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New generalized Newtonian fluid models for quantitative description of complex viscous behavior in shear flows

机译:用于剪切流量复杂粘性行为的定量描述的新的全新牛顿流体模型

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摘要

Two semiempirical models of generalized Newtonian fluid are discussed. Special attention was focused on the stress dependent model based on the free volume theory. However, the strain-rate dependent model in form of a modified viscosity function resulting from Oldroyd equation is also presented. Both models (along with specific cases) reflecting pseudoplastic or dilatant behavior of liquids in shear flows are generalized to multimode models (defined as products of two or more basic models), which are able to describe quantitatively the behavior of more complex systems, for example, systems with pseudoplastic and dilatant properties in different shear stress (shear rate) ranges. A number of practical examples for viscosity curves of non-Newtonian fluids described by these models are given. The questions of inverse models and model efficiency are also discussed. POLYM. ENG. SCI., 58:1446-1455, 2018. (c) 2017 Society of Plastics Engineers
机译:讨论了两种通用牛顿流体的半级模型。 基于自由量理论,特别关注应力依赖模型。 然而,还提出了由古罗陶方程产生的改进的粘度函数形式的应变率依赖性模型。 反映剪切流中液体的假塑料或稀释剂行为的两种模型(以及特定情况)都是全能模型(定义为两个或更多个基本模型的产品),其能够定量描述更复杂系统的行为,例如 ,具有不同剪切应力(剪切速率)范围的假塑性和膨胀性能的系统。 给出了这些模型描述的非牛顿流体的粘度曲线的许多实际例子。 还讨论了逆模型和模型效率的问题。 聚合物。 eng。 SCI。,58:1446-1455,2018。(c)2017年塑料工程师协会

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