磁流变阀设计的Bingham-papanastasiou与近似平行模型比较

D. Grivon, Y. Civet, Z. Pataky, Y. Perriard
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引用次数: 5

摘要

磁流变流体(MRFs)是一种智能材料,其物理性质可以通过激发磁场来控制。磁流变系数被描述为宾厄姆塑料与可变磁场依赖的屈服应力。由于其独特的特性,磁流变液已被广泛用于实现可控的功耗器件,其中包括无运动部件的调节阀。基于MRF的阀门最常用的配置是流体通过环形管道流动。这种阀门的概念意味着要处理不同的物理。特别是磁路的设计和验证通常采用有限元分析的方法,而管道的几何尺寸通常采用基于平行板间流体流动的近似公式。在提出的工作,一个完整的和详细的推导的分析模型进行了讨论,以描述流动的磁流变液通过环空使用近似平行板几何。然后,选择Bingham-Papanastasiou正则化作为均值,准确描述市购磁流变液的连续非线性屈服应力和剪切黏度,并将其实现到有限元软件中。这一步允许建立一个完整的多物理场问题,用于设计基于mrf的设备。然后比较了分析模型和有限元分析的结果,并验证了所提出方法的不同步骤。
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Bingham-papanastasiou and approximate parallel models comparison for the design of magneto-rheological valves
Magneto-Rheological Fluids (MRFs) are smart materials whose physical properties can be controlled by an exciting magnetic field. MRFs are described as Bingham plastics with variable magnetic field dependent yield stress. Thanks to their particular features, MRFs have been largely employed to realize controllable power dissipating devices and, among them, regulable valves without moving parts. The most commonly configuration used for MRF based valves consists on fluid flow through an annular duct. The conception of such valves implies to deal with different physics. In particular, the magnetic circuit is usually designed and verified by mean of FE (Finite Element) analysis, while the duct geometry is usually dimensioned using an approximated formula based on fluid flow between parallel plates. In the presented work, a complete and detailed derivation of the analytical model is discussed in order to describe the flow of MRFs through an annulus using an approximate parallel plate geometry. Successively, the Bingham-Papanastasiou regularization is chosen as the mean to accurately describe the continuous non-linear yield stress and shear dependent viscosity of a commercially available MRF and it is then implemented into a FE software. This step allows to built a complete multiphysics problem for the design of MRFs based devices. Results obtained from the analytical model and FE analysis are then compared and the different steps in the proposed approaches are validated.
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