from past scattered accident data through curve fitting method, which only estimate the overall trend. For this reason, this paper proposed a simple methodology by combination of normal distribution and f - N curve. To verify the method, the following three sets of statistical data were selected and analysed in this study: 1932 accidents in over 95 countries (1931−2004) and 322 accidents in China (2000−2008) available in the literature, and 2046 accidents investigated in China (2013−2017). It was found that the mean value curve is almost identical or even better than the best-fitted curve, while the predicted upper and lower limits with 96% reliability (±2σ) covering nearly all the statistical data are beyond the scope of common curve fitting. The result explains the inherent relation between accumulated frequency and deaths in different transport mode, in different country and at different period. This study also provides insights on the evolution of accident severity with the development of social economy and the requirement of safety

Accident (philosophy · China · Distribution (mathematics · Econometrics · Geography · Mode (computer interface · Reliability (semiconductor · Statistics · Transport engineering · Computer Science · Engineering · Environmental Science · Mathematics · Occupational Health and Safety Research · Risk and Safety Analysis · Traffic and Road Safety

  • Understanding Hazardous Materials Transportation Accidents Based on Higher-Order Network Theory

    Open Access•Cuiping Ren, Bianbian Chen et al.•International Journal of…•2022

  • The Situation of Hazardous Materials Accidents during Road Transportation in China from 2013 to 2019

    Open Access•Shengxue Zhu, Shiwen Zhang et al.•International Journal of…•2022

  • Characteristics, Cause, and Severity Analysis for Hazmat Transportation Risk Management

    Open Access•Li Zhou, Chun Guo et al.•International Journal of…•2020

  • The sources of the Kuznets relationship between road fatalities and economic growth

    Open Access•Teik Hua Law, Robert B Noland et al.•Journal of Transport Geography•2010

Unique citing works3
Citations per year0,5
Citation span2020 - 2022 (3)
Citation velocityhistorical
Highly citedNo
Citation typesNeutral: 3

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