Network Screening & Diagnosis

Slides:



Advertisements
Similar presentations
Autocorrelation Functions and ARIMA Modelling
Advertisements

Agency for Healthcare Research and Quality (AHRQ)
Design of Experiments Lecture I
HSM: Celebrating 5 Years Together Brian Ray, PE Casey Bergh, PE.
FTP Biostatistics II Model parameter estimations: Confronting models with measurements.
Lec 33, Ch.5, pp : Accident reduction capabilities and effectiveness of safety design features (Objectives) Learn what’s involved in safety engineering.
Spring Before-After Studies Recap: we need to define the notation that will be used for performing the two tasks at hand. Let: be the expected number.
Introduction to VISSIM
What is a sample? Epidemiology matters: a new introduction to methodological foundations Chapter 4.
Spring  Crash modification factors (CMFs) are becoming increasing popular: ◦ Simple multiplication factor ◦ Used for estimating safety improvement.
Brief Overview of New ALCAM
Investigation of Varied Time Intervals in Crash Hotspot Identification Authors: Wen Cheng, Ph.D., P.E., Fernando Gonzalez, EIT, & Xudong Jia; California.
Spring  Types of studies ◦ Naïve before-after studies ◦ Before-after studies with control group ◦ Empirical Bayes approach (control group) ◦ Full.
Spring Sampling Frame Sampling frame: the sampling frame is the list of the population (this is a general term) from which the sample is drawn.
Spring INTRODUCTION There exists a lot of methods used for identifying high risk locations or sites that experience more crashes than one would.
Lec 32, Ch5, pp : Highway Safety Improvement Program (objectives) Learn the components of FHWA’s Highway Safety Improvement Program Know typical.
Lec 14, Ch.8, pp : Intersection control and warrants (objectives) Know the purpose of traffic control Know what MUTCD is and what’s in it Know what.
Lec 11, Ch.8: Accident Studies (objectives) Be able to explain different approaches to traffic safety Be familiar with typical data items that are collected.
Lecture 10 Comparison and Evaluation of Alternative System Designs.
1 BA 555 Practical Business Analysis Review of Statistics Confidence Interval Estimation Hypothesis Testing Linear Regression Analysis Introduction Case.
Specialized Investigations Traffic Accident Reconstruction What are some of the goals of traffic accident reconstructions? ◦ Speed of vehicle ◦ Direction.
Navigating SB 375: CEQA Streamlining and SB 743 Transportation Analysis 2014 San Joaquin Valley Fall Policy Conference.
Center for Risk Management of Engineering Systems University of Virginia, Charlottesville 26 Schedule.
The Empirical Bayes Method for Safety Estimation Doug Harwood MRIGlobal Kansas City, MO.
Network Screening 1 Module 3 Safety Analysis in a Data-limited, Local Agency Environment: July 22, Boise, Idaho.
1 Validation and Implication of Segmentation on Empirical Bayes for Highway Safety Studies Reginald R. Souleyrette, Robert P. Haas and T. H. Maze Iowa.
2-1 LOW COST SAFETY IMPROVEMENTS The Tools – Identification of High Crash Locations – Session #2.
University of Ottawa - Bio 4118 – Applied Biostatistics © Antoine Morin and Scott Findlay 08/10/ :23 PM 1 Some basic statistical concepts, statistics.
Evaluation of Alternative Methods for Identifying High Collision Concentration Locations Raghavan Srinivasan 1 Craig Lyon 2 Bhagwant Persaud 2 Carol Martell.
1 CEE 763 Fall 2011 Topic 1 – Fundamentals CEE 763.
The Examination of Residuals. Examination of Residuals The fitting of models to data is done using an iterative approach. The first step is to fit a simple.
Safety management software for state and local highway agencies: –Improves identification and programming of site- specific highway safety improvements.
Role of SPFs in SafetyAnalyst Ray Krammes Federal Highway Administration.
Highway accident severities and the mixed logit model: An exploratory analysis John Milton, Venky Shankar, Fred Mannering.
Estimating the Predictive Distribution for Loss Reserve Models Glenn Meyers Casualty Loss Reserve Seminar September 12, 2006.
Problem 1: Determination of Facility Types for Analysis.
KNR 445 Statistics t-tests Slide 1 Introduction to Hypothesis Testing The z-test.
CE 552 Week 9 Crash statistical approaches Identification of problem areas - High crash locations.
July 29 and 30, 2009 SPF Development in Illinois Yanfeng Ouyang Department of Civil & Environmental Engineering University of Illinois at Urbana-Champaign.
Chapter 20 Classification and Estimation Classification – Feature selection Good feature have four characteristics: –Discrimination. Features.
1 Module One: Measurements and Uncertainties No measurement can perfectly determine the value of the quantity being measured. The uncertainty of a measurement.
Session 2 History How did SPF come into being and why is it here to stay? Geni Bahar, P.E. NAVIGATS Inc.
Educational Research Inferential Statistics Chapter th Chapter 12- 8th Gay and Airasian.
Evaluating the performance of three different network screening methods for detecting high collision concentration locations using empirical data Prepared.
IMPACT EVALUATION PBAF 526 Class 5, October 31, 2011.
LOW COST SAFETY IMPROVEMENTS Practitioner Workshop The Tools – Identification of High Crash Locations – Session #2.
Collisions on our Road Network NRA HD 15 Network Safety Ranking Forbes Vigors Project Manager Road Safety National Roads Authority
District VI, Florida Department of Transportation BARRIER DESIGN ALTERNATIVES FOR CRASH MITIGATION SE 2 nd Avenue and Biscayne Blvd Way (SE 4 th Street)
Table 3 – Value of Dimension D
Highway Safety Manual (HSM) into Safety Processing
Caldwell and Wilson (1999) 1. Determine primary rating factor for a road section based on traffic volume and user types 2. Primary rating factor is then.
Is High Placebo Response Really a Problem in Clinical Trials?
Sampling Procedures Cs 12
Interdisciplinary teams Existing or new roadway
Neighborhood Pedestrian Fatality Risk
Chapter 3: risk measurement
H676 Meta-Analysis Brian Flay WEEK 1 Fall 2016 Thursdays 4-6:50
Design Consistency and Positive Guidance
Exploratory Analysis of Crash Data
Before-After Studies Part I
26th CARSP Conference, Halifax, June 5-8, 2016
Establishing Safe and Realistic Speed Limits
Transportation Engineering Basic safety methods April 8, 2011
Safety Audit Components
Risk informed separation distances for hydrogen refuelling stations
Risk informed separation distances for hydrogen refuelling stations
Evaluating the Long Term Effects of Saskatchewan’s Legislation Banning the Use of Hand-held Cell Phones while Driving in Reducing Distracted-Driving Related.
Systematic Identification of High Crash Locations
Worked Example: Highway Safety Modeling
Clark County, WA Safety Management Program
Presentation transcript:

Network Screening & Diagnosis Fall 2017

INTRODUCTION There exists a lot of methods used for identifying high risk locations or sites that experience more crashes than one would expect. Although a lot of methods exist, there is still a significant amount of research currently done on this topic. The goal of the proposed methods consists of identifying sites that have abnormal number of crashes. In other words, given the characteristics of the site, it experiences more crashes than sites having the same characteristics. This assumption is a little tricky, because sites that experience abnormal safety records often have unusual characteristics.

Network Screening Process

Network Screening Process Identify purpose and target specific crashes

Network Screening Process Types of sites or facilities (i.e., segments, intersections, etc.) Identify control group with sites that have similar characteristics

Network Screening Process Use one of multiple methods (discussed later)

Network Screening Process Three methods: ranking, sliding window and peak searching

Network Screening Process Conduct screen analysis and evaluate results

MOE: CRASH FREQUENCY Characteristics: Simplest method of identification Sites ranked by crash frequency Advantages: Very simple Sites with high frequency readily identified Disadvantages Bias towards high volume sites (site selection effects) Do no consider long-term mean

MOE: CRASH FREQUENCY

MOE: CRASH RATE Characteristics: Ratio between crashes and exposure Advantages: Common method used by DOTs Includes traffic exposure Disadvantages Traffic volume needs to be known for every site Does not include long-term mean Non-linear relationship between crashes and exposure

MOE: CRASH RATE

MOE: CRITICAL CRASH RATE Characteristics: Developed by industrial engineers for quality control purposes Sites higher than threshold identified as abnormal Advantages: Consider randomness of crashes Includes traffic exposure Disadvantages Complex methodology (for practicing engineers) Non-linear relationship between crashes and exposure

MOE: CRITICAL CRASH RATE

MOE: EQUIVALENT PROPERTY DAMAGE ONLY Characteristics: Assign weights to different crash severity PDO: 1, Minor Injury: 3.5, Serious Injury: 9.5 Advantages: Takes into consideration crash severity Disadvantages Does not include exposure Does not consider long-term mean Bias towards high-speed sites

MOE: EQUIVALENT PROPERTY DAMAGE ONLY

MOE: RELATIVE SEVERITY INDEX Characteristics: Consider severity of trauma sustained in any given crashes (to compute crash costs) Assign weights to the average crash severity of certain types Advantages: Takes into consideration crash severity Reduces outside influences on crash severity (e.g. age of driver) Disadvantages Does not include exposure Does not consider long-term mean Bias towards high-speed sites

MOE: RELATIVE SEVERITY INDEX

MOE: COMBINED CRITERIA Characteristics: Avoid using the pitfalls of one single method Combined Threshold: More than one method used at the same time (e.g., 5+ frequency and 3+ for crash rate) Individual Threshold and Minimum Criteria: Sites are ranked by one method and sites ranked high are investigated using another method

MOE: COMBINED CRITERIA

MOE: STATISTICAL MODELS Characteristics: Develop statistical model(s) using the reference population Compare observed value with predicted value Advantages: Account for non-linear relationship between exposure and crashes More accurate Disadvantages Relatively complex Do not account for long-term mean (for the comparison)

MOE: STATISTICAL MODELS

MOE: POTENTIAL FOR SAFETY IMPROVEMENT The potential for safety improvement method has also been defined as “identification of sites with promise.” This method consists of comparing the observed or predicted values at given site with predicted values estimated from the reference population. The difference between the two indicates that the site could potentially reduce its number of crashes to those of the reference population.

MOE: EMPIRICAL BAYES METHOD Characteristics: Use information from the reference population and the observed at the site Characteristics of the reference population can be estimated via the method of moments or statistical models Advantages: So far, most accurate method Take into consideration long-term mean Disadvantages: Relatively complex

MOE: EMPIRICAL BAYES METHOD

MOE: BINOMIAL PROPORTION

MOE: BINOMIAL PROPORTION

Includes all covariates of the model for the ranking process MOE: FULL BAYES METHOD Characteristics: Relatively new method that ranks sites using posterior probabilities that a site experience more crashes than expected Advantages: Includes all covariates of the model for the ranking process Provide probably best estimate for identification purposes Individual Threshold and Minimum Criteria: Highly complex See Miaou and Song (Vol. 37(4), 2005, pp. 699-720) and Miranda-Moreno et al. (TRR 2102, 2009, pp. 53-60) for additional information

Screening Methods Ranking Performance measures are applied to all the sites and ranked with each other. Sliding Window A window with a specified length (e.g., 0.3 mile) is conceptually moved along a road from beginning and end in increments of a specified size (e.g., 0.1 mile). Only valid for highway segments (unless intersections are included as part of the segment). Peak Searching Method Similar to the sliding window. In this case, you divide each segment into small windows of equal length (say 0.1 mile), use one of the measure, calculate the average and variance, and estimate the coefficient of variation (COV). If the COV is greater than a predetermine value (0.25), then sites are identified as hazardous.

Diagnosis Step 1: Safety Data Review Review crash types, severity and environmental conditions. Conduct exploratory analyses (discussed previously) Step 2: Assess Supporting Documentation Review past studies and plans covering the site vicinity for know issues, opportunities and constraints. Step 3: Asses Field Conditions Visit site and observe multimodal facilities and services in the area. (more below)

Diagnosis

Diagnosis

Diagnosis Step 3: Asses Field Conditions Roadway and roadside characteristics Signs, pavement conditions, sight distance, roadside features, etc. Traffic conditions Travel conditions, queue storage, excessive vehicular speeds, etc. Traveler behavior Drivers, pedestrians, cyclists Roadway consistency Land use Evidence of problems Skid marks, broken glass, damaged guardrail or landscape