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Stable reduced-order models for pollutant dispersion in the built environment

机译:稳定的降阶模型用于建筑环境中的污染物扩散

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In order to limit the impact of accidental releases of hazardous pollutants into the atmosphere, there is need for an accurate near-range atmospheric dispersion modeling approach that is suitable for on-line risk management. Computational Fluid Dynamics (CFD) has proven to be a promising tool for atmospheric dispersion studies at the near-range. However, the relatively long computing times currently prohibit the use of CFD for real-time purposes. Therefore, we present in this work an effective model reduction method that is based on the projection of the original model, which solves the transient advection-diffusion equation on a steady background velocity field, onto a Krylov subspace by means of the Arnoldi algorithm. This allows to construct a reduced order model (ROM) from an accurate CFD model that is guaranteed to be stable. The algorithm is formulated in such a way that the ROM can be derived using any CFD software package, commercial or non-commercial. The accuracy of the ROM is illustrated by performing a series of simulations of a time-dependent pollutant release at the Doel nuclear power station, located to the north of Antwerp (Belgium). A comparison between the results obtained using the ROM after initialization, and the original CM model shows a reduction of a factor of 2500 in computational time, leading to a ROM that runs 25 times faster than real-time without a significant loss in accuracy. In terms of computational cost, the ROM is a factor 105 less expensive than the original CFD model. (C) 2015 Elsevier Ltd. All rights reserved.
机译:为了限制有害污染物意外释放到大气中的影响,需要一种适用于在线风险管理的准确的近距离大气扩散建模方法。计算流体动力学(CFD)已被证明是用于近距离大气扩散研究的有前途的工具。但是,目前较长的计算时间禁止将CFD用于实时目的。因此,我们在这项工作中提出了一种有效的模型简化方法,该方法基于原始模型的投影,该模型通过Arnoldi算法将稳态背景速度场上的瞬态对流扩散方程求解到Krylov子空间上。这允许从保证稳定的准确CFD模型构造降阶模型(ROM)。该算法的制定方式使得可以使用任何CFD软件包(商用或非商用)导出ROM。通过对位于安特卫普(比利时)北部的Doel核电站进行随时间变化的污染物排放的一系列模拟,可以说明ROM的准确性。初始化后使用ROM获得的结果与原始CM模型之间的比较表明,计算时间减少了2500倍,从而导致ROM的运行速度比实时速度快25倍,而准确性没有明显损失。就计算成本而言,ROM比原始CFD模型便宜105倍。 (C)2015 Elsevier Ltd.保留所有权利。

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