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Gas-liquid two-phase flow through packed bed reactors in microgravity.

机译:气液两相流经微重力填充床反应器。

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Experimental results on flow pattern transitions, pressure drop and flow characteristics for cocurrent gas-liquid flow through packed bed reactors in microgravity is presented and analyzed. The pulse flow regime is shown to exist over a much wider range of gas and liquid flow rates when under microgravity conditions. A new model is developed to predict the transition from bubble flow to pulse flow based on the dimensionless Suratman number. The Suratman number is shown to represent the balance of forces at the pore level which determine the conditions necessary for the onset of pulse flow in the column. This model is then extended to normal gravity flows in the downward direction for fixed Bond numbers. A model to predict pressure drop in the absence of gravity is also presented. An additional pressure drop term is developed to extend the applicability of the Ergun equation to gas-liquid flow. This term represents the losses resulting from the dynamic interaction between the two phases and is superposed with the liquid viscous and inertia terms to represent the total pressure loss through a reactor bed in a microgravity environment. The modified two-phase Ergun equation is shown to provide good agreement with the experimental results.
机译:提出并分析了微重力下并流气-液两相流经填充床反应器的流型转变,压降和流动特性的实验结果。当在微重力条件下时,显示出脉冲流态存在于更大范围的气体和液体流速范围内。基于无量纲的苏拉特曼数,开发了一种新的模型来预测从气泡流到脉冲流的过渡。 Suratman数表示在孔水平处的力平衡,该平衡决定了色谱柱中脉冲流开始所必需的条件。然后将此模型扩展到向下的法向重力流,以获取固定的Bond数。还提出了一种在没有重力的情况下预测压降的模型。开发了附加的压降项,以将Ergun方程的适用性扩展到气液流动。该术语表示由两相之间的动态相互作用引起的损耗,并与液体粘性和惯性术语叠加,以表示在微重力环境下通过反应器床的总压力损耗。改进后的两相Ergun方程显示出与实验结果良好的一致性。

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