System-level optimization of maintenance and replacement decisions for road networks

Applications of Statistics and Probability in Civil Engineering -Proceedings of the 11th International Conference on Applications of Statistics and Probability in Civil Engineering

Volumn , Issue , 2011, Pages 235-242

  Medury, A ^a   Madanat, S M ^a  

^a UNIVERSITY OF CALIFORNIA   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

BUDGET CONTROL; CONSTRUCTION INDUSTRY; PARETO PRINCIPLE; ROADS AND STREETS;

CONSTRUCTION ACTIVITIES; DECISION MAKING PROCESS; FINANCIAL RESOURCES; INFRASTRUCTURE MANAGEMENTS; MULTI OBJECTIVE DECISION MAKING; NETWORK CONFIGURATION; PARETO-OPTIMAL FRONTIERS; SYSTEM LEVEL OPTIMIZATION;

DECISION MAKING;

EID: 84856699331     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.1201/b11332-36     Document Type: Conference Paper

References (24)

1. Al-Subhi, K., J.D.W., & F.F. (1990). Resource-constrained capital budgeting model for bridge maintenance, rehabilitation, and replacement. Transportation Research Record 1268, 110-117.
2. Carnahan, J.V., W.J. Davis, M.Y. Shahin, P.L. Kean, & M.I. Wu (1987). Optimal maintenance decisions for pavement management. Journal of Transportation Engineering 113, 554-572.
3. Chang, Y., O. Sawaya, & A. Ziliaskopoulos (2001). A tabu search-based approach for work zone scheduling. Proceedings, Transportation Reseach Board 80th Annual Meeting (CD-ROM), Paper No. 01-2950.
4. Dekker, R., R. Wildeman, & F. Van der Duyn Schouten (1997). A review of multi-component maintenance models with economic dependence. Mathematical Methods of Operations Research 45, 411-435.
5. Durango-Cohen, P. & P. Sarutipand (2007). Capturing interdependencies and heterogeneity in the management of multi-facility transportation infrastructure systems. Journal of Infrastructure Systems 13(2), 115-123.
6. Friesz, T. & J.E. Fernandez (1979). A model of optimal transport maintenance with demand responsiveness. Transportation Research Part B 13(4), 317-339.
7. Fwa, T.C.R. & A. Muntasir (1998). Scheduling of pavement maintenance to minimize traffic delays. Transportation Research Record 1650, 28-35.
8. Golabi, K., R. Kulkarni, & G. Way (1982). A statewide pavement management system. Interfaces 12(6), 5-21.
9. Golabi, K. & R. Shepard (1982). Pontis: A system for maintenance optimization and improvement for u.s. bridge networks. Interfaces 27(1), 71-88.
10. Hajdin, R. & H.P. Lindenmann (2007). An algorithm for the planning of optimum highway work zones. Journal of Infrastructure Systems 13(3), 202-214.
11. Kuhn, K.D. & S.M. Madanat (2005). Model uncertainty and management of a system of infrastructure facilities. Transportation Research Part C 13(5-6).
12. Lee, E.B. & C.W. Ibbs (2005). Computer simulation model: Construction analysis for pavement rehabilitation strategies. Journal of Construction Engineering & Management 131(4), 449-458.
13. Li, Y. & S.M. Madanat (2002). A steady-state solution for the optimal pavement resurfacing problem. Transportation Research Part A 36(6), 525-535.
14. Madanat, S.M. & M. Ben-Akiva (1994). Optimal inspection and repair policies for infrastructure facilities. Transportation Science 28, 55-62.
15. Madanat, S.M., P.S., & K.K.D. (2006). Adaptive optimization and systematic probing of infrastructure system maintenance policies under model uncertainty. Journal of Infrastructure Systems 12(3), 192-198.
16. Ng, M., D.Y. Lin, & S.T. Waller (2009). Optimal long-term infrastructure maintenance planning accounting for traffic dynamics. Computer-Aided Civil and Infrastructure Engineering 24, 459-469.
17. Ouyang, Y. (2007). Pavement resurfacing planning for highway networks: Parametric policy iteration approach. Journal of Infrastructure Systems 13(1), 65-71.
18. Ouyang, Y. & S.M. Madanat (2006). An analytical solution for the finite-horizon pavement resurfacing planning problem. Transportation Research Part B 40(9), 767-778.
19. Sinha, K., M. Saito, Y. Jiang, S. Murthy, A.B. Tee, & M. Bowman (1988). The development of optimal strategies for maintenance, rehabilitation and replacement of highway bridges, final report vol. 1: The elements of indiana bridge management system. Technical report, FHWA/IN/JHRP-88/15, FHWA, U.S. Department of Transportation.
20. Smilowitz, K. & S. Madanat (2000). Optimal inspection, maintenance and rehabilitation policies for networks of infrastructure facilities. Computer Aided Civil and Infrastructure Engineering 15(1), 5-13.
21. Sousa, J.P. & L.A. Wolsey (1992). A time-indexed formulation of non-preemptive single machine scheduling problems. Mathematical Programming 54, 353-367.
22. Tsunokawa, K. & J. Schofer (1994). Trend curve optimal control model for highway pavement maintenance: Case study and evaluation. Transportation Research Part A 28(2), 151-166.
23. Wunderlich, K. & D. Hardesty (2003). A snapshot of summer 2001 work zone activity based on information reported on state road closure and construction websites. EDL #13793, National Transportation Library, FHWA, U.S. Department of Transportation.
24. Yeo, H., Y. Yoon, & S.M. Madanat (2010). Maintenance optimization for heterogeneous infrastructure systems: Evolutionary algorithms for bottom-up methods. Sustainable Infrastructure Systems, 185-199.