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Integration of finite element analysis and design of experiment for the investigation of critical factors in rubber pad forming of metallic bipolar plates for PEM fuel cells

机译:PEM燃料电池金属双极板橡胶垫成型关键因素研究的有限元分析与实验设计的集成

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In the present study, rubber pad forming process of metallic bipolar plates of PEM fuel cells is investigated. A 3D finite element model of the process with damage initiation criterion is developed. Design of Experiment (factorial design method) is used to find the key parameters of the forming process and their optimal levels. The required input data of the factorial design method is provided by the output results of the finite element model. The finite element results show that the thickness distribution in the formed bipolar plate is not uniform. Also, the corners of the micro-channels are the regions in which the damage initiation criteria (the von Mises stress and the plastic strain) reach maximum values. The design of experiments shows that the outer corner radius, draft angle, and the friction coefficient are the most critical parameters in the forming process. The optimal values for the draft angle, the outer corner radius, and the friction coefficient are found as 40, 0.4 mm, and 0.05, respectively. Finally, some experimental tests are performed to validate the results of the finite element simulations and the design of experiments. (C) 2016 Hydrogen Energy Publications LLC. Published by Elsevier Ltd. All rights reserved.
机译:在本研究中,研究了PEM燃料电池的金属双极板的橡胶垫形成过程。建立了具有损伤起始准则的过程的3D有限元模型。实验设计(分项设计方法)用于查找成型过程的关键参数及其最佳水平。阶乘设计方法所需的输入数据由有限元模型的输出结果提供。有限元结果表明,所形成的双极板的厚度分布不均匀。同样,微通道的拐角处是损伤起始标准(冯·米塞斯应力和塑性应变)达到最大值的区域。实验设计表明,外圆角半径,拔模角和摩擦系数是成形过程中最关键的参数。拔模角,外角半径和摩擦系数的最佳值分别为40、0.4 mm和0.05。最后,进行了一些实验测试,以验证有限元模拟和实验设计的结果。 (C)2016氢能出版物有限公司。由Elsevier Ltd.出版。保留所有权利。

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