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Accident Analysis and Prevention

ISSN: 0001-4575

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Datasets associated with articles published in Accident Analysis and Prevention

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1970
2024
1970 2024
9 results
  • Data for: At What Cost? How Planned Collisions With Pedestrians May Save Lives
    East and North data for emergency maneuvers performed with the experimental vehicle P1. Variables are labeled E and N with a corresponding run number.
    • Dataset
  • Data for: Impacts of Graduated Driver Licencing Regulations
    These are flat stata files used in the paper.
    • Dataset
  • Data for: Estimating the effects of a studded footwear subsidy program on pedestrian falls among older adults in Gothenburg, Sweden
    Extract all files to the same location, and follow the instructions in "replicate.R" to load and apply all algorithms used to produce the results from the paper. The file "CBA.xlsx" contains a spreadsheet that can be used to change inputs for the cost-benefit analysis.
    • Dataset
  • Data for: Gender differences in crash risk with e-bikes – survey data from Norway
    The survey items are in norwegian, and are not self-explanatory
    • Dataset
  • Data for: The relationship between impact speed and the probability of pedestrian fatality during a vehicle-pedestrian crash: a systematic review and meta-analysis
    Study Protocol: This protocol provides evidence of the methods applied in this research activity. ImpactSpeed_MA.csv: This file includes the final extracted data used in our meta-analysis. ImpactSpeed_MA.r: This document provides the statistical analyses used in this research activity.
    • Dataset
  • Data underlying the publication: Speed behaviour upon approaching freeway curves
    High Frequency Floating Car Data was collected to analyse circa 1 million individual speed profiles on 153 Dutch freeway curves. By defining the positions where the acceleration approaches 0 m/s2 before and after a curve starts, the positions when the driver started and stopped decelerating upon curve entry were defined. These positions and speeds are put in a database, combined with detailed reconstruction of the curves and their surroundings, as well as three dimensional sight distance analysis. This aggregated database is shared here, along a file explaining the different variables in the database. More backgrounds can be read in: Vos, J., Farah, H., & Hagenzieker, M. (2021). Speed behaviour upon approaching freeway curves. Accident Analysis & Prevention, 159, 106276. doi: https://doi.org/10.1016/j.aap.2021.106276
    • Dataset
  • Data underlying the publication: Speed behaviour upon approaching freeway curves
    High Frequency Floating Car Data was collected to analyse circa 1 million individual speed profiles on 153 Dutch freeway curves. By defining the positions where the acceleration approaches 0 m/s2 before and after a curve starts, the positions when the driver started and stopped decelerating upon curve entry were defined. These positions and speeds are put in a database, combined with detailed reconstruction of the curves and their surroundings, as well as three dimensional sight distance analysis. This aggregated database is shared here, along a file explaining the different variables in the database. More backgrounds can be read in: Vos, J., Farah, H., & Hagenzieker, M. (2021). Speed behaviour upon approaching freeway curves. Accident Analysis & Prevention, 159, 106276. doi: https://doi.org/10.1016/j.aap.2021.106276
    • Dataset
  • Enhancing Capabilities Development in Cybersecurity: Evidence from an experiment
    This dataset is related to an experiment about investiments in capabilities in cybersecurity. This experiment pursues, through a simulation, an understanding of the effectiveness of developing dynamic capabilities in cybersecurity to overcome challenges related to iterative learning process under uncertainties associated with cyber incidents.
    • Dataset
  • CFC12 data from Moore and Dahlen (2008)
    Contains data of the 12-item, 5-point Consideration of Future Consequences scale (Strathman et al., 1994), reported in Moore and Dahlen (2008). N = 316
    • Dataset