Development of Crash Modification Factors for Rumble Strips Treatment for Freeway Applications: Phase I Development of Safety Performance Functions

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LATIN AMERICAN AND CARIBBEAN CONFERENCE FOR ENGINEERING AND TECHNOLOGY (LACCEI 2014) Development of Crash Modification Factors for Rumble Strips Treatment for Freeway Applications: Phase I Development of Safety Performance Functions Benjamín Colucci Ríos, PhD, PE, PTOE, FITE, PAE, JD benjamin.colucci1@upr.edu Dafne Valle Javier, ME dafne.valle@upr.edu July 22-24, 2014 Guayaquil, Ecuador 1

GOOD DAY! 2

LIST OF ACRONYMS AADT Annual Average Daily Traffic AASHTO American Association of State Highway and Transportation Officials CMF Crash Modification Factor CRF Crash Reduction Factor EB Empirical Bayes FHWA Federal Highway Administration HSM Highway Safety Manual NBD Negative Binomial Distribution NCHRP National Cooperative Highway Research Program NHS National Highway System NHTSA National Highway Traffic Safety Administration PRHTA Puerto Rico Highway and Transportation Authority PRTSC Puerto Rico Traffic Safety Commission ROR Run off- the Road SPF Safety Performance Function TA Technical Advisory WHO World Health Organization 3

AGENDA Introduction Objectives Literature Review Methodology Study Location and Characteristics of the Region Data Analysis Conclusions and Recommendations References 4

INTRODUCTION: Crash Trends WORLDWIDE TRENDS (WHO, 2013) LOCAL TRENDS (PRTSC, 2014) WHO estimates that 1.24 million persons were killed on traffic crashes during the year 2010. Crashes are the 8th leading cause of death. In the future, road traffic injuries will become the 5th leading cause of death. 200,000 crashes occur yearly With approximately 35,000 injured and 366 fatalities. PR trends suggest that traffic fatalities had been decreasing over the years. Average of the last 5 years is 355 traffic fatalities. 5

INTRODUCTION (cont.) In the Commonwealth of Puerto Rico, the Road Safety Projects Division of the PRHTA is in charge of implementing safety countermeasures to existing roads on the island road network. Examples of such are: Shoulder rumble strips Centerline rumble strips Crash attenuators Pavement marking Installation of safety barriers Installation of signs Pavement rehabilitation and safety improvements Pavement Rehabilitation and Safety Improvements (AC-200247, Sabana Grande) 6

INTRODUCTION (cont.) Rumble Strips: Road safety treatment that produce a vibration or sound that alert drivers if they are leaving the travel way. 250 kilometers of longitudinal rumble strips have been implemented with an estimate investment of 1.8 million dollars in the island road network. (Rivera, 2014) PRHTA finished the first pilot project regarding longitudinal intermittent rumble strips along the NHS PR-52 on 2009. 7

INTRODUCTION (cont.) Crash Modification Factors (CMF): Index that quantifies the expected change in crash frequency if a specific treatment is implemented. CMF<1; Expected Reduction in Crashes CMF>1; Expected Increase in Crashes CMF Applications (FHWA, 2010): Estimate the safety effects of various countermeasures Compare safety benefits among various alternatives and locations Test alternative design options Source: http://www.highwaysafetymanual.org/ http://www.cmfclearinghouse.org/ 8

OBJECTIVES Evaluate the pilot project associated with the installation of intermittent longitudinal shoulder rumble strips in the NHS PR-52 toll freeway. Perform the Empirical Bayes Method to evaluate the effectiveness of the intermittent longitudinal shoulder rumble strips along the NHS PR-52. Development of SPF s associated to freeway segments for total crashes and ROR crashes. Generate CMF s and CRF s for intermittent longitudinal shoulder rumble strips. Note: This paper is associated with the development of simple preliminary Safety Performance Functions associated to freeway segments. 9

Literature Review 10

LITERATURE REVIEW Types of Rumble Strips 11

LITERATURE REVIEW (cont.) Types of Designs of Rumble Strips 12

LITERATURE REVIEW (cont.) Local and National Design Guidelines for Rumble Strips FHWA Technical Advisory for Shoulder and Edge Line Rumble Strips (TA 5040.39) PRHTA Design Directive for Rumble Strips (DD #409) 13

MILLED-IN SHOULDER RUMBLE STRIPS: INSTALLATION PLAN FOR PUERTO RICO Source: PRHTA Rumble Strip Installation/ Milled Shoulder Rumble Strips, GR/1, 2013 14

LITERATURE REVIEW (cont.) RECENT RESEARCH STUDIES OF THE EFFECTIVENESS OF RUMBLE STRIPS TREATMENT AUTHOR YEAR LOCATION Install of shoulder and centerline rumble strips Install shoulder rumble strips Install shoulder rumble strips Torbic et al. Sayed, de Leur and Pump Olson, Sujka and Manchas 2009 Minnesota, Missouri and Pennsylvania 2010 British Columbia, Canada 2013 Washington State TITLE OF INVESTIGATION NCHRP Report 641: Guidance for the Design and Application of Shoulder and Centerline Rumble Strips Impact of Rumble Strips on Collision Reduction on BC Highways Performance Analysis of Centerline and Shoulder Rumble Strips Installed in Combination in Washington State METHOD FOR EVALUATION Before and After Study Empirical Bayes Method and Cross- Sectional Generalized Linear Model Analysis Before and After Study - Empirical Bayes Method - % of Change in Crash Rates GENERAL FINDINGS -Reduction of 18% of ROR crashes on Urban/Rural freeways -Reduction of 11% of ROR crashes on rural freeways -Reduction of 15% of ROR crashes on rural two lane roads -Reduction of 22% of ROR crashes on rural multilane divided highways -Reduction of 18% of severe collisions -Reduction of 22.5% of ROR collisions - Reduction of 61.6% of all run off the road collisions - Reduction of 53.7% ROR collision involving fatal-serious injuries 15

Methodology 16

METHODOLOGY This paper focus on Simple SPF 17

METHODOLOGY: PHASE I Simple SPF A. Identify Reference Group B. Collect Data (Crashes + Independent Variables) C. Select Homogeneous Segment based upon the Independent Variables to be Evaluated D. Prepare and Cleanup Database E. Identify the Type of Model F. Select the Modelling Tool Selected Method for Simple SPF Statistical Software Tool Microsoft Excel Solver Tool 18

Analysis 19

STUDY LOCATION TREATMENT NAME: Milled-in Intermittent Longitudinal Shoulder Rumble Strip PROJECT LOCATION: PR-52 Freeway Begins: South Caguas Toll Plaza Ends: Exit to the town of Salinas Project Length: 43.2 kilometers 20

A. IDENTIFICATION OF REFERENCE GROUP Segment selection for the reference group were a combination of untreated segments in the NHS PR-52 and untreated segments of the NHS PR-22 with similar characteristics. Characteristics of the Segments of the Reference NHS PR-52 NHS PR-22 Group Functional Classification Toll Freeway Toll Freeway Number of Lanes 4 to 6 lanes 4 to 6 lanes Lane Width 12 feet 12 feet Posted Speed Limit 55 to 65 mph 55 to 65 mph Average Segments AADT s (vehicles/day) Average Crashes for Segments (per year) 70,677 77,438 30 23 21

B. DATA COLLECTION CRASH DATA The Crash Analysis Office of the PR Transportation and Highway Authority: Digitalize and create a database of all the crashes (including fatal, injuries and property damage). This database provides information of: Case ID Municipality Road number kilometer type of severity TRAFFIC VOLUME DATA The Office of Highway System of the PR Transportation and Highway Authority: Creates and maintains the Highway Performance Monitoring System Database. This database provides information of: Route Number Municipality Segment length AADT Functional classification 22

C. SELECT HOMOGENEOUS SEGMENTS The segmentation is based upon the Highway Performance Monitoring System Database: Defines segment based upon the change of the Annual Average Daily Traffic. Assuming a Reference Group with segments up to 6 lanes, segments starts in the intersection with PR-177. 23

D. PREPARE AND CLEANUP DATABASE Inaccurate or incomplete records were eliminated from the database. The data cleaning process was performed for the total segments for both freeways, including the reference group. A total of 491 crash records were eliminated because they lack the exact location of the crash or had errors related to the exact kilometer location. 24

E. IDENTIFY THE TYPE OF MODEL SPF s were developed assuming a Negative Binomial Distribution. An important parameter for the development of the Empirical Bayes method is the negative binomial dispersion parameter (Ф) obtained from this regression. The first preliminary models were performed by fitting a power function. SPF #1: Segment Length Where, E (μ) = β 0 * X 1 β1 X1 is the Segment Length (kms) and β s are the parameters SPF #2: Segment Length + AADT E (μ) = β 0 * X β1 1 * X β2 2 Where, X1 is the Segment Length (kms), X2 is the Average AADT s (veh/day) and β s are the parameters 25

F. SELECT MODELLING TOOL The development of the preliminary SPF s for this investigation were obtained by using a curve fitting spreadsheet using Microsoft Excel. On a publication from a seminar called The Art of Regression Modeling in Road Safety Ezra Hauer suggest this modelling tool for simple SPF. The curve fitting spreadsheet was used in combination of a function called the Solver Parameter which can solve the parameters of practically any function that better fit the model. 26

Analysis: Step by Step Modelling Process Hauer suggest that SPF can be built by adding the variables on the model equation one at a time. If the modeler reports every SPF gradually obtained, practitioners than can use the model for which they have data available (Hauer, 2014). He suggest to start the modeling process with segment length as a simple model equation and then add the rest of the variables. Step #1: Variable Segment Length Step #2: Variable Segment Length + Average AADT s 27

SPF #1: Segment Length Model for Each Severity Type Model for a 2 Year Period β 0 β 1 Ф Pearson Function Index Model for a 3 Year Period β 0 β 1 Ф Pearson Function Index Total Crashes 22.245 0.737 1.155 0.57 34.279 0.719 1.129 0.56 Crashes with Injuries 21.899 0.737 1.144 0.57 21.899 0.737 1.144 0.57 Fatal Crashes 0.338 0.744 5.95 0.36 0.483 0.760 1.813 0.39 The model based upon segment length have a low Pearson Function Index and high overdispersion parameters. To better improve the model an additional variable will be add. Model Form: E (μ) = β0 * X1 β1, where X1 is segment length (kms) 28

SPF #2: Segment Length + AADT Models Model for Each Severity Type Total Crashes Crashes with Injuries Fatal Crashes Model for a 2 Year Period β 0 β 1 β 2 Ф Pearson Function Index Model for a 3 Year Period β 0 β 1 β 2 Ф Pearson Function Index 0.00042 0.847 0.963 2.576 0.85 0.00160 0.781 0.889 2.254 0.85 0.00037 0.855 0.974 2.554 0.85 0.00169 0.780 0.883 2.185 0.85 0.0000034 0.928 1.012 2.666 0.61 0.000005 0.928 1.012 2.666 0.66 The Pearson Function Index gets closer to 1 and reflects that there is a better relationship between two data sets (observed vs. fitted values). The overdispersion parameter is high which reflects there is greater variability between the two data sets. Model Form: E(μ) = β0 * X1 β1 * X2 β2, where X1 is segment length (kms) and X2 is Average AADT s (veh/day). 29

CONCLUSIONS AND RECOMMENDATIONS This is the first attempts to develop simple SPF for the reference group of freeway segments using Microsoft Excel in order to achieve the objective of creating CMF s for intermittent shoulder rumble strips on freeways. The model that included the variables segment length and AADT s showed a better relationship between the data sets than the model that only included the variable segment length. Due to the lack of fatal crashes per segment, the SPF s regarding fatal crashes are not well adjusted. This is an ongoing investigation and further models will be develop by using a statistical software package. Future work will include the inclusion of a model to predict run-off the road crashes for a 2 and a 3 year period. Other variables such as speed limit, terrain and other geometrical characteristics of the reference group will be added to the models. 30

References American Association of State Highway and Transportation Officials (2010). Highway Safety Manual. Volume 1, pp. 4-84 Federal Highway Administration (FHWA). (2010). A Guide to Developing Quality Crash Modification Factors. US Department of Transportation (USDOT). Washington, DC. pp. 1-62 Federal Highway Administration (FHWA). (2013). Rumble Strips info. Retrieved from: http://safety.fhwa.dot.gov/provencountermeasures/ - Accessed 25/Nov/2013 http://safety.fhwa.dot.gov/roadway_dept/pavement/rumble_strips/-accessed 25/Nov/2013 Hauer, E. (2014). The Art of Regression Modeling in Road Safety. University of Toronto. Canada. pp. 1-199 National Cooperative Highway Research Program (NCHRP). (2009). Guidance for the Design and Application of Shoulder and Centerline Rumble Strips. Washington, DC, pp. 1-135 31

References National Highway Traffic Safety Administration (NHTSA). (2013). Traffic Safety Facts 2011. United States, pp. 1-12 Olson, D., Sujka, M. and Manchas, B. (2013). Performance Analysis of Centerline and Shoulder Rumble Strips Installed in Combination in Washington State. Washington State Department of Transportation, Washington Puerto Rico Highway and Transportation Authority (PRHTA). (2012). Design Directive for Shoulder Rumble Strips #409. San Juan, pp.1-2 Sayed, T., deleur, P. and Pump, J. (2010). Impact of Rumble Strips on Collision Reduction on Highways in British Columbia, Canada. Transportation Research Record: Journal of the Transportation Research Board. Washington, DC. Volume 2148. pp. 9-15 Traffic Safety Commission of PR. (2013). Retrieved from: http://www.comisionparalaseguridadeneltransito.com/ - Accessed 18/Nov/2013 World Health Organization. (2013). Global Status Report on Road Safety. Switzerland, pp.1-5 32