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An effective way to improve the computational efficiency of evolutionary algorithms is to make the solution space of the optimization problem under consideration smaller. A new reliability-based algorithm that does this was developed for water distribution networks. The objectives considered in the formulation of the optimization problem were minimization of the initial construction cost and maximization of the flow entropy as a resilience surrogate. After achieving feasible solutions, the active solution space of the optimization problem was re-set for each pipe in each generation until the end of the optimization. The algorithm re-set the active solution space by reducing the number of pipe diameter options for each pipe, based on the most likely flow distribution. The main components of the methodology included an optimizer, a hydraulic simulator and an algorithm that calculates the flow entropy for any given network configuration. The methodology developed is generic and self-adaptive, and prior setting of the reduced solution space is not required. A benchmark network in the literature was investigated, and the results showed that the algorithm improved the computational efficiency and quality of the solutions achieved by a considerable margin.
- dynamic solution-space reduction
- maximum entropy formalism
- reliability-based design
- water distribution network
- self-adaptive boundary search
- failure tolerance and resilience
Penalty-free feasibility boundary-convergent multi-objective evolutionary approach for water distribution | Czajkowska, Anna
Tanyimboh, T., Pytharouli, S. & Czajkowska, A.
1/10/09 → 6/06/16
Project: Research - Internally Allocated