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Jun 1, 2001

Model for Determining Optimum Bus-Stop Spacingin Urban Areas

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Publication: Journal of Transportation Engineering
Volume 127, Issue 3

Abstract

This paper proposes a model that can be used to determine effectively a sub-optimal policy for bus-stop spacing in urban areas. Transit users are usually interested in minimizing their out-of-vehicle travel time. Conversely, transit operators are interested in minimizing their fixed operating cost. Often, transit operators are required to make transit highly accessible to their patrons, because they operate under stringent budgets. This paper demonstrates, from a sensitivity analysis, that proper spacing of stops can significantly improve the quality of transit service, and decrease travel time, headway, and fleet size (i.e., number of buses). The Highway Capacity Manual, which contains a library of formulas for analyzing various transit performance measures, does not adequately address transit-stop spacing as a primary operational parameter. It is postulated in this report that optimal spacing of bus stops can reduce operating costs by minimizing the required number of buses in service. The proposed model is derived from the fundamental relationships that exist among velocity, uniform acceleration/deceleration, and displacement, and among the average bus operating speed, headway, required fleet size, and potential system capacity. The model can serve as a valuable decision support tool for transit planners in determining suitable spacing of bus stops for prevailing network and traffic conditions.

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References

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Abernethy, C. N., Plank, G. R., and Sussman, E. D. ( 1977). Effects of deceleration and rate of deceleration on live seated human subjects, U.S. DOT, Urban Mass Transit Administration, Ofc. of Technol. Devel. and Deployment, Washington, D.C.
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American Association of State Highway and Transportation Officials (AASHTO). ( 1994). A policy on geometric design of highways and streets, Washington, D.C.
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Hurdle, V. F., and Wirasinghe, S. C. ( 1980). Location of rail stations for many-to-one travel demand and service feeder modes.” J. Advanced Transp., (14), 29–46.
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Lesley, L. J. S. ( 1976). “Optimum bus-stop spacing: Part 1.” Traffic Engrg. and Control, (17), 399–401.
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Levinson, H. S. ( 1983). “Analyzing transit travel time performance.” Transp. Res. Rec., 915, National Research Council, Washington, D.C.
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Pline, J. L., ed. ( 1992). Traffic engineering handbook, 4th Ed. Institute of Transportation Engineers, Prentice-Hall, Englewood Cliffs, N.J.
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Pushkarevn, B., and Zupan, J. M. ( 1975). Urban space for pedestrians, Massachusetts Institute of Technology Press, Cambridge, Mass.
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Transportation Research Board (TRB). ( 1998). Highway capacity manual: Special report 209, 3rd Ed., National Research Council, Washington, D.C.
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Vuchic, V. R. ( 1968). “Rapid transit interstation spacing for minimum travel time.” Transp. Sci., 4(4), 303–339.
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Go to Journal of Transportation Engineering
Journal of Transportation Engineering
Volume 127Issue 3June 2001
Pages: 195 - 199

History

Received: Oct 22, 1999
Published online: Jun 1, 2001
Published in print: Jun 2001

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Member, ASCE
Assoc. Prof. and Grad. Program Coordinator, Inst. for Transp., School of Engrg., Morgan State Univ., Baltimore, MD 21251.

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