表征复杂流体流变特性的材料函数

Broboană Diana, Ionescu Cristina Sorana, Bălan Corneliu
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引用次数: 1

摘要

该工作报告了复杂流体流变学的实验研究在图案表面的存在。本研究的目的是探索一种新的程序来检测可能存在壁耗尽的剪切率域。测量是用Anton-Paar MC301旋转流变仪在简单剪切中进行的,样品(黄原坦溶液和油脂)位于光滑板和特殊制造的底部板之间。在测试配置中,样品的流变行为由两个材料函数表征:(i)流动曲线$\sigma(\dot{\gamma})$和(ii)粘度差$\boldsymbol{\eta}_{d}=\boldsymbol{d} \sigma / \boldsymbol{d} \dot{\gamma}$,其中$\sigma$为剪切应力,$\dot{\gamma}$为剪切速率。实验数据显示了一个不稳定区域,这与流动曲线的平台和壁面可能出现的明显滑移有关。还讨论了屈服应力的存在性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Material Functions to Characterize the Rheometry of Complex Fluids
The work reports the experimental investigations of complex fluids rheometry in the presence of patterned surfaces. The goal of the study is to explore a novel procedure to detect the shear rates domain where possible wall depletion might be present. The measurements are performed in simple shear with the Anton-Paar MC301 rotational rheometer, the samples (xantan solution and grease) being located between a smooth plate and a special manufactured lower plate patterned with pillars. The rheological behavior of the samples in the tested configurations are characterized by two material functions: (i) the flow curve $\sigma(\dot{\gamma})$ and (ii) the differential viscosity $\boldsymbol{\eta}_{d}=\boldsymbol{d} \sigma / \boldsymbol{d} \dot{\gamma}$, where $\sigma$ is the shear stress and $\dot{\gamma}$ is the shear rate. The experimental data put in evidence an instability region, which is related to the plateau of the flow curve and possible apparent slip at the walls. The existence of the yield stress is also discussed.
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