短纤维增强聚合物复合材料的弹热粘塑性各向异性损伤模型

Ge He, Yucheng Liu, D. Bammann, M. Horstemeyer
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引用次数: 4

摘要

通过使用内状态变量(ISV)理论(Horstemeyer和Bammann, 2010),我们开发了一个有限变形各向异性和温度相关的本构模型来预测短纤维增强聚合物(SFRP)复合材料的弹粘塑性和渐进损伤行为。在该模型中,SFRP被认为是一种简单的各向异性等效介质(层),并且SFRP的速率相关塑性行为在三个物理基础isv的帮助下被捕获。引入二阶损伤张量来描述SFRP的各向异性损伤状态,并基于微孔洞/裂纹成核、生长和聚并的损伤机制建立张量损伤演化方程。本文建立的本构模型采用连续介质力学的标准假设,运动学、热力学和动力学在内部是一致的。然后将开发的模型校准为35 wt%的玻璃纤维增强聚酰胺66 (PA66GF-35),用于未来的数值分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Elastothermoviscoplasticity Anisotropic Damage Model for Short Fiber Reinforced Polymer Composites
By using the internal state variable (ISV) theory (Horstemeyer and Bammann, 2010), we developed a finite deformation anisotropic and temperature dependent constitutive model to predict elastoviscoplasticity and progressive damage behavior of short fiber reinforced polymer (SFRP) composites. In this model, the SFRP is considered as a simple anisotropic equivalent medium (lamina), and the rate dependent plastic behavior of the SFRP is captured with the help of three physically-based ISVs. A second-order damage tensor is introduced to describe the anisotropic damage state of the SFRP and the tensorial damage evolution equations are used based on the damage mechanism of micro voids/cracks nucleation, growth and coalescence. The constitutive model developed herein arises employing standard postulates of continuum mechanics with the kinematics, thermodynamics, and kinetics being internally consistent. The developed model is then calibrated to a 35 wt% glass fiber reinforced polyamide 66 (PA66GF-35) for future numerical analyses.
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