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A multi-field finite element approach for the modelling of fibre-reinforced composites with fibre-bending stiffness

机译:具有纤维抗弯刚度的纤维增强复合材料建模的多域有限元方法

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The implementation of an enhanced modelling approach for fibre-reinforced composites is presented which may, in addition to the directional dependency induced by the fibres, allow the capturing of the fibre-bending stiffness. The theoretical framework is based on the introduction of higher-order gradients of the motion function as additional arguments of the energy function such that size effects can be taken into account. However, the application of higher-order gradients within a finite element framework requires particular care with respect to continuity requirements. In this contribution the usage of a mixed-type multi-field finite element formulation and the fulfilment of the continuity requirement only in a weak sense is proposed. Based on a particular specification of the energy function representative boundary value problems are discussed to assess the model's properties. It is then shown that a model which is based on one additional invariant compared to the classic structural tensor approach allows, in principle, to incorporate effects which are due to the fibre-bending stiffness. (C) 2017 Elsevier B.V. All rights reserved.
机译:提出了用于纤维增强的复合材料的增强的建模方法的实现,该方法除了由纤维引起的方向依赖性之外,还可以捕获纤维弯曲的刚度。该理论框架基于引入运动函数的高阶梯度作为能量函数的附加参数,从而可以考虑尺寸效应。但是,在有限元框架内应用高阶梯度需要特别注意连续性。为此,提出了使用混合型多域有限元公式和仅在弱意义上满足连续性要求的建议。基于能量函数的特定规范,讨论了代表边值问题,以评估模型的属性。然后表明,与经典的结构张量方法相比,基于一个附加不变性的模型原则上可以合并由于纤维弯曲刚度引起的影响。 (C)2017 Elsevier B.V.保留所有权利。

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