基于能量的电子封装分层预测方法

H. Fan, P. Chung, M. Yuen, P. Chan
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引用次数: 8

摘要

界面分层作为电子封装中一个重要的失效机制的倾向和意义已经在许多论文中得到了很好的证明。许多破坏准则都是用来解决具有预裂纹的二维问题。然而,在实际的电子封装中,裂纹或/和分层的大小和位置是无法预测的。传统的断裂准则很难处理复杂的三维分层问题。选取了铜引线框架/环氧成型复合材料(EMC)的潜在分层界面。采用按钮剪切试验对界面应力进行了评估。通过一系列的钮扣剪切试验来评价环氧模压化合物(EMCs)在铜基体上的粘附性能。在每个试验中,测量了不同剪切角度下作用于按钮剪切试样电磁相容性的临界载荷,并采用有限元模型计算了模具复合材料与铜基体界面处的应力。本文提出了一种基于能量的方法,通过推导能量来启动所选EMC/引线框架材料体系的按钮剪切试验样品的界面上的每种拉伸和剪切破坏模式。从数值模拟中提取构件应力,分别计算剪切和拉伸模式下的变形应变能密度(U/sub d/)和静水应变能密度(U/sub h/)。(U/sub d/)和(U/sub h/)由电磁电磁的杨氏模量和有限元模型中某一高应力值区域内的平均应力计算得到。
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An energy-based method to predict delamination in electronic packaging
The propensity and significance of interfacial delamination as a crucial failure mechanism in electronic packaging have been well documented in many papers. Many of the failure criteria were used to solve 2-dimensional problem with a pre-crack. However, in real electronic packages, the size and location of the cracks or/and delamination cannot be predicted. It is not easy to use the traditional fracture criteria to deal with more complicated 3-D delamination problems. The potential delamination interface of copper leadframe/Epoxy Molding Compound (EMC) was selected in the study. The stresses of the interface were evaluated by the Button Shear Test. A series of Button Shear Tests was conducted to evaluate the adhesion properties of Epoxy Molding Compounds (EMCs) on copper substrate. In each of the tests, the critical load acting on the EMC of the button shear sample was measured at different shear angles and a finite element model was used to evaluate the stresses at the interface between the mold compound and the copper substrate. In this paper, an energy-based method is proposed by deriving the energy to initiate each of the tensile and shear modes of failure across the interfaces of the button shear test samples for the chosen EMC/leadframe material system. Component stresses were extracted from the numerical simulation in order to compute the distortional strain energy density, (U/sub d/), and the hydrostatic strain energy density, (U/sub h/), relating respectively to the shear and tensile mode. (U/sub d/) and (U/sub h/) were calculated from the Young's modulus of EMC and the average stresses within a selected region of the finite element model where it exhibits high stress values.
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