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The stress in a dilute suspension of liquid spheres in a second-order fluid

机译:二阶流体中液体球体稀悬浮液中的应力

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摘要

We use an ensemble averaging technique to calculate the average stress for a dilute suspension of liquid drops that are instantaneously spherical. The solvent and the drops consist of second-order fluids with differing properties. The suspension is itself a second-order fluid and its viscosity and normal stress coefficients are determined. For the special case of a rigid sphere suspension the results agree with Koch & Subramanian (J. Non-Newtonian Fluid Mech., vol. 138, 2006, p. 87, and vol. 153, 2008, p. 202). Differences from other results in the literature are discussed.
机译:我们使用集成平均技术来计算瞬时球形的液滴稀释悬浮液的平均应力。溶剂和液滴由性质不同的二阶流体组成。悬浮液本身是二阶流体,并确定其粘度和法向应力系数。对于刚性球体悬架的特殊情况,结果与Koch和Subramanian一致(J. Non-Newtonian Fluid Mech。,第138卷,2006年,第87页,和153卷,2008年,第202页)。讨论了与文献中其他结果的差异。

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