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Plasticity-controlled failure of fibre-reinforced thermoplastics

机译:纤维增强热塑性塑料的可塑性控制失效

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Flow-induced fibre orientation generally causes anisotropy in the mechanical response of short fibre reinforced thermoplastics. In this manuscript, this anisotropy is studied for a wide selection of fibre-reinforced thermoplastics, focusing on the strain-rate dependence of the strength, and its relation to the stress-dependence of the lifespan under static load (creep rupture). It is demonstrated that, for short- as well as long-fibre reinforced thermoplastics, the influence of fibre-orientation and applied strain-rate on the tensile strength can be multiplicatively decomposed; the response is factorizable in load-angle and strain-rate. This factorizability appears to be generic to fibre-reinforced systems, since it is observed regardless of fibre type, fibre length, fibre weight fraction, matrix type and level of interfacial fibre-matrix interaction. The apparent factorisation of fibre-orientation and strain-rate dependence of the fracture stress opens up a possibility to considerably reduce experimental efforts required for composite characterisation. Subsequently, an anisotropic viscoplastic model previously developed by van Erp et al. (2009), is analysed for its capability describe the observed factorizability. This model is expressed in a form of an associated flow rule, which combines the Eyring flow equation, required to describe the strain rate dependence at a reference orientation, with the Hill equivalent stress formulation to capture the load-angle dependence. The model not only describes the load-angle and strain-rate dependence of the tensile strength accurately, but, in combination with a critical strain concept, it also provides accurate predictions of the creep lifetime for different loading angles.
机译:流动诱导的纤维取向通常在短纤维增强热塑性塑料的机械响应中引起各向异性。在该稿件中,针对各种纤维增强热塑性塑料研究了这种各向异性,专注于强度的应变率依赖性,以及其与静态负荷下寿命(蠕变破裂)的应力依赖性的关系。据证明,对于短期以及长纤维增强热塑性塑料,纤维取向和外加应变率对拉伸强度的影响可以被分解乘法;响应是负载角度和应变率的因子。这种因子似乎是通用的纤维增强系统,因为无论纤维型,纤维长度,纤维重量分数,矩阵类型和界面纤维 - 矩阵相互作用的矩阵类型和水平如何,都被观察到。骨折应变的纤维取向和应变率依赖性的表观分解率为显着降低了复合表征所需的实验努力的可能性。随后,由Van ERP等人开发的先前的各向异性粘性模型。 (2009),分析其能力描述了观察到的因子。该模型以相关的流动规则的形式表示,其结合了嘴唇流程方程,所需的是描述参考方向的应变速率依赖性,与山丘等效应力配方以捕获负载角度依赖性。该模型不仅准确地描述了拉伸强度的负载角度和应变速率依赖性,而是与临界应变概念组合,它还提供了用于不同负载角度的蠕变寿命的准确预测。

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