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Estimating Bicycle
Accident Risk
Dynamics
Martin Loidl
Department of Geoinformatics, Z_GIS
University of Salzburg
martin.loidl@sbg.ac.at | http://gicycle.wordpress.com
Overview
 Risk estimation
 Aggregated statistics
 Risk estimation on a local scale
 Exposure variable
 Accident data
 Risk estimation
 Risk estimation – risk model
2
http://www.roydwyer.com/wp-content/uploads/2013/04/Bicycle-Car-Accident-
Attorney-Portland-Oregon.jpg
Risk Estimation
 Reason for bicycle risk estimation
3
Risk Estimation
 Reason for bicycle risk estimation
4
Random
Correlated
Dangerous (high risk)
?
Risk Estimation
 Need for adequate exposure variable
 Distance travelled
 Total travel time
 Number of trips
 [Inhabitants]
 Availability, quality of exposure variable
 Traffic models
 Primarily for MIT and PT
 Counting stations
 Representative spatial distribution
 Tracking apps
 Biased sample
5
Counting Station
6
Data from Tracking App
7
Aggregated Statistics
 Vandenbulcke et al. (2009), Yiannakoulias et al. (2012), …
8
Municipalities, Belgium
Census districts, Hamilton (Can)
Correlation
 High correlation bicycle volume – crash occurrences on
city level
9
1
10
100
1,000
10,000
100,000
1,000,000
Su Mo Tu We Th Fr Sa
Bicycle Traffic
Number of Accidents
r = 0,98
Bicycle traffic: annual counts
at one central station
Number of accidents: 10 year
aggregate per day
Correlation
10
1
10
100
1,000
10,000
100,000
1,000,000
0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23
Bicycle Traffic
Number of Accidents
r = 0,97
Bicycle traffic: annual counts
at one central station
Number of accidents: 10 year
aggregate per day
Exposure Variable
 Problem of exposure
variable  flow model for
bicycles
 Agent-based model for
simulation of bicycle flows:
 Wallentin, G. & Loidl, M.
2015. Agent-based bicycle
traffic model for Salzburg
City. GI_Forum ‒ Journal
for Geographic Information
Science, 2015, 558-566.
11
Accident Data
 Geo-located bicycle accidents Salzburg
 2002-01 – 2011-12
 3,048 valid records
 Source: police reports
 Underreporting
 Biased sample: overrepresentation of bicycle – motorized
vehicle collisions
12
Risk Estimation
13
 Modelling potential safety threats
 Example: indicator-based assessment tool (Loidl & Zagel
2014)
Modelling Safety Threats
LOIDL, M. & ZAGEL, B. Assessing bicycle safety in multiple networks with different data models. In:
VOGLER, R., CAR, A., STROBL, J. & GRIESEBNER, G., eds. GI-Forum, 2014 Salzburg. Wichmann, 144-154.
14
Model – Risk Estimation
15
Conclusion & Outlook
 Risk estimation inevitable for targeted interventions
 Exposure variable hardly ever available on local scale
 Results from ABM as „good guess“
 Spatial dynamics and variabilities become obvious on
local scale
 Risk estimation for calibration/validation of model
 Transferability, scalability
16
@gicycle_
gicycle.wordpress.com
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Bicycle Risk Estimation - Short Report

  • 1. Estimating Bicycle Accident Risk Dynamics Martin Loidl Department of Geoinformatics, Z_GIS University of Salzburg martin.loidl@sbg.ac.at | http://gicycle.wordpress.com
  • 2. Overview  Risk estimation  Aggregated statistics  Risk estimation on a local scale  Exposure variable  Accident data  Risk estimation  Risk estimation – risk model 2 http://www.roydwyer.com/wp-content/uploads/2013/04/Bicycle-Car-Accident- Attorney-Portland-Oregon.jpg
  • 3. Risk Estimation  Reason for bicycle risk estimation 3
  • 4. Risk Estimation  Reason for bicycle risk estimation 4 Random Correlated Dangerous (high risk) ?
  • 5. Risk Estimation  Need for adequate exposure variable  Distance travelled  Total travel time  Number of trips  [Inhabitants]  Availability, quality of exposure variable  Traffic models  Primarily for MIT and PT  Counting stations  Representative spatial distribution  Tracking apps  Biased sample 5
  • 8. Aggregated Statistics  Vandenbulcke et al. (2009), Yiannakoulias et al. (2012), … 8 Municipalities, Belgium Census districts, Hamilton (Can)
  • 9. Correlation  High correlation bicycle volume – crash occurrences on city level 9 1 10 100 1,000 10,000 100,000 1,000,000 Su Mo Tu We Th Fr Sa Bicycle Traffic Number of Accidents r = 0,98 Bicycle traffic: annual counts at one central station Number of accidents: 10 year aggregate per day
  • 10. Correlation 10 1 10 100 1,000 10,000 100,000 1,000,000 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 Bicycle Traffic Number of Accidents r = 0,97 Bicycle traffic: annual counts at one central station Number of accidents: 10 year aggregate per day
  • 11. Exposure Variable  Problem of exposure variable  flow model for bicycles  Agent-based model for simulation of bicycle flows:  Wallentin, G. & Loidl, M. 2015. Agent-based bicycle traffic model for Salzburg City. GI_Forum ‒ Journal for Geographic Information Science, 2015, 558-566. 11
  • 12. Accident Data  Geo-located bicycle accidents Salzburg  2002-01 – 2011-12  3,048 valid records  Source: police reports  Underreporting  Biased sample: overrepresentation of bicycle – motorized vehicle collisions 12
  • 14.  Modelling potential safety threats  Example: indicator-based assessment tool (Loidl & Zagel 2014) Modelling Safety Threats LOIDL, M. & ZAGEL, B. Assessing bicycle safety in multiple networks with different data models. In: VOGLER, R., CAR, A., STROBL, J. & GRIESEBNER, G., eds. GI-Forum, 2014 Salzburg. Wichmann, 144-154. 14
  • 15. Model – Risk Estimation 15
  • 16. Conclusion & Outlook  Risk estimation inevitable for targeted interventions  Exposure variable hardly ever available on local scale  Results from ABM as „good guess“  Spatial dynamics and variabilities become obvious on local scale  Risk estimation for calibration/validation of model  Transferability, scalability 16 @gicycle_ gicycle.wordpress.com Get connected