ASCE India Conference 2017
Influence of Pipe Discharges on Cost and Reliability of Looped Water Distribution Networks
Publication: Urbanization Challenges in Emerging Economies: Energy and Water Infrastructure; Transportation Infrastructure; and Planning and Financing
ABSTRACT
Looped water distribution networks (WDNs) are preferred over branched networks mainly as they provide alternate paths in case of failure of any one of the pipe in the network. However, the optimal design of looped WDNs for minimum cost results in converting them into a branching configuration thereby removing redundancy due to loop-forming links. Therefore, performance of a looped WDN under abnormal conditions such as those arising due to component failure or uncertainty in various input parameters is assured through various parameters such as reliability, flexibility, redundancy, robustness, resilience, etc. The optimal design of a looped WDN with constraints of minimum pipe flows to assure looped nature of network provides a minimum cost-less reliability network. A study is carried out to understand the effect of pipe discharges on network cost and reliability with a multiple-pipe single-loop network and a multiple looped network. Pipe discharges are represented through statistical parameter variance and reliability is quantified through demand satisfaction ratio, obtained by considering all single-pipe failure conditions. Graphical representation of network cost and reliability showed that network reliability is maximum which is achieved through minimum cost when variance in pipe discharges is minimum, as any change in pipe-discharges results in either increase in cost with decrease in reliability, or decrease in both cost and reliability. Thus, a flow distribution in the network corresponding to minimum variance is observed to provide maximum reliability in the design with minimum cost.
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REFERENCES
Agrawal, M. L., Gupta, R. and Bhave, P. R. (2007). “Optimal design of level 1 redundant Water distributions considering nodal storage.” J. Environ. Eng.,133(3), 319-330.
Alperovits, E. and Shamir, U. (1977). “Design of optimal water distribution systems.” Water Resour. Res., 13(6), 885-900.
Awumah, K., Goulter, I. and Bhatt, S. (1991). “Entropy based redundancy measures in water distribution network design.” J. Hydraul. Eng., 117(5), 595-614.
Chiong, C. (1985). “Optimization of closed loop network” Ph.D. thesis, Ciudad Univ. Jose Antonio Echeverria, Havana (in Spanish).
Creaco, Enrico, Marco, Franchini, and Ezio, Todini (2016). "The combined use of resilience and loop diameter uniformity as a good indirect measure of network reliability." Urban Water Journal 13(2), 167-181.
Gargano, Rudy, and Domenico, Pianese (2000). "Reliability as tool for hydraulic network planning." J. of Hydraulic Engg., 126(5), 354-364.
Gheisi, A and Naser, G (2015). “Multistate reliability of water-distribution systems: comparison of surrogate measures.” J. Water Resour. Plann Manage., 141(10), 04015018.
Gupta, R. and Bhave, P. R. (1994). “Reliability analysis of water distribution systems.” J. Environ. Eng., 120(2), 447-460.
Gupta, R., Kakwani, N., and Ormsbee, L. (2014). “Optimal Upgrading of Water Distribution Network Redundancy.” J. Water Resour. Plann Manage., American Society of Civil Engineers, 141(1). (11).
Liu, Haixing, et al. (2016). "Reliability Surrogate Measures for Water Distribution System Design: Comparative Analysis." J. Water Resour. Plann Manage., 143 (2), 04016072.
Martínez, J. (2007). “Quantifying the economy of water supply looped networks.” J. Hydraul. Eng., 133(1), 88-97.
Martínez-Rodríguez, José B., et al. (2011). "Reliability and tolerance comparison in water supply networks." Water resources management, 25(5), 1437-1448.
Ormsbee, L. And Kessler, A. (1990). “Optimal upgrading of hydraulic network reliability.” J. Water Resour. Plann Manage., 116(6), 784-802.
Prasad, T. D., and Park, N.-S. (2004). “Multiobjective Genetic Algorithms for Design of Water Distribution Networks.” J. of Water Resour. Plann. and Manage., 130 (2), 73-82.
Singh, VP, Oh, J (2015). “A Tallis entropy-based redundancy measure for water distribution networks”. Phys A; Statistical Mechanics and its Applications, 421, 360-376.
Tanyimboh, T. T. and Templeman, A. B. (1993) “Optimum design of flexible water distribution networks.” Civ. Engg. Systems, 10 (3), 246-258.
Tanyimboh, T. T., Tabesh, M. and Burrows, R. (2001). “Appraisal of source head method for calculating reliability of water distribution networks.” J. Water Resour. Plann. Manage., 127 (4), 206-213.
Todini, Ezio (2000). "Looped water distribution networks design using a resilience index based heuristic approach." Urban water,2(2), 115-122.
Vaabel, Joonas, Leo, Ainola, and Tiit, Koppel (2006). "Hydraulic power analysis for determination of characteristics of a water distribution system." Water Distribution Systems Analysis Symposium 2006.
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Published In
Urbanization Challenges in Emerging Economies: Energy and Water Infrastructure; Transportation Infrastructure; and Planning and Financing
Pages: 200 - 209
Editors: Udai P. Singh, B. R. Chahar, Indian Institute of Technology, H. R. P. Yadav, Institution of Engineers (India), and Satish K. Vij
ISBN (Online): 978-0-7844-8202-5
Copyright
© 2018 American Society of Civil Engineers.
History
Published online: Dec 13, 2018
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