NUMERICAL ANALYSIS OF CIRCULATION AND DISPERSION OF POLLUTANTS IN VENTILATED BUILDINGS UNDER NON-ISOTHERMAL CONDITIONS

G. P. Bianch, A. L. Braun
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Abstract

Air quality, thermal comfort and internal circulation in urban areas are closely linked to the promotion of natural ventilation in buildings. In this sense, the main objectives of the present work are to study the effect of internal circulation in buildings with different openings and the phenomenon of pollutant dispersion in naturally ventilated buildings under non-isothermal conditions using a numerical model for incompressible flows with heat and mass transport. For the flow simulation, a semi-implicit Characteristic-Based Split (CBS) scheme is used in the context of the Finite Element Method (FEM), where linear tetrahedral elements are used for spatial discretization. Turbulence is treated using the Large Eddy Simulation (LES) methodology and thermal effects are considered in the momentum balance equation through buoyancy forces, which are calculated taking into account the Boussinesq approximation. Classical examples are analyzed to verify the numerical model proposed here, as well as the forms of natural ventilation and, finally, a numerical investigation is carried out considering the dispersion of pollutants and the thermal effects simultaneously. In addition to ensuring air exchange while maintaining a healthy environment, ventilation helps to disperse pollutants and promotes thermal comfort, both inside the building and in the street canyon, as indicated by results obtained.
非等温条件下通风建筑中污染物循环与扩散的数值分析
城市地区的空气质量、热舒适和内部循环与促进建筑物的自然通风密切相关。从这个意义上说,本工作的主要目的是利用具有热量和质量传递的不可压缩流动的数值模型,研究非等温条件下不同开口的建筑物内部循环的影响以及自然通风建筑物中污染物扩散现象。在流动模拟中,采用半隐式的基于特征的分割(CBS)方法,采用线性四面体单元进行空间离散。湍流使用大涡模拟(LES)方法处理,并通过浮力在动量平衡方程中考虑热效应,浮力是根据Boussinesq近似计算的。通过对经典实例的分析,验证了本文提出的数值模型以及自然通风的形式,最后对同时考虑污染物扩散和热效应的数值研究进行了验证。结果表明,除了确保空气交换,同时保持健康的环境,通风有助于分散污染物,促进建筑内部和街道峡谷的热舒适。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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