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A microstretch continuum approach to model dielectric elastomers

机译:模型电介质弹性体的微纹连续管方法

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摘要

A continuum model for dielectric elastomers is proposed on the basis of a micromorphic theory of electroelasticity. A biaxial microstretch deformation is considered to describe macrostretch and electric polarization due to applied mechanical loads and electric fields. A statistical isotropic condition is exploited to express the dependence of strain tensors on microstretch, and the equilibrium balance laws are given for micro- and macrodeformation and the electric potential. A one-dimensional problem is formulated to model a layer of dielectric elastomer subject to electric potential and mechanical traction. Some numerical results are obtained, which show consistence with the expected electroelastic physical behavior of such structures.
机译:基于微观的电弹性理论,提出了一种用于介电弹性体的连续模型。 考虑一种双轴微螺纹变形以描述由于应用的机械负载和电场引起的宏观凝集和电极化。 利用统计各向同性条件以表达应变张量对微三rretch的依赖性,并且给出了微型和越野和电势的平衡平衡定律。 配制成模拟致电电位和机械牵引的介电弹性体层的一维问题。 获得了一些数值结果,其显示了与这种结构的预期电弹性物理行为一致。

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