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首页> 外文期刊>Journal of Materials Science >Relation between work of adhesion and work of fracture for simple interfaces
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Relation between work of adhesion and work of fracture for simple interfaces

机译:简单界面的粘合功与断裂功之间的关系

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摘要

A study was conducted of the relation between work of adhesion and work of fracture for adhesive-substrate systems exhibiting fracture at the interface. Materials and test conditions were selected to eliminate contributions from irreversible, energy-consuming processes in the bulk of the adhesive or substrate. Values for W-a were determined from contact angle measurements made at room temperature with the adhesive in the liquid state; values for F were determined from inverted blister tests conducted at temperatures low enough for the adhesive to be in the solid state. The independent variable, W-a, ranged from about 40 mJ/m(2) to 144 mJ/m(2). The dependent variable, F, was found to range from 0.12 J/m(2) to 20 J/m(2), with most under 5 J/m(2). The excess of F over W-a was found to increase exponentially with W-a, and was proof of the occurrence of irreversible processes in specimens as they were loaded and fractured. The exponential behavior of (F - W-a) with W-a suggested that the irreversible process was orientation hardening. The absence of detectable permanent deformation of any kind in the bulk substrates or at the fracture surfaces, plus the incapability of the adhesives to sustain significant irreversible processes, led to the conclusion that the orientation hardening must have taken place in the substrate, within a thin layer (and small volume) adjacent to the interfacial plane. (C) 2002 Kluwer Academic Publishers. [References: 19]
机译:对于在界面处显示断裂的粘合剂-基材系统,研究了粘合功和断裂功之间的关系。选择材料和测试条件以消除粘合剂或基材主体中不可逆的,耗能的过程的影响。 W-a的值是由室温下液态粘合剂的接触角测量值确定的。 F的值由在足够低的温度下进行的倒泡试验确定,该温度足以使粘合剂处于固态。自变量W-a介于约40 mJ / m(2)至144 mJ / m(2)之间。发现因变量F从0.12 J / m(2)到20 J / m(2),大多数低于5 J / m(2)。发现F超过W-a时,F随W-a呈指数增加,这证明了在试样加载和断裂时发生了不可逆过程。 (F-W-a)与W-a的指数行为表明不可逆过程是取向硬化。在块状基材或断裂表面上没有任何可检测到的永久变形,再加上胶粘剂无法维持显着的不可逆过程,因此得出结论,必须在薄薄的基材上进行取向硬化与界面平面相邻的层(体积小)。 (C)2002 Kluwer学术出版社。 [参考:19]

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