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A fluid-kinetic model for particulate flows with coagulation and breakup: Stationary solutions, stability, and hydrodynamic regimes

机译:带有凝结和破裂的颗粒流的流体动力学模型:固定溶液,稳定性和流体力学状态

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摘要

We consider coupled models for particulate flows, where the disperse phase is made of particles subject to size variations. We are thus led to kinetic equations with coagulation and breakup operators, coupled to fluid mechanics equations. We discuss the existence and stability of stationary solutions. We also derive macroscopic models through asymptotic hydrodynamic regimes, once relevant scaling parameters have been identified.
机译:我们考虑颗粒流动的耦合模型,其中分散相是由尺寸变化的颗粒组成的。因此,我们得到了带有凝聚和分解算子的动力学方程,并与流体力学方程耦合。我们讨论固定解的存在性和稳定性。一旦确定了相关的缩放参数,我们还将通过渐近的流体动力机制导出宏观模型。

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