2021
DOI: 10.21203/rs.3.rs-746133/v1
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Hybridizing ANN-NSGA-II Model with Genetic Programming Method for Reservoir Operation Rule Curve Determination (Case Study Zayandehroud Dam Reservoir)

Abstract: One of the most important and effective works of water resource planning and management is determining the specific, applicable, regulated operating policies of the Zayandehroud dam reservoir, as a case study, in which it should be user-friendly and straightforward for the operator. For this purpose, different methods have been proposed in which each of them has its limitations. Due to the unique capabilities of the genetic programming (GP) model, here, this method is used to determine the operating rule curve… Show more

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“…It is, therefore, uncertain whether it is the optimal rule curve if the reservoir system is more complex [26,27]. Later, optimization methods were applied and developed to find rule curves, e.g., using simulation, dynamic programming [28,29], genetic algorithms [30][31][32][33], genetic programming [34], Tabu search [35,36], Harris hawks optimization [37], wind driven optimization [38], firefly algorithm [39], flower pollination algorithm [40,41], grey wolf optimizer [42], and fast orthogonal search (FOS) [43]. Optimization techniques have been developed and applied in a wide variety of applications in solving numerical and engineering problems.…”
Section: Introductionmentioning
confidence: 99%
“…It is, therefore, uncertain whether it is the optimal rule curve if the reservoir system is more complex [26,27]. Later, optimization methods were applied and developed to find rule curves, e.g., using simulation, dynamic programming [28,29], genetic algorithms [30][31][32][33], genetic programming [34], Tabu search [35,36], Harris hawks optimization [37], wind driven optimization [38], firefly algorithm [39], flower pollination algorithm [40,41], grey wolf optimizer [42], and fast orthogonal search (FOS) [43]. Optimization techniques have been developed and applied in a wide variety of applications in solving numerical and engineering problems.…”
Section: Introductionmentioning
confidence: 99%