The Optimal Allocation of Large-Scale Water Resource

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Abstract:

Large-scale water resource system with multi-water resources and multi-users consists of several independent supply and drainage network systems. It is hard to solve the problem well of large-scale water resource system with traditional planning method. We model the problem of optimal allocation of water resource using the principles of biological evolution, and eliminate the inferior by judging the optimization degree of each generation individuals, then produce a new generation, thus the optimal allocation of water resource is accomplished through iteration repeated. The disadvantage is that MOGA solution out of the quasi-global optimal solution, rather than the true optimal solution.

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1883-1886

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May 2012

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] Hassaballah, K.a , Jonoski, A.b , Popescu, I.b , Solomatine, D.P.b: Water Resources Management (2011), P. 1-21.

Google Scholar

[2] Louati, M.H.a , Benabdallah, S.b , Lebdi, F.c , Milutin, D.d: Water Resources Management, (2011), Vol. 25, P. 2387-2404.

DOI: 10.1007/s11269-011-9814-1

Google Scholar

[3] Han, Y.a , Huang, Y.- F.a , Wang, G.-Q.a , Maqsood, I.b: Water Resources Management, (2010), Vol. 25, P. 449-463.

Google Scholar

[4] Zhe Wei, Dandan Yang, Xiaoyi Wang,etc.: Int J Adv Manuf Technol, (2009), Vol. 45, P. 389-396.

Google Scholar

[5] Lionel C. Briand, Yvan Labiche, Marwa Shousha: Genet Program Evolvable March, (2006), Vol. 7, P. 145-170.

Google Scholar

[6] Vilcot G, Billaut JC: EurJ Oper Res (2008), Vol. 190, P. 398-411.

Google Scholar

[7] Yu X,Tang K, Chen T, Yao X: Memetic Comput, (2009), Vol. 1, P. 3-24.

Google Scholar