Travel Time Estimation on Arterial Streets By Heng Wang, Transportation Analyst Houston-Galveston Area Council Dr. Antoine G Hobeika, Professor Virginia.

Slides:



Advertisements
Similar presentations
A PERSPECTIVE ON APPLICATION OF A PAIR OF PLANNING AND MICRO SIMULATION MODELS: EXPERIENCE FROM I-405 CORRIDOR STUDY PROGRAM Murli K. Adury Youssef Dehghani.
Advertisements

Tysons Corner Consolidated Transportation Impact Analyses (CTIAs)
Xin (Alyx) Yu, E.I.T. University of Hawaii at Manoa
Case Study 2 New York State Route 146 Corridor. This case study is about a Traffic Impact Assessment for a proposed site development in Clifton Park,
Byron Becnel LA DOTD June 16, Microscopic simulation models simulate the movement of individual vehicles on roads It is used to assess the traffic.
ACS-Lite Offset Tuning Algorithm. Collect data from advance detectors on coordinated approaches Develop a Statistical Flow Profile correlated to the phase.
An Optimal Control Model for Traffic Corridor Management Ta-Yin Hu Tung-Yu Wu Department of Transportation and Communication Management Science, National.
Miroslav Vujic University of Zagreb Faculty of Transport and Traffic Sciences Zagreb, 10 October 2013 CIVITAS-ELAN 8.2. Public Transport Priority and Traveler.
11October 19, 2011 Comparison of Queue Estimation Models at Traffic Signals Jingcheng Wu October 19, 2011 Presented at the 18th World Congress on ITS.
Estimating Link Travel Time with Explicitly Considering Vehicle Delay at Intersections Aichong Sun Tel: (520)
Transportation Engineering
INTRODUCTION TO TRANSPORT Lecture 3 Introduction to Transport Lecture 4: Traffic Signal.
Geometry information from Liufang Ave. North in Beijing Green phase (s): 99,77,66,75,60 Dwell time distribution: N (30,9), N (27,7), N (24,6) Maximal bandwidth:
1Chapter 9-4e Chapter 9. Volume Studies & Characteristics Understand that measured volumes may not be true demands if not careful in data collection and.
CTC-340 Signals - Basics. Terms & Definitions (review) Cycle - Cycle Length - Interval -. change interval - clearance interval- change + clearance = Yi.
The 4th IEEE International Conference on Broadband Communications, Networks and Systems (BROADNETS) Raleigh, NC, USA September 10-13, 2007 Measuring Queue.
Lec 24, Ch.19: Actuated signals and detectors (Objectives) Learn terminology related to actuated signals Understand why and where actuated signals are.
1 Adaptive Kalman Filter Based Freeway Travel time Estimation Lianyu Chu CCIT, University of California Berkeley Jun-Seok Oh Western Michigan University.
Highway Capacity Software Based on the Highway Capacity Manual (HCM) Special Report 209 Transportation Research Board (TRB), National Research Council.
Lec 20, Ch.18, pp : Analysis of signalized intersections, HCM (Objectives) Understand the conceptual framework for the HCM 2000 method Understand.
System Management Network Environment Vehicle Characteristics Traveler Characteristics System Traveler Influencing Factors Traveler: traveler characteristics,
Lecture #11 Signal Coordination: Chapter 22. Objectives Factors affecting coordination Basic theory of signal coordination Application to arterial progression.
Optimal Adaptive Signal Control for Diamond Interchanges Using Dynamic Programming Optimal Adaptive Signal Control for Diamond Interchanges Using Dynamic.
CE 578 Highway Traffic Operations Introduction to Freeway Facilities Analysis.
Adaptive Traffic Light Control For Traffic Network.
Signalized Intersection Delay Monitoring for Signal Retiming SafeTrip-21 Safe and Efficient Travel through Innovation and Partnership in the 21 st Century.
RT-TRACS A daptive Control Algorithms VFC-OPAC Farhad Pooran PB Farradyne Inc. TRB A3A18 Mid-Year Meeting and Adaptive Control Workshop July 12-14, 1998.
Applied Transportation Analysis ITS Application SCATS.
Investigation of Speed-Flow Relations and Estimation of Volume Delay Functions for Travel Demand Models in Virginia TRB Planning Applications Conference.
Assessment of Urban Transportation Networks by integrating Transportation Planning and Operational Methods /Tools Presentation by: Sabbir Saiyed, P.Eng.
Center for Advanced Transportation Education and Research University of Nevada, Reno Presenter: Cui Zhou University of Nevada, Reno Center for Advanced.
1 Modeling Active Traffic Management for the I-80 Integrated Corridor Mobility (ICM) Project Terry Klim, P.E. Kevin Fehon, P.E. DKS Associates D.
Asst. Prof. Dr. Mongkut Piantanakulchai
Estimating Traffic Flow Rate on Freeways from Probe Vehicle Data and Fundamental Diagram Khairul Anuar (PhD Candidate) Dr. Filmon Habtemichael Dr. Mecit.
Integration of Transportation System Analyses in Cube Wade L. White, AICP Citilabs Inc.
Detailed Intersection Modelling Based on Analysis of the Interaction of Conflicting Traffic Movements Edwin Hull, Billy Kwok September 2011.
NATMEC June 5, 2006 Comparative Analysis Of Various Travel Time Estimation Algorithms To Ground Truth Data Using Archived Data Christopher M. Monsere Research.
THE ISSUE Workshop on Air Quality in Cities M. Petrelli - Roma Tre University February 2014 The evaluation of road traffic emissions.
Dr Hamid AL-Jameel 1 Developing a Simulation Model to Evaluate the Capacity of Weaving Sections.
Incorporating Traffic Operations into Demand Forecasting Model Daniel Ghile, Stephen Gardner 22 nd international EMME Users’ Conference, Portland September.
Introduction to Transport
Robert L. Bertini Sirisha M. Kothuri Kristin A. Tufte Portland State University Soyoung Ahn Arizona State University 9th International IEEE Conference.
CEE 764 – Fall 2010 Topic 5 Platoon and Dispersion.
Chapter 13: Weaving, Merging, and Diverging Movements on Freeways and Multilane Highways Chapter objectives: By the end of these chapters the student will.
A Dynamic Traffic Simulation Model on Planning Networks Qi Yang Caliper Corporation TRB Planning Application Conference Houston, May 20, 2009.
Integrated System of Traffic Software. TEAPAC Complete All applications built into one program Graphical network creation/editing Enhanced graphical output.
Effect of short left-turn bay on intersection capacity Yukai Huang.
Use of HITL in Bus Priority Design Kevin Balke, Ph.D., P.E. TransLink ® Research Center Director Texas Transportation Institute Hardware-in-the-Loop Symposium.
1 RANKING OF FUNCTIONAL REQUIREMENTS/ TOPIC AREAS FOR NEEDED RESEARCH BY THE TRB TRAFFIC SIGNAL SYSTEMS COMMITTEE JULY 21, 2002 MID-YEAR MEETING IN SALT.
CEE 764 – Fall 2010 Topic 6 Delay and Offset Delay and Offset.
Hcm 2010: BASIC CONCEPTS praveen edara, ph.d., p.e., PTOE
Case Study 1 Problem 3 Styner/Lauder Intersection Moscow, Idaho.
Short term forecast of travel times on the Danish highway network based on TRIM data Klaus Kaae Andersen Thomas Kaare Christensen Bo Friis Nielsen Informatics.
Transportation Research Board Planning Applications Conference, May 2007 Given by: Ronald T. Milam, AICP Contributing Analysts: David Stanek, PE Chris.
Transpo 2012 Mohammed Hadi, Yan Xiao, Ali Daroodi Lehman Center for Transportation Research Department of Civil and Environmental Engineering Florida International.
Use of the Probability of Breakdown Concept in Ramp Metering Clark Letter Dr. Lily Elefteriadou October 30, 2012 University of Florida Transportation Research.
Performance Evaluation of Adaptive Ramp Metering Algorithms in PARAMICS Simulation Lianyu Chu, Henry X. Liu, Will Recker California PATH, UC Irvine H.
HCM 2010: FREEWAY FACILITIES PRAVEEN EDARA, PH.D., P.E., PTOE UNIVERSITY OF MISSOURI - COLUMBIA
INTERSECTION MODEL COMPONENTS TTE 6815 K. Courage.
Problem 6: Route 146 Arterial Study We’re going to look at 7 intersections simultaneously: the Shenendehowa Campus entrance, Moe Road, Maxwell Drive, Clifton.
24, March 2014 Queue Length Estimation Based on Point Traffic Detector Data and Automatic Vehicle Identification Data.
September 2008What’s coming in Aimsun: New features and model developments 1 Hybrid Mesoscopic-Microscopic Traffic Simulation Framework Alex Torday, Jordi.
Estimating the Traffic Flow Impact of Pedestrians With Limited Data
Problem 5: Network Simulation
Calibration and Validation
Dilemma Zone Protection at An Isolated Signalized Intersection Using Dynamic Speed Guidance Wenqing Chen.
Transportation Engineering Calculating Signal Delay February 23, 2011
FREEWAY MANAGEMENT SYSTEMS:
Real-time Microscopic Estimation of Freeway Vehicle Positions from the Behaviors of Probe Vehicles Noah J. Goodall, P.E. Research Scientist, Virginia Center.
Presentation transcript:

Travel Time Estimation on Arterial Streets By Heng Wang, Transportation Analyst Houston-Galveston Area Council Dr. Antoine G Hobeika, Professor Virginia Tech

Outline Objective and background Focusing methodology development Methodology validation Conclusion and future study Q & A

Objective Methodologies were prepared for the proposal for real-time travel time estimation on major arterial streets. Requirements: 1) Short time interval update for real-time estimation 2) Simple-computation time 3) Make good use of real time detected traffic information 4) Well behaved

About the Methodology The developed methodology is presented into two sections: 1. Travel time estimation on an isolated arterial link; 2. Travel time estimation on a signalized arterial link that also considers the traffic situation on the upstream and downstream links(Network Algorithms).

Section 1- Travel time estimation on an isolated arterial link --Travel Time Components Travel time(HCM)=link travel time + intersection control delay Components of intersection control delay: 1) Uniform delay 2) Incremental delay (over-saturation delay) 3) Initial delay

Intersection Control Delay (HCM2000) and its weakness in short time period update situation Uniform Delay: Incremental Delay: Initial Delay:

Developed Algorithms--Intersection Control Delay -Observed Vehicle Group Identification

Developed Intersection Control Delay Algorithms Case 1-where there is no initial queue for the observed vehicle group; Case 2-there is an initial queue for the observed vehicle group and its clearance time is less than a cycle length; Case 3- where initial queue clearance time (d3) is greater than a cycle length.

Intersection Control Delay - Case 1 no initial queue

Intersection Control Delay -Case 2 an initial queue exists and it is smaller than one cycle length( 0<d3<CL) g1=d3-r situation

Intersection Control Delay -Case 3 -Initial Queue clearance time d3 is greater than one cycle length (d3>CL)

Validation of Intersection Control Delay Algorithms An intersection at N Franklin St/Peppers Ferry RD in Christiansburg, Virginia was selected to initially conduct control delay analyses based on traffic volume and the arrival of vehicles in the observed group.

Validation of Intersection Control Delay Algorithms MAE for developed algorithm result with real control delay: 10.85sec MAE for HCM2000 algorithm result with real control delay:14.28sec

Validation of Intersection Control Delay Algorithms SourceDFSSMSFP Regression Residual Error Total SourceDFSSMSFP Regression Residual Error Total ANOVA Table for Actual Delay vs HCM2000 results ANOVA Table for Actual Delay vs Developed Algorithm results

Total Travel Time Computation Travel Time Without initial Queue: Travel time with an initial queue but without blackout: Travel time with blackout (i.e. QL> LTD) :

Section 2- Network Algorithms Network conditions that influence input parameters: Bottleneck on the downstream link: Change intersection capacity; Blackout Situation: Change the identification of the observed vehicle group.

Algorithm 1(No blackout) Is departing rate from link i smaller than downstream link’s capacity? Use downstream lane capacity as the intersection capacity of link i Use intersection capacity of link i YesNo

Algorithm 2(Determining the intersection capacity of link i when blackout is on the downstream link i+1) Is Li+1 -QLi+1<100ft? (High congestion downstream?) Use the detected flow rate from downstream detector as the intersection capacity of link i Algorithm 1 YesNo

Algorithm 3(Determining incoming volume when blackout is on link i) Is Li –Qli>100ft High congestion on link i?) Use the dissipated volume from link i-1 as the incoming volume to link i Use the smaller of the following two values: a) the dissipating rate from link i-1 b) the intersection capacity of link i which is the maximum dissipating rate of link i YesNo

Algorithm 4 (Where no detectors are available beyond this link)

A Simulation from CORSIM

Results

Conclusion and future study Algorithms in section 1 provide accurate results when compared with HCM2000 by using real world data; Algorithms in section 2 are robust when compared with CORSIM simulation results; Real world data would be collected to validate the section 2 of the developed methodology.

Questions?