纤维增强热塑性薄板的弯曲

T.A. Martin, D. Bhattacharyya, I.F. Collins
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引用次数: 51

摘要

当将连续纤维增强热塑性塑料(CFRT)片材形成三维构件时,由于纤维在其平面内沿纤维方向严重地约束了变形,因此为了适应面外弯曲,可能需要进行交叉剪切。此外,热成型在高温下进行,使熔融的基质聚合物变成流体。这两个因素在分析任何热塑性复合材料的成形过程中都是至关重要的。本文研究了在恒定高温下将单向Plytron®(一种玻璃纤维增强聚丙烯复合材料,最初由英国ICI公司开发)板材成型为v型弯管的过程,并将实验结果与用单族不可拉伸纤维增强的不可压缩牛顿流体的平面应变弯曲解析模型预测的结果进行了比较。研究了带钢成形时的形状、温度和成形速度对成形载荷的影响。本研究的一个主要结论是,Plytron板材在其熔融范围内形成时表现出粘弹性响应,并且通过降低温度来增加弹性程度,从而可以减少纤维的不稳定性。该理论模型为评估复合材料板的有效纵向粘度、成形速度和冲孔几何形状对弯曲应力的影响提供了有用的结果,并突出了牛顿流体模型与实际材料响应的局限性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bending of fibre-reinforced thermoplastic sheets

When forming continuous fibre-reinforced thermoplastic (CFRT) sheets into three-dimensional components, interply shearing may be necessary in order to accommodate the out-of-plane bending because the fibres severely constrain the deformation along the fibre directions within their planes. Furthermore, thermoforming takes place at elevated temperatures so that the molten matrix polymer becomes fluid. These two factors are of prime importance in analysing any forming process with thermoplastic composite materials. This paper examines the process of forming unidirectional Plytron® (a glass fibre-reinforced polypropylene composite, originally developed by ICI, UK) sheets into V-bends at a constant elevated temperature, and compares the experimental results with those predicted by an analytical model for plane strain bending of an incompressible Newtonian fluid reinforced with a single family of inextensible fibres. The shape of a strip as it is formed, the effects of temperature and forming speed on the forming loads are also investigated. A major conclusion from this study is that Plytron sheets demonstrate a viscoelastic response when formed within their melting range and the degree of elasticity is increased by reducing the temperature, which, in turn, can reduce the fibre instability. The theoretical model provides useful results for evaluating the effective longitudinal viscosity of the composite sheet, the effects of forming speed and punch geometry on the bending stresses and also highlights the limitations of a Newtonian fluid model in comparison with the actual material response.

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