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The role of constitutive relation in the stability of hyper-elastic spherical membranes subjected to dynamic inflation

机译:本构关系在动态膨胀下超弹性球形膜稳定性中的作用

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摘要

In this work the mechanical response of hyper-elastic spherical membranes subjected to dynamic inflation is revisited. Specifically, a comprehensive analysis on the role that the constitutive behaviour of the material has on the mechanical stability of the membrane has been developed. Six different strain-energy functions, frequently used to approximate the constitutive behaviour of elastomeric solids, have been considered: three of the Mooney-Rivlin class and three of the Ogden class. For all the constitutive models used, the material parameters have been obtained from Bucchi and Hearn (2013a, 2013b), where the same set of experimental results was used to calibrate the models. We show that essential features of the dynamic response of the spherical shell are closely related to the strain-energy function selected to describe the constitutive behaviour of the membrane. As reported by Bucchi and Hearn (2013a, 2013b), this issue is frequently overlooked within the literature since too often only one strain-energy function is used to address this type of dynamic problems. (C) 2015 Elsevier Ltd. All rights reserved.
机译:在这项工作中,重新讨论了承受动态膨胀的超弹性球形膜的机械响应。具体地,已经开发了关于材料的本构行为对膜的机械稳定性的作用的综合分析。已经考虑了六个不同的应变能函数,这些函数通常用于近似弹性体的本构行为:三个是Mooney-Rivlin类,另一个是Ogden类。对于所有使用的本构模型,材料参数均来自Bucchi和Hearn(2013a,2013b),其中使用了相同的实验结果集来校准模型。我们表明,球形壳动力响应的基本特征与选择用来描述膜的本构行为的应变能函数密切相关。正如Bucchi和Hearn(2013a,2013b)所报道的那样,由于在很多情况下仅使用一种应变能函数来解决此类动态问题,因此该问题在文献中经常被忽略。 (C)2015 Elsevier Ltd.保留所有权利。

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