Pal R
Department of Chemical Engineering, University of Waterloo, Waterloo, Ontario, N2L 3G1, Canada
J Colloid Interface Sci. 2000 Nov 1;231(1):168-175. doi: 10.1006/jcis.2000.7133.
A new modified form of the equation of N. Phan-Thien and D. C. Pham (J. Non-Newtonian Fluid Mech. 72, 305 (1997)) is proposed to describe the viscosity-concentration behavior of emulsions of nearly spherical droplets. The proposed equation, as well as other existing theoretical equations, is evaluated in light of a large body of experimental data on concentrated emulsions, covering a broad range of dispersed-phase to continuous-phase viscosity ratios (4.15x10(-3) to 1.17x10(3)). In general, the experimental data exhibit large deviations from the existing theoretical equations; for example, the theoretical equation of Phan-Thien and Pham underpredicts the relative viscosity of concentrated emulsions by a large amount. The equation proposed in this work describes the experimental viscosity data of different emulsion systems remarkably well. Copyright 2000 Academic Press.
提出了N. 潘天和D. C. 范(《非牛顿流体力学杂志》72卷,305页,1997年)方程的一种新的修正形式,用于描述近球形液滴乳液的粘度-浓度行为。根据大量关于浓乳液的实验数据,对所提出的方程以及其他现有的理论方程进行了评估,这些实验数据涵盖了广泛的分散相到连续相粘度比范围(4.15×10⁻³至1.17×10³)。总体而言,实验数据与现有的理论方程存在较大偏差;例如,潘天和范的理论方程对浓乳液的相对粘度预测值大幅偏低。本文提出的方程能非常好地描述不同乳液体系的实验粘度数据。版权所有2000年,学术出版社。