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Numerical Optimization for the Location of Wastewater Outfalls

机译:废水排污口位置的数值优化

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In this paper we solve a constrained optimal control problem related to the location of the wastewater outfalls in a sewage disposal system. This is a problem where the control is the position and the constraints are non-convex and pointwise, which makes difficult its resolution. We discretize the problem by means of a characteristics-Galerkin method and we use three algorithms for the numerical resolution of the discretized optimization problem: an interior point algorithm, the Nelder-Mead simplex method and a duality method. Finally, we compare the numerical results obtained by applying the described methods for a realistic problem posed in the ria of Vigo (Galicia, Spain).
机译:在本文中,我们解决了与污水处理系统中废水排污口位置有关的约束最优控制问题。这是一个问题,其中控件是位置,约束是非凸的且是逐点的,这使其难以解析。我们通过特征-Galerkin方法将问题离散化,并使用三种算法对离散化优化问题进行数值求解:内点算法,Nelder-Mead单纯形法和对偶方法。最后,我们比较了通过将描述的方法应用于维哥大区(西班牙加利西亚)中的现实问题而获得的数值结果。

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