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Prediction of the twisting moment and axial force in a circular rubber cylinder for combined extension and torsion based on the logarithmic strain approach

机译:基于对数应变法的圆形加长扭转扭转橡胶圆筒的扭转力矩和轴向力预测

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摘要

The scope of the present work is the application of a particular class of strain energy function, based on the logarithmic strain, for the prediction of the twisting moment and axial force of a rubber circular cylinder under combined extension and torsion. The strain energy function involves four material parameters three of which are determined by fitting Published experimental data from simple tensile and compression tests of natural rubber. One of the parameters of the proposed model has physical meaning, and it is equal to one ninth Of the initial modulus of elasticity of the material. Hence, the number of unknown parameters is reduced to three. The logarithmic strain energy function is then applied to a combined extension and torsion problem of a rubber circular cylinder to check its performance for more complicated deformations. The results are compared with corresponding experimental and theoretical solutions available in the literature to validate the proposed model. It is found that the proposed strain energy function apart from predicting the common modes of deformations is also capable to determine more complicated types of deformation. (c) 2008 Wiley Periodicals, Inc.
机译:本工作的范围是基于对数应变的一类特殊的应变能函数的应用,用于预测橡胶圆柱体在组合伸展和扭转作用下的扭转力矩和轴向力。应变能函数涉及四个材料参数,其中三个参数是通过拟合来自天然橡胶的简单拉伸和压缩测试的已发布实验数据确定的。所提出模型的参数之一具有物理意义,并且等于材料的初始弹性模量的九分之一。因此,未知参数的数量减少到三个。然后将对数应变能函数应用于橡胶圆柱体的延伸和扭转问题,以检查其性能以应对更复杂的变形。将结果与文献中可用的相应实验和理论解决方案进行比较,以验证所提出的模型。发现,除了预测变形的共同模式之外,所提出的应变能函数还能够确定更复杂的变形类型。 (c)2008 Wiley期刊公司

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