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Freeway Crash Prediction Models for Long-Range Urban Transportation Planning. Arun Chatterjee (UT) Joe Hummer (NCSU) Vasin Kiattikomol (UT) Mary Sue Younger (UT). Objective.
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Freeway Crash Prediction Models for Long-Range Urban Transportation Planning Arun Chatterjee (UT) Joe Hummer (NCSU) Vasin Kiattikomol (UT) Mary Sue Younger (UT)
Objective • Develop crash prediction models to assess safety impacts for urban freeway networks, which can be used by state DOT and MPO planners for long-range planning • The independent variables should not be too difficult to predict
How to Create Freeway Segments? • No previous work recognized the influence of interchanges on crashes explicitly
Impact of Interchanges on Crashes • Since traffic flow characteristics near interchanges are different from areas away from them, interchanges are likely to have impact on crashes • No previous studies examined this issue • This research compared crashes in interchange areas with those in areas away from it, and found a significant difference
Non-interchange segments Interchange segments 1,500’ 1,500’ Definition of Segments Used in this Research
Crash Rates for NC & TN Unit: crashes per Million Vehicle Miles Traveled
Crash Rates for NC & TN Unit: crashes per Million Vehicle Miles Traveled 1 2000-2002 statewide crash report, NCDOT
Proportion of Crash Types 12000-2002 statewide crash report, NCDOT 21988-2003 crash data, National Highway Traffic Safety Admin.
Model Development Scheme • Develop separate models for: • Segments away from interchanges • Segments with 4 lanes • Segments with more than 4 lanes • Segments near interchanges • Segments with 4 lanes • Segments with more than 4 lanes • 3 Modeling Approaches • Analysis of Variance (ANOVA) • Regression Analysis • Classification Tree Analysis
Crash and Freeway Data • Counties with medium to large sized urban areas • NC: 6 counties • TN: 4 counties • Freeway data • NC: 73 non-interchange segments (137 mi.), 65 interchange segments • TN: 142 non-interchange segments (145 mi.), 65 interchange segments • Crash data by severity (2000-2002) • Fatal • Injury • Property-damage-only (PDO)
Counties • NC Counties: • Alamance, Buncombe, Cumberland, Durham, Gaston, and Wake • TN Counties: • Davidson (Nashville), Hamilton (Chattanooga), Knox (Knoxville), Shelby (Memphis)
Crash Prediction Models • NC • TN • Non-interchange segments • Interchange segments Model classification for each modeling approach: • By state • By type of segments • By number of lanes • By type of crash severity • 4 lanes • >4 lanes • Injury • PDO • Fatal + injury
ANOVA Models • Response variable: Crash rate (by severity) • Factors: • Type of segments • Number of lanes • Traffic volume • Number of models • 3 for NC • 3 for TN
Total Crash Rates for NC Total = Fatal + Injury + PDO
Total Crash Rates for TN Total = Fatal + Injury + PDO
Regression Models • Response: No. of Crashes (by severity) • Predictors: • Segment length • Traffic volume (AADT) • Use Generalized Linear Modeling technique with Negative Binomial Distribution assumption for crashes • Estimate model parameters using maximum likelihood technique in ‘GENMOD’ procedure in SAS
Regression Models (Contd.) • Common model forms: • Crashes = a (Segment Length)b1 (AADT)b2 for non-interchange segments • Crashes = a (AADT)b for interchange segments • Number of models • 12 for NC • 12 for TN
Example: Models for Non-Interchange Segments of NC Note: R2 is special type (Rk2)
Example: Models for Interchange Segments of NC Note: R2 is special type (Rk2)
Findings of Graphical Analysis • For NC, ‘interchange crashes’ on 4-lane freeways are higher and also increased more rapidly at higher volumes than others • For TN, ‘interchange crashes’ on >4-lane freeways are higher at higher volumes than others • The pattern of increase of ‘fatal and injury’ crashes is similar to that of ‘PDO’ crashes in both NC and TN
Classification Tree Models • Predict: Crash Rate (by severity) • Predictors: • Traffic volume (AADT) • Number of Lanes • Develop in 2 steps: • Develop tree models using CART algorithm in SPSS AnswerTree • Manually calculate crash rate using VMT information and predicted crashes from tree models and develop crash rate tables
Classification Tree Models (Contd.) • Number of models • 2 for NC • 2 for TN
Findings for Classification Tree Models • Each tree has unique structure (split pattern) for each state and for each type of segments • Tree models classified segments into groups with different threshold values of AADT from those specified in ANOVA models
Assessment and Comparison of Models • Assess model performance using ‘relative measure’ in terms of ‘percent error’, which is calculated in 2 steps: • Calculate difference between predicted crashes and actual crashes in terms of Root Mean Squared Error (RMSE) for each model • Calculate Percent Error of each model
Conclusions • Crash rates for non-interchange segments and those for interchange segments are different • Developing separate models for non-interchange segments and interchange segments is practical • Crash prediction models developed based on different modeling approaches performed fairly similar except for • Non-interchange segments with >4 lanes for NC • Interchange segments with 4 lanes for TN
Future Directions • Develop models for urban areas in other states • Develop models for other types of roadway facilities such as expressways • Use classification tree technique to fine-tune the grouping of traffic volume in ANOVA models
THANKS • THANKS FOR YOUR HELP