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Buckling in serpentine microstructures and applications in elastomer-supported ultra-stretchable electronics with high areal coverage

机译:具有高面积覆盖的弹性体支撑的超可拉伸电子器件中的蛇形微观结构和应用

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摘要

Lithographically defined electrical interconnects with thin, filamentary serpentine layouts have been widely explored for use in stretchable electronics supported by elastomeric substrates. We present a systematic and thorough study of buckling physics in such stretchable serpentine microstructures, and a strategic design of serpentine layout for ultra-stretchable electrode, via analytical models, finite element method (FEM) computations, and quantitative experiments. Both the onset of buckling and the postbuckling behaviors are examined, to determine scaling laws for the critical buckling strain and the limits of elastic behavior. Two buckling modes, namely the symmetric and anti-symmetric modes, are identified and analyzed, with experimental images and numerical results that show remarkable levels of agreement for the associated postbuckling processes. Based on these studies and an optimization in design layout, we demonstrate routes for application of serpentine interconnects in an ultra-stretchable electrode that offer, simultaneously, an areal coverage as high as 81%, and a biaxial stretchability as large as ~170%.
机译:具有薄的丝状蛇形布局的光刻定义的电气互连已被广泛探索,以用于由弹性体基底支撑的可拉伸电子设备。我们通过分析模型,有限元方法(FEM)计算和定量实验,对这种可拉伸蛇形微结构中的屈曲物理学进行了系统而透彻的研究,并为超可拉伸电极设计了蛇形布局的策略设计。检查屈曲的开始和屈曲后的行为,以确定临界屈曲应变的比例定律和弹性行为的极限。识别并分析了两种屈曲模式,即对称和反对称模式,其实验图像和数值结果显示了相关的后屈曲过程的显着一致性。基于这些研究和设计布局的优化,我们演示了蛇形互连在超可拉伸电极中的应用途径,该途径可同时提供高达81%的面覆盖率和高达〜170%的双轴拉伸性。

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