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首页> 外文期刊>Bulletin of the American Physical Society >APS -APS March Meeting 2017 - Event - Poking pre-tensed elastic membranes: Regularization via a singularity
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APS -APS March Meeting 2017 - Event - Poking pre-tensed elastic membranes: Regularization via a singularity

机译:APS -APS 2017年3月会议-活动-戳张预紧的弹性膜:通过奇异性进行正则化

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摘要

Indentation of thin elastic membranes is increasingly being used as a method of determining not only the elastic properties, but also the surface energy of such solids. Inspired by the indentation metrology of graphene and other very thin solids, which typically use an atomic force microscope or other small scale indenter, we study the idealized problem of the indentation of a pre-tensed elastic membrane. As might be expected, the limit of a point indenter has a singular stress field close to the point of indentation. However, this singularity is important for properly understanding the case of an indenter of small, but finite, size, and also regularizes an apparent softening of membranes as the indenter size shrinks. We then show that many previous experiments lie in an intermediate regime where the use of approximate analytical results leads to large relative errors and suggest how these problems might be avoided experimentally.
机译:越来越多地将薄的弹性膜压痕用作确定这种固体的弹性特性和表面能的方法。受石墨烯和其他非常薄的固体(通常使用原子力显微镜或其他小型压头)的压痕计量学的启发,我们研究了预张紧的弹性膜压痕的理想化问题。不出所料,点压头的极限在压痕点附近有一个奇异的应力场。但是,这种奇异性对于正确理解较小但有限尺寸的压头的情况非常重要,并且随着压头尺寸的缩小,还可以规整膜的明显软化。然后,我们表明许多以前的实验都处于中间状态,其中使用近似分析结果会导致较大的相对误差,并建议如何通过实验避免这些问题。

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