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The modified Jeffreys model approach for elasto-viscoplastic thixotropic substances

机译:弹-粘塑性触变物质的改进Jeffreys模型方法

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摘要

In this work, a new constitutive model for thixotropic fluids is proposed via a formal analysis of their functional forms. The constitutive model for thixotropic substances is basically composed by a set of two equations: a constitutive equation based on viscoelastic models and a rate equation (an equation related to the evolution of the micro-structural character of the substance). The constitutive equations, in many works, do not have taken into account in the dynamical principles from which is developed the micro-structural dependence of shear modulus and viscosity. To aim this fault, in the current study a new constitutive model (based on Jeffreys model) is proposed, in coherence with expected behavior for thixotropic fluids. In addition a special emphasis has been given to the structural nature of substances (based on coagulation theory of Smoluchowski) and thermodynamic consistency. The proposed model for thixotropic fluids takes into account a simple isothermal laminar shear flows and some important aspects of that are explored. (C) 2015 Elsevier B.V. All rights reserved.
机译:在这项工作中,通过对其功能形式的形式分析,提出了一种新的触变本构模型。触变物质的本构模型基本上由两个方程组成:基于粘弹性模型的本构方程和速率方程(与物质的微观结构特征演变相关的方程)。在许多工作中,本构方程并未在动力学原理中予以考虑,动力学原理是从中得出的,剪切模量和粘度的微观结构相关性。为了解决这个问题,在本研究中,提出了一种新的本构模型(基于Jeffreys模型),并与触变流体的预期行为保持一致。此外,还特别强调了物质的结构性质(基于Smoluchowski的凝聚理论)和热力学一致性。提出的触变流体模型考虑了简单的等温层流剪切流,并探讨了其中的一些重要方面。 (C)2015 Elsevier B.V.保留所有权利。

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