论文标题

大气中充电灰尘的寿命

The lifetime of charged dust in the atmosphere

论文作者

Harper, Josh Méndez, Harvey, Dana, Huang, Tianshu, McGrath III, Jack, Meer, David, Burton, Justin C.

论文摘要

风尘尘在许多地球物理和生物系统中起着关键作用,但是当前模型无法解释粗模式颗粒(> 5 $ $ m)的运输到距离源的距离。对于大于几微米的颗粒,已调用静电效应来解释比预测的大气停留时间更长的时间。尽管很多努力集中在阐明充电过程上,但几乎没有花费相对较少的努力,理解一旦电气化的电荷在颗粒上的稳定性。总体而言,静电驱动的运输要求将电荷保留在颗粒上数天到几周。在这里,我们提出了一组实验,旨在探索一次充电事件后悬浮的空气中颗粒上静电电荷的寿命。使用声悬浮器,我们在长时间悬浮在大气条件下悬浮的不同材料组成的颗粒上测量了电荷。在干燥的环境中,颗粒上的总电荷在1周内衰减。在潮湿的环境中,衰减时间尺度减少到天数。这些结果独立于粒子材料和电荷极性。但是,根据极性,暴露于紫外线辐射可以增加或减少衰减时间。我们的工作表明,空气颗粒上的电荷衰减率仅由空气中的离子捕获确定。此外,使用一维沉积模型,我们预测订单10 $μ$ m的大气灰尘将由于静电力而经历最大的停留时间变化。

Windblown dust plays critical roles in numerous geophysical and biological systems, yet current models fail to explain the transport of coarse-mode particles (>5 $μ$m) to great distances from their sources. For particles larger than a few microns, electrostatic effects have been invoked to account for longer-than-predicted atmospheric residence times. Although much effort has focused on elucidating the charging processes, comparatively little effort has been expended understanding the stability of charge on particles once electrified. Overall, electrostatic-driven transport requires that charge remain present on particles for days to weeks. Here, we present a set of experiments designed to explore the longevity of electrostatic charge on levitated airborne particles after a single charging event. Using an acoustic levitator, we measured the charge on particles of different material compositions suspended in atmospheric conditions for long periods of time. In dry environments, the total charge on particles decayed in over 1 week. The decay timescale decreased to days in humid environments. These results were independent of particle material and charge polarity. However, exposure to UV radiation could both increase or decrease the decay time depending on polarity. Our work suggests that the rate of charge decay on airborne particles is solely determined by ion capture from the air. Furthermore, using a one-dimensional sedimentation model, we predict that atmospheric dust of order 10 $μ$m will experience the largest change in residence time due to electrostatic forces.

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