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Finite element modelling of the mechanical behaviour of vitreous starch/protein composite

机译:玻璃淀粉/蛋白质复合材料力学行为的有限元建模

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This study deals with the identification of the complete set of mechanical parameters associated to elasticity, plasticity and failure of starch-zein composites. The approach is based on three-point bending experiments and a finite element (FE) simulation approach. FE simulation of three-point bending test is implemented using a simple elastoplastic model. The identification of the mechanical parameters is handled using an optimisation technique based on a error-gradient method. The purpose of the optimisation is to compute the set of mechanical parameters that makes the best match between the FE and the experimental results. In the first linear part of the force-deflection curve, a unique Young's modulus value is predicted assuming isotropic behaviour for all studied samples. In the plasticity part, two quantities namely tangent modulus and yield stress are suggested to describe the plasticity behaviour of the starchy composites. Failure possibility is assessed using maximum strain criterion, where failure probability distribution within the sample is computed. The predicted results show that the simple elastoplastic model is a realistic model to describe the mechanical behaviour of the starchy composite up to failure. Different distributions of failure probability are predicted depending on which strain component is used to assess the failure possibility.
机译:这项研究的目的是确定与淀粉-玉米蛋白复合材料的弹性,可塑性和破坏相关的完整的机械参数。该方法基于三点弯曲实验和有限元(FE)模拟方法。使用简单的弹塑性模型进行三点弯曲测试的有限元模拟。使用基于误差梯度法的优化技术来处理机械参数的识别。优化的目的是计算一组机械参数,使FE和实验结果之间达到最佳匹配。在力-挠度曲线的第一个线性部分中,假设所有研究样品的各向同性行为,可以预测唯一的杨氏模量值。在可塑性部分,提出了两个量,即切线模量和屈服应力来描述淀粉复合材料的可塑性行为。使用最大应变准则评估失效可能性,其中计算样本内的失效概率分布。预测结果表明,简单的弹塑性模型是描述淀粉复合材料直至断裂的力学行为的现实模型。根据使用哪个应变分量评估故障可能性,可以预测故障概率的不同分布。

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