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Rate dependent finite deformation of magneto-active polymers

机译:磁活性聚合物的速率依赖性有限变形

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摘要

Magneto-active polymers (MAPs), composed of polymer matrices and magnetic filler particles, are smart materials that deform quickly in an external magnetic field. The ability to produce large deformation of MAPs makes these materials promising for actuators and sensors. Due to the viscoelasticity of the polymer matrices, MAPs usually demonstrate rate-dependent dynamic properties. However, very few models of coupled magnetic field and viscoelasticity in MAPs exist in the literature, and even fewer are capable of reliable predictions. Starting from nonequilibrium thermodynamics, a field theory is developed to fully couple the finite-deformation viscoelasticity and magneto statics of MAPs. The theory provides a guideline for experimental characterization of MAPs, and most material laws are readily applicable in this framework. A specific material model is prescribed for an idealized MAP. As demonstrations, numerical examples are implemented on the responses of the MAP in response to both uniform and nonuniform magnetic fields. In the non-viscous limit, our theory recovers a model for elastic MAPs, and is capable of capturing instability phenomena observed in the experiments.
机译:由聚合物基质和磁性填充颗粒组成的磁性活性聚合物(MAPS)是智能材料,其在外部磁场中快速变形。产生大变形的地图的能力使得这些材料对执行器和传感器有前途。由于聚合物基质的粘弹性,图通常展示率依赖性动态性质。然而,在文献中,在地图中非常少,在地图中存在耦合磁场和粘弹性的模型,并且能够更少的预测能力。从非正动力学开始,开发了一种领域理论,以完全耦合的地图的有限变形粘弹性和磁化静态静态。该理论提供了地图实验表征的指导,大多数材料法在本框架中很容易适用。针对理想化的地图规定了特定的材料模型。作为示范,响应于均匀和非均匀磁场,在地图的响应上实现数值示例。在非粘性极限中,我们的理论恢复了弹性图的模型,并且能够捕获在实验中观察到的不稳定现象。

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