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Constitutive modeling of size effect on deformation behaviors of amorphous polymers in micro-scaled deformation

机译:微观变形中尺寸对非晶态聚合物变形行为影响的本构模型

摘要

With the advantages of high-formability, low-cost and unique physical properties, polymers have been widely used in microforming of polymeric components for a large scale of applications in many fields including micro-optics, microfluidic and sensors, etc. In micro-scale, the deformation behaviors of polymers are observed to be size-dependent. Conventional constitutive models of polymers, however, cannot predict and represent those size-dependent behaviors well. To address this issue, a constitutive model with consideration of size effect for amorphous polymers in micro-scale was developed in this research. Firstly, on the basis of the couple stress theory, the impact of rotational gradients was taken into consideration and a strain gradient “elastic-viscoplastic” constitutive model was proposed to quantitatively describe the size-dependent behaviors of amorphous polymers in micro-scale. After that, four point micro-bending experiments were implemented on poly (methyl methacrylate) (PMMA) films with thickness varying from the millimeter scale to micrometer scale. The size effect of PMMA in micro-scale was further illustrated and the proposed strain gradient “elastic-viscoplastic” model was finally validated and verified for the capability of modeling of the size effect of amorphous polymers in micro-scaled deformation. This research thus advances the understanding of the size effect and the strain gradient based mechanical behaviors of amorphous polymers and facilitates its applications in industries.
机译:凭借高可成型性,低成本和独特的物理特性的优势,聚合物已广泛用于聚合物组件的微成型中,从而在微光学,微流体和传感器等许多领域中得到了广泛的应用。 ,观察到聚合物的变形行为与尺寸有关。然而,聚合物的常规本构模型不能很好地预测和表示那些尺寸依赖性的行为。为了解决这个问题,本研究开发了一种本构模型,该模型考虑了无定形聚合物在微观尺度上的尺寸效应。首先,基于偶应力理论,考虑了旋转梯度的影响,提出了应变梯度“弹粘塑性”本构模型,定量描述了非晶态聚合物的尺寸依赖性行为。之后,在厚度从毫米级到微米级变化的聚(甲基丙烯酸甲酯)(PMMA)膜上进行了四点微弯曲实验。进一步说明了PMMA在微观尺度上的尺寸效应,并最终验证并验证了所提出的应变梯度“弹黏塑性”模型,并具有建模无定形聚合物在微观尺度变形中的尺寸效应的能力。因此,这项研究提高了对非晶聚合物的尺寸效应和基于应变梯度的力学行为的理解,并促进了其在工业中的应用。

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