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Analysis of combined adhesive and cohesive cracking at roughened surfaces

机译:分析粗糙表面上的粘合剂和内聚性裂纹

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Macroscopic delamination of polymer-metal interfaces is one of the main failure modes observed in micro-electronic components. Due to the irregularly shaped metal roughness profile, this delamination not only consists of interface separation but also bulk cracking at the micro-scale of the roughness. In fact, one of the key mechanisms that results in increased adhesion toughness at roughened interfaces is the transition from adhesive to cohesive failure. A semi-analytical approach is discussed in which the competition between adhesive and cohesive cracking is analyzed by means of the theoretical relation between interface and kinking stress intensity factors. The parameters that define this relation, the solution coefficients, are quantified by finite element (FE) simulations. Accordingly, the crack kinking location and kinking angle into the softer polymer is readily calculated. Furthermore, the geometrical effect of roughness is evaluated by means of FE simulations in which the interface topology follows from measured roughness profiles while also including interface delamination using cohesive zone elements.
机译:聚合物-金属界面的宏观分层是微电子元件中观察到的主要失效模式之一。由于不规则形状的金属粗糙度轮廓,这种分层不仅包括界面分离,还包括在粗糙度的微观尺度上的整体裂纹。实际上,导致粗糙界面处的粘合韧性提高的关键机制之一是从粘合剂到内聚破坏的过渡。讨论了一种半分析方法,其中通过界面和扭结应力强度因子之间的理论关系来分析粘合剂和内聚裂纹之间的竞争。定义此关系的参数(解系数)通过有限元(FE)模拟进行量化。因此,容易计算出在较软的聚合物中的裂缝扭结位置和扭结角。此外,粗糙度的几何效应是通过有限元模拟进行评估的,其中界面拓扑结构是根据测得的粗糙度轮廓得出的,同时还包括使用内聚区元素的界面分层。

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