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arXiv 2308.08075physics.flu-dyncs.CE

气泡流过多孔介质的水动力学及其在填充床反应器中的应用

Hydrodynamics of bubble flow through a porous medium with applications to packed bed reactors

Pranay P. Nagrani, Amy M. Marconnet, Ivan C. Christov

AI总结:

本研究通过模拟不同韦伯数和重力条件下填充床反应器中的气泡流,揭示了毛细截留、浮力截留和惯性位移等孔隙尺度机制,并定义了新的韦伯类数来区分气泡截留与位移。

摘要:

气体-液体流经填充床反应器(PBRs)的过程因流体界面必须穿越曲折流动路径而难以预测。国际空间站上的实验表明,在微重力条件下主要观察到气泡流和脉冲流,而在地面条件下观察到的滴流和喷雾流在微重力下则不存在。为理解前述实验背后的物理机制,我们针对不同基于填充颗粒直径的韦伯数以及不同重力条件,模拟了气泡流经PBR的过程。我们展示了不同的孔隙尺度机制,如毛细截留、浮力截留以及惯性引起的气泡位移。随后,我们通过引入依赖于演化中的气液界面面积的新动态尺度进行定量分析,以理解惯性力、毛细力和浮力在气泡通过PBR时的动态权衡。该分析使我们定义了新的无量纲韦伯类数,用以区分气泡截留与气泡位移。

英文摘要:

Gas-liquid flows through packed bed reactors (PBRs) are challenging to predict due to the tortuous flow paths that fluid interfaces must traverse. Experiments at the International Space Station showed that bubble and pulse flows are predominately observed under microgravity conditions, while the trickle and spray flows observed under terrestrial conditions are not present in microgravity. To understand the physics behind the former experiments, we simulate bubble flow through a PBR for different packing-particle-diameter-based Weber numbers and under different gravity conditions. We demonstrate different pore-scale mechanisms, such as capillary entrapment, buoyancy entrapment, and inertia-induced bubble displacement. Then, we perform a quantitative analysis by introducing new dynamic scales, dependent upon the evolving gas-liquid interfacial area, to understand the dynamic trade-offs between the inertia, capillary, and buoyancy forces on a bubble passing through a PBR. This analysis leads us to define new dimensionless Weber-like numbers that delineate bubble entrapment from bubble displacement.

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