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A phenomenological model for wall effects on the deformation of an ellipsoidal drop in viscous flow

机译:壁对粘性流中椭圆形液滴变形影响的现象学模型

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摘要

The simple phenomenological model developed by Maffettone and Minale (J Non-Newt Fluid Mech 78:227–241, 1998) for the deformation of a single ellipsoidal drop in a viscous flow is extended here to predict the drop deformation in confined viscous flows. The model is capable of describing the transient evolution of an ellipsoidal drop subjected to a generic flow field. The steady-state predictions are analytical and recover the theoretical limits of Shapira and Haber (Int J Multiph Flow 16:305–321, 1990) for steady small deformation of a drop in a confined simple shear flow. Model predictions are compared with data available in the literature that cover a wide range of parameter values, and the agreement is good.
机译:由Maffettone和Minale(J Non-Newt Fluid Mech 78:227–241,1998)开发的简单的现象模型,用于粘性流中单个椭圆形液滴的变形,在此扩展以预测受限粘性流中的液滴变形。该模型能够描述经受一般流场的椭圆形液滴的瞬态演变。稳态预测是分析性的,可以恢复Shapira和Haber(Int J Multiph Flow 16:305-321,1990)对于有限的简单剪切流中液滴的稳定小变形的理论极限。将模型预测与文献中涵盖范围广泛的参数值的可用数据进行比较,一致性很好。

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