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Large deformation contact mechanics of a pressurized long rectangular membrane. II. Adhesive contact

机译:加压长矩形膜的大变形接触力学。二。胶粘剂接触

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摘要

In part I of this work, we presented a theory for adhesionless contact of a pressurized neo-Hookean plane-strain membrane to a rigid substrate. Here, we extend our theory to include adhesion using a fracture mechanics approach. This theory is used to study contact hysteresis commonly observed in experiments. Detailed analysis is carried out to highlight the differences between frictionless and no-slip contact. Membrane detachment is found to be strongly dependent on adhesion: for low adhesion, the membrane ‘pinches-off’, whereas for large adhesions, it detaches unstably at finite contact (‘pull-off’). Expressions are derived for the critical adhesion needed for pinch-off to pull-off transition. Above a threshold adhesion, the membrane exhibits bistability, two stable states at zero applied pressure. The condition for bistability for both frictionless and no-slip boundary conditions is obtained explicitly.
机译:在这项工作的第一部分中,我们提出了一种加压的新霍克平面应变膜与刚性基底的无粘性接触的理论。在这里,我们将我们的理论扩展到包括使用断裂力学方法的附着力。该理论用于研究通常在实验中观察到的接触滞后。进行了详细的分析,以突出无摩擦和防滑接触之间的区别。发现膜的剥离在很大程度上取决于粘附力:对于低粘附力,膜会“夹断”,而对于大粘附力,膜在有限的接触下会不稳定地分离(“拉断”)。得出了从捏到拉的过渡所需的关键粘附力的表达式。高于阈值粘附力,该膜表现出双稳性,在零施加压力下处于两个稳定状态。明确获得了无摩擦边界条件和无滑动边界条件的双稳态条件。

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