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Microstructure Simulation and Constitutive Modelling of Magnetorheological Fluids Based on the Hexagonal Close-packed Structure

机译:基于六方密堆积结构的磁流变液的组织模拟与本构模型

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摘要

This paper presents a new constitutive model of high particles concentrated magnetorheological fluids (MRFs) that is based on the hexagonal close-packed structure, which can reflect the micro-structures of the particles under the magnetic field. Firstly, the particle dynamic simulations for the forces sustained by carbonyl iron powder (CIP) particles of MRFs are performed in order to investigate the particles chain-forming process at different time nodes. Subsequently, according to the force analyses, a hexagonal close-packed structure, which differs from the existing single-chain structure and body-cantered cubic structure, is adopted to formulate a constitutive model of MRFs with high concentration of the magnetic-responsive particles. Several experiments are performed while considering crucial factors that influence on the chain-forming mechanism and, hence, change the field-dependent shear yield stress in order to validate the proposed model. These factors include the magnetic induction intensity, volume fraction and radius of CIP particles, and surfactant coating thickness. It is shown that the proposed modeling approach can predict the field-dependent shear yield stress much better than the single-chain model. In addition, it is identified that the shear yield stress is increased as the particle volume fraction increases and surfactant coating thickness decreases. It is believed that the proposed constitutive model can be effectively used to estimate the field-dependent shear yield stress of MRFs with a high concentration of iron particles.
机译:本文提出了一种新的基于六方密堆积结构的高颗粒浓缩磁流变液(MRF)的本构模型,该模型可以反映磁场下颗粒的微观结构。首先,对MRF的羰基铁粉(CIP)颗粒所承受的力进行了颗粒动力学模拟,以研究在不同时间节点的颗粒链形成过程。随后,根据受力分析,采用六边形密堆积结构,该结构不同于现有的单链结构和体心立方结构,以建立具有高浓度磁响应粒子的MRF的本构模型。在考虑影响链形成机理的关键因素并因此改变依赖于现场的剪切屈服应力的条件下进行了几次实验,以验证所提出的模型。这些因素包括磁感应强度,CIP颗粒的体积分数和半径以及表面活性剂涂层的厚度。结果表明,与单链模型相比,所提出的建模方法可以更好地预测与场有关的剪切屈服应力。另外,可以确定的是,剪切屈服应力随着颗粒体积分数的增加和表面活性剂涂层厚度的减小而增加。可以认为,所提出的本构模型可以有效地用于估计高浓度铁颗粒的MRF的场相关剪切屈服应力。

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