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An electromechanically coupled micro-sphere framework: Application to the finite element analysis of electrostrictive polymers

机译:机电耦合的微球框架:在电致伸缩聚合物有限元分析中的应用

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The number of industrial applications of electroactive polymers (EAPs) is increasing and, consequently, the need for reliable modelling frameworks for such materials as well as related robust simulation techniques continuously increases. In this context, we combine the modelling of non-linear electroelasticity with a computational micro-sphere formulation in order to simulate the behaviour of EAPs. The micro-sphere approach in general enables the use of physics-based constitutive models like, for instance, the so-called worm-like chain model. By means of the micro-sphere formulation, scalar-valued micromechanical constitutive relations can conveniently be extended to a three-dimensional continuum setting. We discuss several electromechanically coupled numerical examples and make use of the finite element method to solve inhomogeneous boundary value problems. The incorporated material parameters are referred to experimental data for an electrostrictive polymer. The numerical examples show that the coupled micro-sphere formulation combined with the finite element method results in physically sound simulations that mimic the behaviour of an electrostrictive polymer.
机译:电活性聚合物(EAP)在工业上的应用数量正在增加,因此,对于此类材料以及相关的可靠模拟技术的可靠建模框架的需求也在不断增加。在这种情况下,我们将非线性电弹性建模与计算性微球公式结合起来,以模拟EAP的行为。通常,微球方法允许使用基于物理的本构模型,例如所谓的蠕虫状链模型。通过微球公式化,标量值的微机械本构关系可以方便地扩展到三维连续体设置。我们讨论了几个机电耦合的数值示例,并利用有限元方法解决了不均匀边值问题。所结合的材料参数参考电致伸缩聚合物的实验数据。数值示例表明,耦合的微球配方与有限元方法相结合,可以产生模拟电致伸缩聚合物行为的物理模拟。

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