Skip to main content
Intended for healthcare professionals
Restricted access
Research article
First published online January 1, 2016

Arterial Progression Optimization Using OD-BAND: Case Study and Extensions

Abstract

OD-BAND is a progression optimization model that can provide dedicated progression bands for major origin–destination (O-D) flows in an arterial network. The model is an extension of the well-known MAXBAND model and is solved by advanced mathematical programming optimization software. In this paper, the original OD-BAND model is extended in a number of important ways: (a) the mathematical formulation is generalized to model all possible O-D flows in an arterial; (b) phase sequence optimization is included for all intersections along the arterial; and (c) the bandwidths are weighted by the number of street segments that they traverse and their traffic volumes. It is shown that this formulation can provide suitable progression bands for all major O-D flows, including both through bands and cross bands. Simulation results demonstrated that OD-BAND compared favorably with existing arterial traffic signal coordination models MAXBAND and MULTIBAND and could be used as a valuable tool in signal control software. In particular, this approach is most suitable for integrated traffic signal coordination and route guidance in an environment of connected vehicles in which connected vehicles and crowd-sourced data can be used to derive detailed and accurate O-D information. Progression bands can then be established for each major O-D flow, and route guidance can be provided to vehicles to travel within those bands with minimum delay and fuel consumption.

Get full access to this article

View all access and purchase options for this article.

References

1. Arsava T., Xie Y., Gartner N. H., and Mwakalong J. L. Arterial Traffic Signal Coordination Utilizing Vehicular Traffic Origin–Destination Information. In Proceedings of the 17th IEEE International Conference on Intelligent Transportation Systems (ITSC), IEEE, New York, 2014, pp. 2132–2137.
2. Morgan J. T., and Little J. D. Synchronizing Traffic Signals for Maximal Bandwidth. Operations Research, Vol. 12, 1964, pp. 896–912.
3. Little J. D. The Synchronization of Traffic Signals by Mixed-Integer Linear Programming. Operations Research, Vol. 14, 1966, pp. 568–594.
4. Little J. D. C., Kelson M. D., and Gartner N. H. MAXBAND: A Program for Setting Signals on Arterials and Triangular Networks. In Transportation Research Record 795, TRB, National Research Council, Washington, D.C., 1981, pp. 40–46.
5. Gartner N. H., Assmann S. F., Lasaga F., and Hou D. L. MULTIBAND—A Variable-Bandwidth Arterial Progression Scheme. In Transportation Research Record 1287, TRB, National Research Council, Washington, D.C., 1990, pp. 212–222.
6. Gartner N. H., Assmann S. F., Lasaga F. L., and Hou D. L. A MULTIBAND Approach to Arterial Traffic Signal Optimization. Transportation Research Part B: Methodological, Vol. 25, No. 1, 1991, pp. 55–74.
7. Zhang C., Xie Y., Gartner N. H., Stamatiadis C., and Arsava T. AM-Band: An Asymmetrical MULTIBAND Model for Arterial Signal Coordination. Transportation Research Part C: Emerging Technologies, Vol. 58, 2015, pp. 515–531.
8. Chang E. C. P., Cohen S. L., Liu C., Chaudhary N. A., and Messer C. MAXBAND-86: Program for Optimizing Left-Turn Phase Sequence in Multiarterial Closed Networks. In Transportation Research Record 1181, TRB, National Research Council, Washington, D.C., 1988, pp. 61–67.
9. Stamatiadis C., and Gartner N. H. MULTIBAND-96: A Program for Variable-Bandwidth Progression Optimization of Multiarterial Traffic Networks. In Transportation Research Record 1554, TRB, National Research Council, Washington, D.C., 1996, pp. 9–17.
10. Lin L.-T., Tung L.-W., and Ku H.-C. Synchronized Signal Control Model for Maximizing Progression Along an Arterial. Journal of Transportation Engineering, Vol. 136, No. 8, 2010, pp. 727–735.
11. Tsay H.-S., and Lin L.-T. New Algorithm for Solving the Maximum Progression Bandwidth. In Transportation Research Record 1194, TRB, National Research Council, Washington, D.C., 1988, pp. 15–30.
12. Tian Z. Z., Mangal V., and Liu H. C. Effectiveness of Lead–Lag Phasing on Progression Bandwidth. In Transportation Research Record: Journal of the Transportation Research Board, No. 2080, Transportation Research Board of the National Academies, Washington, D.C., 2008, pp. 22–27.
13. Park B., Messer C. J., and Urbanik T. II. Traffic Signal Optimization Program for Oversaturated Conditions: Genetic Algorithm Approach. In Transportation Research Record: Journal of the Transportation Research Board, No. 1683, TRB, National Research Council, Washington, D.C., 1999, pp. 133–142.
14. Gazis D. C. Traffic Science. John Wiley & Sons, Inc., New York, 1974.
15. Gazis D. C., and Potts R. B. Route Control at Critical Intersections. In Proceedings of 3rd Australian Road Research Board Conference, Part 1, 1966, AARB Group Limited, Vermont South, Victoria, Australia, pp. 354–363.
16. Gartner N. H., and Stamatiadis C. Progression Optimization Featuring Arterial- and Route-Based Priority Signal Networks. Journal of Intelligent Transportation Systems: Technology, Planning, and Operations, Vol. 8, No. 2, 2004, pp. 77–86.
17. Arsava T. Progression Optimization Using Vehicular Origin and Destination Data. PhD dissertation. University of Massachusetts, Lowell, 2015. http://gradworks.umi.com/10/01/10015669.html.
18. IBM ILOG CPLEX Optimization Studio. http://www-03.ibm.com/software/products/en/ibmilogcpleoptistud/. Accessed March 3, 2016.
19. Aimsun Version 8.0.3. Transport Simulation Systems. https://www.aimsun.com/wp/aimsun/. Accessed March 3, 2016.
20. Aimsun 8 Dynamic Simulators User’s Manual: Statistical Simulation Results. Transport Simulation Systems, Barcelona, Spain, July 2014.
21. Bhavsar P., He Y., Chowdhury M., Fries R., and Shealy A. Energy Consumption Reduction Strategies for Plug-In Hybrid Electric Vehicles with Connected Vehicle Technology in Urban Areas. In Transportation Research Record: Journal of the Transportation Research Board, No. 2424, Transportation Research Board of the National Academies, Washington, D.C., 2014, pp. 29–38.

Cite article

Cite article

Cite article

OR

Download to reference manager

If you have citation software installed, you can download article citation data to the citation manager of your choice

Share options

Share

Share this article

Share with email
EMAIL ARTICLE LINK
Share on social media

Share access to this article

Sharing links are not relevant where the article is open access and not available if you do not have a subscription.

For more information view the Sage Journals article sharing page.

Information, rights and permissions

Information

Published In

Article first published online: January 1, 2016
Issue published: January 2016

Rights and permissions

© 2016 National Academy of Sciences.
Request permissions for this article.

Authors

Affiliations

Tugba Arsava
Department of Civil and Environmental Engineering, School of Civil Engineering, University of Massachusetts, Lowell, Falmouth Hall 108, 1 University Avenue, Lowell, MA 01854
Yuanchang Xie
Department of Civil and Environmental Engineering, School of Civil Engineering, University of Massachusetts, Lowell, Falmouth Hall 108, 1 University Avenue, Lowell, MA 01854
Nathan H. Gartner
Department of Civil and Environmental Engineering, School of Civil Engineering, University of Massachusetts, Lowell, Falmouth Hall 108, 1 University Avenue, Lowell, MA 01854

Notes

Metrics and citations

Metrics

Journals metrics

This article was published in Transportation Research Record: Journal of the Transportation Research Board.

VIEW ALL JOURNAL METRICS

Article usage*

Total views and downloads: 53

*Article usage tracking started in December 2016


Altmetric

See the impact this article is making through the number of times it’s been read, and the Altmetric Score.
Learn more about the Altmetric Scores



Articles citing this one

Receive email alerts when this article is cited

Web of Science: 0

Crossref: 21

  1. Traffic Origin-Destination Flow-Inspired Dynamic Urban Arterial Partit...
    Go to citation Crossref Google Scholar
  2. Graphical optimization method for bidirectional corridor progression u...
    Go to citation Crossref Google Scholar
  3. Optimization Model of Regional Green Wave Coordination Control for the...
    Go to citation Crossref Google Scholar
  4. A multi-path arterial progression model with variable signal structure...
    Go to citation Crossref Google Scholar
  5. OD-Based Partition Technique to Improve Arterial Signal Coordination U...
    Go to citation Crossref Google Scholar
  6. Bandwidth-Based Traffic Signal Coordination Models for Split or Mixed ...
    Go to citation Crossref Google Scholar
  7. Design of Network Green Bands Considering Trams
    Go to citation Crossref Google Scholar
  8. Signalized arterial origin-destination flow estimation using flawed ve...
    Go to citation Crossref Google Scholar
  9. Offset Optimization for Arterial Signal Coordination Considering Spill...
    Go to citation Crossref Google Scholar
  10. An Origin-Destination Demands-Based Multipath-Band Approach to Time-Va...
    Go to citation Crossref Google Scholar
  11. Urban Arterial Signal Coordination Using Spatial and Temporal Division...
    Go to citation Crossref Google Scholar
  12. Traffic signal coordination control for arterials with dedicated CAV l...
    Go to citation Crossref Google Scholar
  13. Incorporating Delay Minimization in Design of the Optimized Arterial S...
    Go to citation Crossref Google Scholar
  14. Network Coordinated Model Based on Stepwise Iterative Graph Theory
    Go to citation Crossref Google Scholar
  15. Graphical Optimization Method for Symmetrical Bidirectional Corridor P...
    Go to citation Crossref Google Scholar
  16. Dynamic Multipath Signal Progression Control Based on Connected Vehicl...
    Go to citation Crossref Google Scholar
  17. Design of an arterial signal progression plan for multi-path flows wit...
    Go to citation Crossref Google Scholar
  18. A two-way progression model for arterial signal coordination consideri...
    Go to citation Crossref Google Scholar
  19. An optimization model for arterial coordination control based on sampl...
    Go to citation Crossref Google Scholar
  20. Network-level multiband signal coordination scheme based on vehicle tr...
    Go to citation Crossref Google Scholar
  21. OD-NETBAND: An Approach for Origin–Destination Based Network Progressi...
    Go to citation Crossref Google Scholar

Figures and tables

Figures & Media

Tables

View Options

Get access

Access options

If you have access to journal content via a personal subscription, university, library, employer or society, select from the options below:


Alternatively, view purchase options below:

Purchase 24 hour online access to view and download content.

Access journal content via a DeepDyve subscription or find out more about this option.

View options

PDF/ePub

View PDF/ePub