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Development of an Empirical Formula for Describing Human Inhalability of Airborne Particles at Low Wind Speeds and Calm Air

机译:开发一种经验公式,用于描述在低风速和平静空气下空气颗粒的人类吸入性

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Based on experiments conducted in low wind speed and calm air environments, the current International Organization for Standardization (ISO) and European Committee for Standardization (CEN) convention modeling human aerosol inhalability (i.e. aspiration efficiency) may not be valid when wind speeds are less than 0.5 ms(-1). Additionally, the convention is based primarily on mouth breathing data and aerosols with aerodynamic diameters smaller than 100 mu m. Since the convention's development, experimental inhalation data at wind speeds lower than 0.5 ms(-1) for nose, mouth, and oronasal breathing have been generated for aerosols in a wider range of sizes (1.5-135 mu m). These data were gathered and modeled with the intention of providing a simple convention recommendation for inhalability in low wind speed (> 0 to < 0.5 ms(-1)) and calm air (similar to 0 ms(-1)) conditions to the ISO Technical Committee (TC) 146, Subcommittee 2, Working Group (WG) 1 (`Particle Size- Selective Sampling and Analysis'), as it relates to standard ISO 7708, and to CEN TC 137/WG 3, as it relates to standard EN 481. This paper presents several equations as possibilities, all relating aspiration efficiency to aerodynamic diameter. The equation AE = 1 + 0.000019d(ae)(2) - 0.009788d(ae) stands out as a possible new convention. This polynomial model balances simplicity and fit while addressing the weakness of the current convention.
机译:基于在低风速和平静的空气环境中进行的实验,现任国际标准化组织(ISO)和欧洲标准化委员会(CEN)公约建模人类气雾剂可浸润性(即志向效率)可能在风速小于小于小于风速时可能无效0.5 ms(-1)。此外,该惯例主要基于口腔呼吸数据和气溶胶,其空气动力学直径小于100 mu m。自该公约的发展以来,在风速下的鼻子,口和口腔呼吸的风速低于0.5 ms(-1)的实验吸入数据已经为较大尺寸(1.5-135 MU M)的气溶胶生成。收集和建模这些数据,目的是为低风速(> 0至<0.5 ms(-1))提供简单的惯例建议,并向ISO提供平静的空气(类似于0 ms(-1))条件技术委员会(TC)146,小组委员会2,工作组(WG)1(“粒度选择性抽样和分析”),与标准ISO 7708有关,与CEN TC 137/WG 3有关,因为它与标准有关EN 481.本文将几个方程式视为可能性,所有方程都将吸气效率与空气动力学直径有关。方程AE = 1 + 0.000019D(AE)(2)-0.009788D(AE)是可能的新约定。该多项式模型在解决当前惯例的弱点的同时平衡了简单性和拟合度。

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