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A method to analyse the nonlinear dynamic behaviour of rubber components using standard FE codes

机译:使用标准FE代码分析橡胶部件非线性动力学行为的方法

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摘要

For filled elastomers damping is caused by two different mechanisms at material level, resulting in viscous (rate dependent) and frictional (amplitude dependent) damping respectively. In the one-dimensional case this can be modelled with a rheological model consisting of a viscoelastic component coupled in parallel with an elastoplastic component according to Fig. 1. Constitutive models for rubber used in standard FE codes are usually either hyperelastic or viscoelastic. Elastoplastic models, needed to model the frictional damping, are also normally supplied in order to model the plastic behaviour of highly stressed metal. The aim of this work is to propose an FE procedure that is able to represent the dynamic behaviour of rubber materials including both rate and amplitude dependence as well as nonlinear elastic behaviour. The overlay method offers a method to obtain such a model using only the already implemented constitutive models in standard FE codes. The result is an FE model corresponding to the one-dimensional generalized rheological viscoplastic model discussed in Section 1.
机译:对于填充的弹性体,阻尼是由材料级别上的两种不同机制引起的,分别导致了粘性(取决于速率)和摩擦(取决于振幅)的阻尼。在一维情况下,可以用流变模型进行建模,该流变模型由粘弹性组分与弹塑性组分并联组成(如图1所示)。标准FE代码中使用的橡胶本构模型通常是超弹性或粘弹性的。通常还提供建模摩擦阻尼所需的弹塑性模型,以便对高应力金属的塑性行为进行建模。这项工作的目的是提出一种有限元程序,该程序能够表示橡胶材料的动态行为,包括速率和幅度依赖性以及非线性弹性行为。覆盖方法提供了一种仅使用标准FE代码中已经实现的本构模型来获得这种模型的方法。结果是对应于第1节中讨论的一维广义流变粘塑性模型的有限元模型。

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