Liu Jingzhou, Hui Chung-Yuen, Shen Lulin, Jagota Anand
Department of Theoretical and Applied Mechanics, Cornell University, Ithaca, NY 14853, USA.
J R Soc Interface. 2008 Sep 6;5(26):1087-97. doi: 10.1098/rsif.2007.1336.
Many synthetic bio-inspired adhesives consist of an array of microfibrils attached to an elastic backing layer, resulting in a tough and compliant structure. The surface region is usually subjected to large and nonlinear deformations during contact with an indenter, leading to a strongly nonlinear response. In order to understand the compliance of the fibrillar regions, we examine the nonlinear deformation of a single fibril subjected to a combination of shear and normal loads. An exact closed-form solution is obtained using elliptic functions. The prediction of our model compares well with the results of an indentation experiment.
许多仿生合成粘合剂由附着在弹性背衬层上的微纤阵列组成,从而形成坚韧且柔顺的结构。在与压头接触过程中,表面区域通常会经历大的非线性变形,导致强烈的非线性响应。为了理解纤维区域的柔顺性,我们研究了单个纤维在剪切和法向载荷组合作用下的非线性变形。使用椭圆函数获得了精确的封闭形式解。我们模型的预测与压痕实验结果吻合良好。