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Probability density functions for bubble size distribution in air-water systems in stirred tanks

机译:搅拌罐中空气系统气泡尺寸分布的概率密度函数

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摘要

Bubble size distribution (BSD) is relevant to the design of gas-liquid systems, as it determines the interfacial area available in heat and mass transfer processes. Although data on BSD in stirred aerated tanks are available, a systematic comparison of alternative modeling functions for these data is lacking. In this work, BSDs obtained in air-water dispersions in a stirred aerated tank with a Rushton turbine and BSDs available in the literature for similar systems were modeled by 14 empirical probability density functions (PDFs). It was found that both the distribution of Nukiyama-Tanasawa with three adjustable parameters and the Rosin-Rammler distribution with two adjustable parameters reasonably fit original and literature BSDs. It is also concluded that it is possible to correlate the PDF parameters with the power dissipated by the agitator in the liquid phase, allowing the BSD to be modeled with only two parameters in a range of dissipated power from 0.5 to 2.3kW/m(3). BSDs thus modeled provide good predictions of average bubble size.
机译:泡沫尺寸分布(BSD)与气液系统的设计相关,因为它决定了热量和传质过程中可用的界面区域。虽然BSD在搅拌的空气罐中的数据可用,但缺乏对这些数据的替代建模功能进行系统的比较。在这项工作中,通过14个经验概率密度函数(PDF)建模了具有Rushton涡轮机的空气 - 水分散器中获得的空气水分散液中的BSD,其具有类似系统的载荷涡轮机和具有类似系统的BSD。结果发现,Nukiyama-Tanasawa的分布,具有三个可调参数和松香 - 垃圾箱分布,具有两个可调参数合理的原始和文献BSD。还可以得出结论,通过在液相中搅拌器散发的功率可以将PDF参数与液相散发出来,使BSD仅在0.5至2.3kW / m的散热功率范围内用两个参数进行建模(3 )。因此,BSD建模提供了对平均气泡尺寸的良好预测。

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