Structure of the Transition Zone Behind Freeway Queues

References

• Cassidy M. J. Bivariate relations in highway traffic. Transportation Res. (1998) 32B(1):49–59Crossref, Google Scholar
• Cassidy M. J., Bertini R. L., Ceder A. Observations at a freeway bottleneck. Proc. 14th Internat. Sympos. Transportation and Traffic Theory (1999) New York(Elsevier)107–124Google Scholar
• Cassidy M. J., Mauch M. An observed traffic pattern in long freeway queues. Transportation Res. (2001) 35A(2):143–156Google Scholar
• Cassidy M. J., Windover J. Methodology for assessing dynamics of freeway traffic flow. Transportation Res. Rec. (1995) 1484:73–79Google Scholar
• Coifman B. A. Vehicle reidentification and travel time measurement using loop detector speed traps. (1998) (Department of Civil and Environmental Engineering, University of California, Berkeley, CA) . Ph.D. thesisGoogle Scholar
• Selby M. S.CRCStandard Mathematical Tables (1971) 19th ed(The Chemical Rubber Co., Cleveland, OH) 358–359Google Scholar
• Daganzo C. F.Fundamentals of Transportation and Traffic Operations (1997a) (Pergamon-Elsevier, Oxford, U.K) . Section 4.5Crossref, Google Scholar
• Daganzo C. F. A continuum theory of traffic dynamics for freeways with special lanes. Transportation Res. (1997b) 31B(2):83–102Crossref, Google Scholar
• Daganzo C. F. A behavioral theory of multi-lane traffic flow. Part I: Long homogeneous freeway sections. Transportation Res. (2002a) 36B:131–158Crossref, Google Scholar
• Daganzo C. F. A behavioral theory of multi-lane traffic flow. Part II: Merges and the onset of congestion. Transportation Res. (2002b) 36B:159–169Crossref, Google Scholar
• Daganzo C. F., Cassidy M. J., Bertini R. L. Possible explanations of phase transitions in highway traffic. Transportation Res. (1999) 33A(5):365–379Google Scholar
• Daganzo C. F., Lin W.-H., del Castillo J. M. A simple physical principle for the simulation of freeways with special lanes and priority vehicles. Transportation Res. (1997) 31B(2):103–125Crossref, Google Scholar
• del Castillo J. M. A theory of car following. (1994) (Escuela Superior de Ingenieros, Universidad de Sevilla, Spain) . Ph.D. thesisGoogle Scholar
• del Castillo J. M. Propagation of perturbations in dense traffic flow: A model and its implications. Transportation Res. (2001) 35B:367–390Crossref, Google Scholar
• Hurdle V. F., Son B. Road test of a freeway model. Transportation Res. (2000) 34A(7):537–564Google Scholar
• Kerner B. S., Konhäuser P., Schilke M., Lesort J. A new approach to problems of traffic flow theory. Proc. 13th Internat. Sympos. Transportation and Traffic Theory (1996) (Elsevier, New York) 119–146Google Scholar
• Lawson T., Lin W.-H., Cassidy M. J. Validation of the incremental transfer model. (1999) . PATH Working paper UCB-ITS-PWP-99-16, Institute of Transportation Studies, University of California, Berkeley, CAGoogle Scholar
• Lighthill M. J., Whitham G. B. On kinematic waves. I. Flow movement in long rivers. II. A theory of traffic flow on long crowded roads. Proc. Roy. Soc. A (1955) 229:281–345Crossref, Google Scholar
• Lin W.-H., Lo H. K. A theoretical probe of a German experiment on stationary moving traffic jams. Transportation Res. (2003) 37B:251–261Crossref, Google Scholar
• Mauch M., Cassidy M. J., Taylor M. A. P. Freeway traffic oscillations: Observations and predictions. Internat. Sympos. Transportation and Traffic Theory (2002) (Elsevier, Amsterdam, The Netherlands) 653–674Crossref, Google Scholar
• Muñoz J. C., Daganzo C. F. Experimental characterization of multi-lane freeway traffic upstream of an off-ramp bottleneck. (2000a) . PATH Working paper 2000-13, Institute of Transportation Studies, University of California, Berkeley, CAGoogle Scholar
• Muñoz J. C., Daganzo C. F. The bottleneck mechanism of a freeway diverge. Transportation Res. (2000b) 36A(6):483–505Google Scholar
• Newell G. F. Non-linear effects in the dynamics of car following. Oper. Res. (1961) 9(2):209–229Link, Google Scholar
• Newell G. F. Theories of instability in dense highway traffic. J. Oper. Res. Japan (1962) 5(1):9–54Google Scholar
• Newell G. F. A simplified theory of kinematic waves in highway traffic. I. General theory. II. Queuing at freeway bottlenecks. III. Multi-dimensional flows. Transportation Res. (1993) 27B:281–313Crossref, Google Scholar
• Newell G. F. Delays caused by a queue at a freeway exit ramp. Transportation Res. (1999) 33B(5):337–350Crossref, Google Scholar
• Newell G. F. A simplified car-following theory: A lower order model. Transportation Res. (2002) 36B:195–205Crossref, Google Scholar
• Richards P. I. Shockwaves on the highway. Oper. Res. (1956) 4:42–51Link, Google Scholar
• Skabardonis A., Noeimi H., Petty K., Rydzewski D., Varaiya P. Freeway service patrol evaluation. (1994) . PATH Research report UCB-ITS-PRR-94, Institute of Transportation Studies, University of California, Berkeley, CAGoogle Scholar
• Smilowitz K. R., Daganzo C. F. Experimental verification of time-dependent accumulation predictions in congested traffic. Transportation Res. Rec. (2000) 1710:85–95Crossref, Google Scholar
• Treiterer J., Myers J. A., Buckley D. J. The hysteresis phenomenon in traffic flow. Proc. 6th Internat. Sympos. Transportation and Traffic Theory (1975) London, U.K(A. H. & A. W. Reed)13–38Google Scholar
• White J., Garside S., Whittaker J. A verification of a cell-type transmission model. World Conf. Transportation Res. (1998) Antwerp, BelgiumPresented at theGoogle Scholar
• Windover J. R. Empirical studies of the dynamic features of freeway traffic. (1998) (Department of Civil and Environmental Engineering, University of California, Berkeley, CA) . Ph.D. thesisGoogle Scholar
• Windover J. R., Cassidy M. J. Some observed details of freeway traffic evolution. Transportation Res. A. (2001) . ForthcomingCrossref, Google Scholar
• Zhang H. M., Zhang H. M. New perspectives on continuum traffic flow models. Networks and Spatial Economics (2001) (Kluwer Academic Publishers, Boston, MA) 9–34Google Scholar