Optimal Tolling Strategies and Concession Period Required for Build-Operate-Transfer Road Projects in Network with Demand Uncertainty by Vehicle Types

Article Preview

Abstract:

In view of uncertainty of traffic demand by vehicle types during the concession period, the toll charges of these BOT roads should be time-dependent and varied for different vehicle types by time of the concession period so as to maximize the system performance.It can be formulated as a bi-level programming problem. At the upper level, the objective is to maximize the social surplus combining of consumer surplus and the investor’s net profit. With taking account the demand elasticity in respect to the toll variability and incorporating the demand uncertainty into the revenue-cost constraint, the lower level is a multi-class reliability-based stochastic user equilibrium model. A genetic solution algorithm is adopted for solving the bi-level programming problem. A numerical example is presented to illustrate the applications of the proposed model and solution algorithm and some conclusions are drawn.

You might also be interested in these eBooks

Info:

Periodical:

Pages:

977-986

Citation:

Online since:

October 2012

Authors:

Export:

Price:

Permissions CCC:

Permissions PLS:

Сopyright:

© 2012 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

[1] Chen, A., K. Subprason, and Z.W. Ji. Optimization and Engineering, Vol.28, No.7, (2006), pp.225-247.

Google Scholar

[2] Yang, H., and Q. Meng. Highway. Transportation Research part A, Vol.34, No.3, (2000), pp.207-222.

Google Scholar

[3] Chen, A., and K. Subprason.. Transportation Research part A, Vol.41, No.6, (2007), pp.537-558.

Google Scholar

[4] Szeto, W. Y., and H.K. Lo. Transportation Research part A, Vol.42, No.2, (2008), pp.376-391.

Google Scholar

[5] Shen, L. Y., H. J. Bao, and W. S. Lu. Journal of Construction Engineering and Management, Vol.133, No.5, (2007), pp.385-392.

Google Scholar

[6] Shao, H., W.H.K. Lam, M.L. Tam, and X.M. Yuan. Journal of Advanced Transportation, Vol.42, No.3, (2008), pp.265-290.

Google Scholar

[7] Siu, B. W. Y., and H. K. Lo. European Journal of Operational Research, Vol.191, No.1, (2008), pp.164-179.

Google Scholar

[8] Lo, H.K., X.W. Luo, and B.W.Y. Siu. Transportation Research part B, Vol.40, No.9, (2006), pp.792-806.

Google Scholar

[9] Bar-Gera, H., and D. Boyce. Networks and Spatial Economics, Vol.4, No.1, (2004), pp.115-124.

Google Scholar

[10] Ukkusuri, S., and T. Mathew. Computer-Aided Civil and Infrastructure Engineering, Vol.22, No.1, (2007), pp.6-18.

Google Scholar