Abstract Loop detector data for northbound Autobahn 9 (A9) from Munich to Nurnberg, Germany is analyzed using the cumulative curves methodology. The analysis.

Slides:



Advertisements
Similar presentations
Data Collection Methods BluFax: vehicle identification using bluetooth MAC addresses – provides corridor traffic patterns (origin-destination data) and.
Advertisements

Travel Time Estimation on Arterial Streets By Heng Wang, Transportation Analyst Houston-Galveston Area Council Dr. Antoine G Hobeika, Professor Virginia.
Abstract Travel time based performance measures are widely used for transportation systems and particularly freeways. However, it has become evident that.
Beyond Peak Hour Volume-to-Capacity: Developing Hours of Congestion Mike Mauch DKS Associates.
1 Diagnosis of road accident problems Hossein Naraghi CE 590 Special Topics Safety March 2003 Time Spent: 6 hrs.
Real-time Estimation of Accident Likelihood for Safety Enhancement Jun Oh, Ph.D., PE, PTOE Western Michigan University March 14, 2007.
DC Motors KL3073.
Final Exam Tuesday, December 9 2:30 – 4:20 pm 121 Raitt Hall Open book
Congestion Mitigation Michael Cassidy Anthony D. Patire.
2015/6/161 Traffic Flow Theory 2. Traffic Stream Characteristics.
Copyright © 2009 Pearson Education, Inc. PHY093 – Lecture 2a Motion with Constant Acceleration 1 Dimension 1.
MEASURING FIRST-IN-FIRST-OUT VIOLATION AMONG VEHICLES Wen-Long Jin, Yu Zhang Institute of Transportation Studies and Civil & Environmental Engineering.
1 Statistics of Freeway Traffic. 2 Overview The Freeway Performance Measurement System (PeMS) Computer Lab Visualization of Traffic Dynamics Visualization.
1 Adaptive Kalman Filter Based Freeway Travel time Estimation Lianyu Chu CCIT, University of California Berkeley Jun-Seok Oh Western Michigan University.
Freeway Segment Traffic State Estimation
Evaluation of the Effectiveness of Potential ATMIS Strategies Using Microscopic Simulation Lianyu Chu, Henry X. Liu, Will Recker PATH ATMS UC.
Month XX, 2004 Dr. Robert Bertini Using Archived Data to Measure Operational Benefits of ITS Investments: Ramp Meters Oregon Department of Transportation.
CE 578 Highway Traffic Operations Introduction to Freeway Facilities Analysis.
Queue evolutions Queue evolution is one of the most important factors in design of intersection signals. The evaluation compares the model-estimated and.
2015 Traffic Signals 101 Topic 11 Emergency Vehicle Preemption (EVP) and Railroad (RR) Preemption.
Unlocking Some Mysteries of Traffic Flow Theory Robert L. Bertini Portland State University University of Idaho, February 22, 2005.
USING PeMS DATA TO EMPIRICALLY DIAGNOSE FREEWAY BOTTLENECK LOCATIONS IN ORANGE COUNTY, CALIFORNIA Robert L. Bertini Portland State University Aaron M.
Characteristics of Transitions in Freeway Traffic By Manasa Rayabhari Soyoung Ahn.
Technology and Society The DynamIT project Dynamic information services and anonymous travel time registration VIKING Workshop København Per J.
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
Abstract Travel time estimation is a critical ingredient for transportation management and traveler information- both infrastructure-based and in-vehicle.
Estimating Traffic Flow Rate on Freeways from Probe Vehicle Data and Fundamental Diagram Khairul Anuar (PhD Candidate) Dr. Filmon Habtemichael Dr. Mecit.
Abstract Raw ITS data is commonly aggregated to 20-30sec intervals for collection and communication, and further aggregated to 1-60min intervals for archiving.
June 2006 ITE District 6 Annual Meeting June Evaluation of Single-Loop Detector Vehicle-Classification Algorithms using an Archived Data User.
Integration of Transportation System Analyses in Cube Wade L. White, AICP Citilabs Inc.
The Science of Prediction Location Intelligence Conference April 4, 2006 How Next Generation Traffic Services Will Impact Business Dr. Oliver Downs, Chief.
Accuracy in Real-Time Estimation of Travel Times Galen McGill, Kristin Tufte, Josh Crain, Priya Chavan, Enas Fayed 15 th World Congress on Intelligent.
NATMEC June 5, 2006 Comparative Analysis Of Various Travel Time Estimation Algorithms To Ground Truth Data Using Archived Data Christopher M. Monsere Research.
Abstract Transportation sustainability is of increasing concern to professionals and the public. This project describes the modeling and calculation of.
Abstract The Portland Oregon Regional Transportation Archive Listing (PORTAL) is the official intelligent transportation systems data archive for the Portland.
© Copyright 2011 Hewlett-Packard Development Company, L.P. The information contained herein is subject to change without notice. HP Confidential. Mahalia.
Assessment and Refinement of Real-Time Travel Time Algorithms for Use in Practice November 8 th, 2007.
Robert L. Bertini Sirisha M. Kothuri Kristin A. Tufte Portland State University Soyoung Ahn Arizona State University 9th International IEEE Conference.
Abstract This project is to evaluate the benefits of the System-Wide Adaptive Ramp Metering (SWARM) system implemented in the Portland Metropolitan area.
Abstract Loop detector data for northbound Autobahn 9 (A9) from Munich to Nurnberg, Germany is analyzed using the cumulative curves methodology. The analysis.
Using Signal Systems Data and Buses as Probes to Create Arterial Performance Measures Mathew Berkow, Michael Wolfe, John Chee, Robert Bertini,
1 Techniques for Validating an Automatic Bottleneck Detection Tool Using Archived Freeway Sensor Data Jerzy Wieczorek, Rafael J. Fernández-Moctezuma, and.
ANALYSIS OF VARIABLE SPEED LIMIT SYSTEM ON A GERMAN AUTOBAHN Steven Boice Portland State University M.S. Civil Engineering Candidate A Thesis defense presented.
Fundamental Principles of Traffic Flow
1 Using Archived ITS Data to Automatically Identify Freeway Bottlenecks in Portland, Oregon Robert L. Bertini, Rafael J. Fernández-Moctezuma, Jerzy Wieczorek,
Expressway Driving Legacy High School Drivers Education.
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.
(is it necessary?) By: Tim Torrini per. two Ramp meters are the “stop and go signals located at the entrance ramps of freeways to regulate the amount.
Cumulative Frequency Curves. Example 1 The heights of some plants grown in a laboratory were recorded as follows: Construct a cumulative frequency graph.
Chapter 9 Capacity and Level of Service for Highway Segments
Abstract Traffic was studied on a thirty kilometer section of freeway north of Frankfurt Am Main, Germany using archived loop detector data. The spatial-temporal.
HCM 2010: FREEWAY FACILITIES PRAVEEN EDARA, PH.D., P.E., PTOE UNIVERSITY OF MISSOURI - COLUMBIA
The phenomenon of high-speed-car-following on Chinese highways Mingmin Guo, Zheng Wu Department of Mechanics and Engineering Science Fudan University.
Session 2 History How did SPF come into being and why is it here to stay? Geni Bahar, P.E. NAVIGATS Inc.
Design and Evaluation of An Advanced Dilemma Zone Protection System: Advanced Warning Sign and All-Red Extension by Sung Yoon Park, Liu Xu, Gang-Len Chang.
1 Bottleneck Identification and Forecasting in Traveler Information Systems Robert L. Bertini, Rafael Fernández-Moctezuma, Huan Li, Jerzy Wieczorek, Portland.
Abstract Dynamic Message Signs (DMS) on freeways are used to provide a variety of information to motorists including incident and construction information,
PORTAL: Portland Transportation Archive Listing Improving Travel Demand Forecasting Conclusion Introduction Metro is working closely with PSU researchers.
SHRP2 C05: Understanding the Contributions of Operations, Technology, and Design to Meeting Highway Capacity Needs Freeway Data Freeway data has been collected.
Case Study 4 New York State Alternate Route 7 Problem 4
Representing Motion Graphically
Chapter 8 Introduction to Motor Learning
Soyoung Ahn1, Robert L. Bertini2, Christopher M
Modeling of Traffic Patterns on Highways
Macroscopic Density Characteristics
Classification Process
Summary In addition to the oceans, where else is water found on Earth?
Shockwave Theory.
Estimating Creatinine Clearance in the Nonsteady State: The Determination and Role of the True Average Creatinine Concentration  Sheldon Chen, Robert.
Presentation transcript:

Abstract Loop detector data for northbound Autobahn 9 (A9) from Munich to Nurnberg, Germany is analyzed using the cumulative curves methodology. The analysis reveals important traffic flow features including bottleneck location and queue discharge rates. Objectives The objectives of this project are to conduct an empirical analysis of features of traffic dynamics and driver behavior on German and U.S. Highways. An innovative comparison will be made between the behavior of German and U.S. drivers as they approach and pass through freeway bottlenecks. This will provide, for the first time, a direct comparative analysis of German and U.S. freeway data, and will contribute toward a greater understanding of differences in driver behavior in the two countries. In turn, this understanding will allow for improved travel time estimation and forecasting which will lead toward improved traffic management, traveler information and driver assistance systems. Analysis A speed contour plot (Figure 2) shows the average speed across all loop detectors on A9 for July 4, A second speed contour plot (Figure 3) focuses on the time period of 13: :00. The detailed contour plot shows a decrease in speed near kilometer marker 520 shortly after 14:00. The cumulative curves methodology is used to determine the location of the bottleneck. Figure 5 shows the cumulative number of vehicles (N- curve) passing through station 390. In order to observe traffic characteristics this N-curve is re-scaled by a background flow. (Figure 6) This re-scaled cumulative vehicle count curve (N-curve) is the basis for analysis of bottlenecks. Figure 7 shows re-scaled N-curves for stations 390 and 420. The curves are nearly superimposed until 14:16, when a queue reaches station 390, causing a decrease in flow. The next step is to determine the location of the bottleneck. Re-scaled speed curves (V-curves) are combined with N-curves for each station. Figure 8 shoes that both a drop in speed and flow occurs at station 390 at 14:16. Figure 9 shows a drop in both speed and flow occurs at loop detector station 380 at 14:12. These data indicate that a backward moving queue reaches station 380 at 14:12 and 390 at 14:16. Analyzing the downstream loop detector 350 shows a decrease in flow and an increase in speed at 14:16.(Figure 10) The speed increase and flow decrease indicates that a bottleneck formed upstream of station 350. The bottleneck causes a decrease in downstream flow. As vehicles pass the bottleneck their speed increases, creating the characteristics observed at station 350. The data show that a bottleneck forms between stations 350 and 380. Next Steps Blah blah blah Acknowledgements Dr. Klaus Bogenberger and Kristina Laffkas at BMW provided data and assistance throughout the project. November Study Area - Northbound Autobahn 9 (A9) from Munich to Nurnberg, Germany Note: this is a template—please choose different light background colors for your poster Cumulative Vehicle Count Curve (N-Curve) at loop detector station 390 Re-scaled N and V-curves at loop detector station 390 This graph shows a drop in both speed and flow at loop detector station 390 at 14:16, indicating the time that a backward moving queue reached the station. Note: the text on these graphs are far too small—for your poster make sure the text is readable

Speed Contour Plot for July 4, 2002 Speed Contour Plot focused on congestion The circle indicates the first sign of afternoon congestion, shortly after 14:00. Schematic of Autobahn 9 study area Re-scaled N-curves at loop detector station 390 Re-scaled N-curves at loop detector stations 390 and 420 Re-scaled N and V-curves at loop detector station 380 Re-scaled N and V-curves at loop detector station 350 Graphing re-scaled N-curves of loop detector stations 390 and 420 help to identify the precise time and location of the bottleneck. The N-curves are nearly superimposed until 14:16, indicating freely flowing traffic until this point. Congestion reaches station 390 at 14:16, as indicated by a drop in flow and separation of the N- curves. This graph shows a drop in flow and a corresponding increase in speed at 14:16. This indicates that loop detector station 350 is downstream of the bottleneck. This graph shows a drop in both speed and flow at loop detector station 380 at 14:12, indicating the time that a backward moving queue reached the station.