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Numerical simulation of pollutant dispersion in street canyons: Geometric and thermal effects

机译:街道峡谷污染物扩散的数值模拟:几何效应和热效应

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摘要

Numerical investigations on pollutant dispersion in street canyons with emission sources located near the ground level are performed in the present work. Pollutant dispersion problems in urban areas are usually studied considering the street canyon model, which consists of long streets laterally confined by buildings. Significant changes can be observed in wind flow patterns and pollutant concentration fields when thermal and geometric effects are considered. Thus, the objective of this study is to investigate numerically the wind flow and pollutant dispersion for the following cases: (a) a two-dimensional street canyon model considering three different aspect ratios and four different wall heating configurations; (b) a flow domain with two immersed buildings arranged in two distinct configurations; (c) a three-dimensional urban area model composed of a building set and street intersections. Expected flow structures were obtained inside the canyon when different aspect ratios and wall heating configurations were considered. Flow phenomena such as separation/reattachment were observed when two-buildings models were analyzed. Finally, three-dimensional flow structures, with some characteristic that are not observed in two-dimensional models, affecting the pollutant removal, were simulated in the last case, highlighting the relevance of model dimensionality. The wind flow and pollutant dispersion are investigated using a numerical model based on the finite element formulation utilized by some of the authors of this work, which is extended here to deal with problems of heat and mass transport in the urban micro-scale. Turbulence is reproduced using Large Eddy Simulation (LES) and thermal effects on the momentum equations are considered as a buoyancy force, according to Boussinesq approximation.
机译:在当前工作中,对排放源位于地面附近的街道峡谷中污染物扩散进行了数值研究。通常考虑街道峡谷模型来研究城市地区的污染物扩散问题,该模型由建筑物横向限制的长街道组成。当考虑热效应和几何效应时,可以在风流模式和污染物浓度场中观察到显着变化。因此,本研究的目的是对以下情况的风流和污染物扩散进行数值研究:(a)考虑三个不同纵横比和四个不同墙体加热配置的二维街道峡谷模型; (b)一个流域,其中两个浸入式建筑物以两种不同的形式布置; (c)由建筑物和街道交叉口组成的三维市区模型。当考虑不同的纵横比和壁加热配置时,可以在峡谷内获得预期的流动结构。分析两个建筑物模型时,观察到流动现象,例如分离/重新附着。最后,在最后一种情况下,模拟了三维流动结构,该结构具有二维模型中未观察到的,影响污染物去除的某些特征,从而突出了模型尺寸的相关性。使用基于这项工作的一些作者所使用的有限元公式的数值模型,对风流和污染物扩散进行了研究,在此将其扩展到处理城市微观尺度中的热量和质量传递问题。根据Boussinesq近似,使用大涡模拟(LES)复制湍流,并且将对动量方程的热效应视为浮力。

著录项

  • 来源
    《Applied Mathematical Modelling》 |2014年第24期|5883-5909|共27页
  • 作者单位

    PPGEC/UFRGS, Program in Civil Engineering, Federal University of Rio Grande do Sul, Av. Osvaldo Aranha 99, 90035-190 Porto Alegre, RS, Brazil;

    PPGEC/UFRGS, Program in Civil Engineering, Federal University of Rio Grande do Sul, Av. Osvaldo Aranha 99, 90035-190 Porto Alegre, RS, Brazil;

    PPGEC/UFRGS, Program in Civil Engineering, Federal University of Rio Grande do Sul, Av. Osvaldo Aranha 99, 90035-190 Porto Alegre, RS, Brazil;

    PPGEC/UFRGS, Program in Civil Engineering, Federal University of Rio Grande do Sul, Av. Osvaldo Aranha 99, 90035-190 Porto Alegre, RS, Brazil;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Pollutant dispersion; Computational Fluid Dynamics (CFD); Finite element method (FEM); Large Eddy Simulation (LES); Heat and mass transfer;

    机译:污染物扩散;计算流体动力学(CFD);有限元法(FEM);大涡模拟(LES);传热传质;
  • 入库时间 2022-08-18 02:59:37

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