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Automatic calibration of urban drainage model using a novel multi-objective genetic algorithm

机译:基于新型多目标遗传算法的城市排水模型自动标定

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摘要

In order to successfully calibrate an urban drainage model, multiple calibration criteria should be considered. This raises the issue of adopting a method for comparing different solutions (parameter sets) according to a set of objectives. Amongst the global optimization techniques that have blossomed in recent years, Multi Objective Genetic Algorithms (MOGA) have proved effective in numerous engineering applications, including sewer network modelling. Most of the techniques rely on the condition of Pareto efficiency to compare different solutions. However,as the number of criteria increases, the ratio of Pareto optimal to feasible solutions increases as well. The pitfalls are twofold: the efficiency of the genetic algorithm search worsens and decision makers are presented with an overwhelming number of equally optimal solutions. This paper proposes a new MOGA, the Preference Ordering Genetic Algorithm, which alleviates the drawbacks of conventional Pareto-based methods. The efficacy of the algorithm is demonstrated on the calibration of a physically-based, distributed sewer network model and the results are compared with those obtained by NSGA-11, a widely used MOGA.
机译:为了成功地校准城市排水模型,应考虑多个校准标准。这就提出了采用一种根据一组目标比较不同解决方案(参数集)的方法的问题。在近年来兴起的全球优化技术中,多目标遗传算法(MOGA)在许多工程应用(包括下水道网络建模)中被证明是有效的。大多数技术依靠帕累托效率的条件来比较不同的解决方案。然而,随着准则数量的增加,帕累托最优与可行解的比例也随之增加。陷阱有两个:遗传算法搜索的效率变差,决策者面临着大量的同样最优的解决方案。本文提出了一种新的MOGA,即优先顺序遗传算法,它减轻了传统的基于Pareto的方法的弊端。该算法的有效性在基于物理的分布式下水道网络模型的校准中得到了证明,并将结果与​​NSGA-11(一种广泛使用的MOGA)获得的结果进行了比较。

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