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聚四氟乙烯在聚苯乙烯上的皱纹:持久长度和纳米夹杂的影响。

Wrinkles in Polytetrafluoroethylene on Polystyrene: Persistence Lengths and the Effect of Nanoinclusions.

机构信息

Department of Chemistry, University of Victoria , P.O. Box 3065, Victoria, British Columbia, Canada V8W 3V6.

出版信息

ACS Appl Mater Interfaces. 2017 Mar 15;9(10):9079-9088. doi: 10.1021/acsami.6b14789. Epub 2017 Mar 2.

Abstract

We characterize wrinkling on the surfaces of prestrained polystyrene sheets coated with thin polytetrafluoroethylene skins using a combination of mechanical strain measurements and 3D finite element simulations. The simulations show that wrinkle wavelength increases with skin thickness, in agreement with a well-known continuum model and recent experiments. The wrinkle amplitudes also increase with strain. Nanoinclusions, such as holes and patterned lines, influence wrinkle patterns over limited distances, and these distances are shown to scale with the wrinkle wavelengths. Good agreement between experimental and simulated influence distances is observed. The inclusions provide strain relief, and they behave as if they are attracting adjacent material when the sheets are under strain. The wrinkles have stiffnesses in much the same way as do polymers (but at different length scales), a property that is quantified for polymers using persistence lengths. We show that the concept of persistence length can be useful in characterizing the wrinkle properties that we have observed. However, the calculated persistence lengths do not vary systematically with thickness and strain, as interactions between neighboring wrinkles produce confinement that is analogous to the kinetic confinement of polymers.

摘要

我们使用机械应变测量和 3D 有限元模拟的组合,对预拉伸聚苯乙烯片表面上的褶皱进行了研究,这些片材表面涂有薄的聚四氟乙烯皮。模拟结果表明,褶皱的波长随皮的厚度增加而增加,这与一个著名的连续体模型和最近的实验结果一致。褶皱的幅度也随应变增加而增加。纳米级的不连续性,如孔和图案化的线,在有限的距离内影响褶皱的模式,并且这些距离与褶皱的波长成比例。观察到实验和模拟的影响距离之间的良好一致性。这些不连续性提供了应变释放,并且当片材受应变时,它们表现得好像在吸引相邻的材料。褶皱的刚度与聚合物的刚度非常相似(但在不同的长度尺度上),我们使用持久长度来量化聚合物的这种特性。我们表明,持久长度的概念可用于表征我们观察到的褶皱特性。然而,计算出的持久长度并没有随厚度和应变系统地变化,因为相邻褶皱之间的相互作用产生了类似于聚合物的动力学约束的约束。

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