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Generalization of an asymptotic model for constant-rate aerosol reactors

机译:恒速气溶胶反应器渐近模型的推广

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An asymptotic model was previously developed to predict behaviors of constant-rate aerosol reactors operating with particles in the free-molecular or continuum limits. This model considered the limiting cases of having either condensation or nucleation dominate during a nucleation burst that occurs from steady addition of condensable monomer. In the present article, this model is generalized to allow condensation and nucleation to both be important during a nucleation burst. Criteria are derived to predict the relative magnitudes of nucleation and condensation, and scaling relations are presented for particle number densities, particle sizes, and onset times and durations of nucleation bursts. Comparison of the asymptotic results with numerical integration of the governing equations is favorable both qualitatively and quantitatively.
机译:先前已开发出一种渐近模型来预测在自由分子或连续介质范围内运行的恒速气溶胶反应器的行为。该模型考虑了在稳定添加可冷凝单体而发生的成核爆发期间,具有冷凝或成核作用的极限情况。在本文中,对该模型进行了概括,以使凝结和成核在成核爆发期间都非常重要。推导了预测成核和凝结的相对大小的标准,并给出了颗粒数量密度,粒径,成核爆发的开始时间和持续时间的比例关系。渐近结果与控制方程的数值积分的比较在质量和数量上都是有利的。

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