不同应变下氯丁橡胶垫片超弹性模型的对比分析

R. F. Latif, Nadeem Shafi Khan
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引用次数: 0

摘要

泄漏不仅增加了成本,而且对人员、机器和环境的安全也构成了巨大的威胁。密封件和垫圈已经发展成为解决泄漏问题的完美方案。在各种类型的垫片中,超弹性垫片由于其特有的优势,长期以来在工业和家用电器中保持着主导地位。超弹性是由理想弹性材料的本构模型定义的,其中应力和应变的关系来源于用“W”表示的应变能密度函数——一个标量,给出了材料的应变能密度与其变化率的关系。解释超弹性的本构模型包括较早的Neo-Hookean、Generalized Rivlin和Mooney-Rivlin模型,以及blazz - ko、Ogden和Arruda-Boyce模型。所有这些模型都是通过对W的不同解释来表达的。在上述本构模型中使用的模型的选择取决于材料类型和几何和载荷剖面,以便有效地预测行为和结果。本文对Mooney Rivlin、Ogden、Blatz-Ko、Yeoh、Gent、Polynomial和Arruda Boyce模型的不同变体的16种超弹性模型进行了比较分析。在本研究中,应用上述超弹性模型来研究氯丁橡胶垫片在单轴拉伸载荷下的行为。在实验数据较少或没有实验数据的情况下,确定了一个具有合理精度和安全裕度的超弹性本构模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparative Analysis of Various Hyperelastic Models for Neoprene Gasket at Ranging Strains
Leakages not only add to the cost, they are also a great threat to the safety of men, machines and the environment as well. Seals and gaskets have evolved as a perfect solution to the problem of leakages. Amongst the various types of gaskets, hyperelastic gaskets have long maintained their dominance in the industrial as well as domestic appliances because of their characteristic advantages. Hyperelasticity is defined for ideally elastic materials by constitutive models where the relations of stress and strain are derived from the strain energy density function denoted by ‘W’ - a scalar-valued quantity that gives the relationship of a material’s strain energy density to its rate of deformation. The constitutive models that explain hyperelasticity, include older Neo-Hookean, Generalized Rivlin and Mooney-Rivlin models as well as Blatz-Ko, Ogden and Arruda-Boyce models. All these models are expressed through different interpretations of W . The selection of the model to be used amongst the mentioned constitutive models depends upon the types of materials and geometric and loading profiles for effective prediction of behavior and results. An effort has been made to present a comparative analysis of 16 hyperelastic models, which are different variants of Mooney Rivlin, Ogden, Blatz-Ko, Yeoh, Gent, Polynomial and Arruda Boyce models. In this study, the above-mentioned hyperelastic models are applied to examine the behavior of a neoprene gasket under uniaxial tensile loading. The study is concluded with determining a hyperelastic constitutive model that predicts with reasonable exactness and safety margin when less or no experimental data is available for the neoprene gasket.
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