首页> 外文会议>International Conference on Indoor Air Quality and Climate >NUMERICAL STUDY OF PARTICLE DISTRIBUTION IN THE WAKE OF PARTICLE-LADEN AIR FLOWS PAST A RECTANGULAR BUILDING USING DISCRETE VORTEX METHOD
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NUMERICAL STUDY OF PARTICLE DISTRIBUTION IN THE WAKE OF PARTICLE-LADEN AIR FLOWS PAST A RECTANGULAR BUILDING USING DISCRETE VORTEX METHOD

机译:粒子升起空气瓶中颗粒分布的数值研究使用离散涡流法通过矩形建筑物流过矩形建筑物

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A numerical investigation on particle distribution in the wake of particle-laden airflows past a rectangular building at Reynolds number of 10{sup}7 is presented. The Discrete Vortex Method is employed to evaluate the unsteady airflow fields and a Lagrangian approach is applied for tracking individual solid particles. A dispersion function is defined to represent the dispersion scale of the particle. The wake vortex patterns and the distributions of particles with Stokes numbers, St, of 0.01, 0.1, 1.0 and 10 are obtained. The results show that the particle distribution in the wake of the rectangular building is closely related to the particle's Stokes number and the structure of wake vortices: (1) very small sized particles with St=0.01 behave like gas elements and can distribute both in the vortex core and around the vortex periphery, whereas the intermediate sized particles with St=1.0, 10 can not enter the vortex cores and concentrate near the peripheries of the vortex structures due to the centrifugal forces acting on the particles by the wake vortices; (2) the dispersion intensity of particle decreases as St increases from 0.01 to 10. This work will be helpful in predicting and analyzing particle concentrations around rectangular buildings.
机译:呈现了在雷诺数10 {SUP} 7的矩形建筑物中颗粒叠加的粒子分布的数值研究。采用离散涡流法来评估不稳定气流场,并施加拉格朗日方法用于跟踪单个固体颗粒。定义分散函数以表示颗粒的色散量表。获得唤醒涡旋图案和颗粒与斯托克斯数,ST,ST,0.01,0.1,10和10的分布。结果表明,矩形建筑物之后的粒子分布与粒子的斯托克斯数密切相关,并且唤醒涡旋结构:(1)具有ST = 0.01的非常小的尺寸粒子,如气体元件,可以在涡旋芯和涡旋外围周围,而ST = 1.0,10的中间尺寸颗粒不能进入涡旋芯,并且由于尾部涡流作用于颗粒的离心力,涡旋结构的周边附近; (2)粒子的分散强度随着ST从0.01至10的增加而降低。这项工作将有助于预测和分析矩形建筑周围的颗粒浓度。

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