优化装配因素,最大限度降低 PBGA 封装中的层间模具应力

J. Weidler, R. Newman, C. Zhai
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引用次数: 3

摘要

随着芯片复杂性和密度的增加,芯片层数也随之增加。为了最大限度地提高现场可靠性,应尽量减少使用条件下的层间模具应力,这将最大限度地减少模具层脱层和相关模具开裂故障的发生。层间模具应力受各种包装和装配参数的影响,如模具厚度、模具附件环氧树脂圆角几何形状、模塑化合物和锯切工艺。在 35/spl times/35 mm PBGA-352 中组装了二十四批塑料球栅阵列 (PBGA) 封装,作为实验设计 (DOE) 的独立部分。芯片厚度在 6 密耳到 14 密耳之间变化,增量为 2 密耳。裸片采用三种不同的圆角高度几何结构:标准圆角高度(四周 50%,无错配)、高/低圆角高度(裸片一侧 90%,另一侧 25%)和高/均圆角高度(四周 90%,无错配)。每个批次都要进行可靠性测试,以确定哪种组装参数组合能产生最坚固的 PBGA 封装。使用 12 密耳厚模具和标准圆角组装的 PBGA 封装产生了最坚固的产品。数据表明,在所研究的模塑化合物和锯切工艺范围内,模塑化合物类型和锯切工艺不会影响封装的稳健性。数据还表明,模具厚度是最直接影响模具开裂的参数。此外,圆角高度的几何形状也会对模具的机械应力产生影响,但影响程度不大。二维机械模型支持实验结果。此外,机械建模还能对圆角几何形状在模具上产生的应力以及模具厚度与封装引起的模具应力之间的关系进行定性分析。
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Optimizing assembly factors to minimize interlayer die stress in a PBGA package
As die have increased in complexity and density, there has been an associated growth in the number of die layers. To maximize field reliability interlayer die stress over use conditions should be minimized, which will minimize the occurrence of die layer delamination and associated die cracking failures. Interlayer die stress is affected by various packaging and assembly parameters, such as die thickness, die attach epoxy fillet geometry, molding compound, and saw cut process. Twenty-four lots of plastic ball-grid array (PBGA) packages were assembled in a 35/spl times/35 mm PBGA-352, as separate legs of a design of experiments (DOE). The die thickness was varied between 6 and 14 mils, in increments of 2 mils. The die were attached with three different fillet height geometries; standard fillet height (50% all around with no mismatch), hi/low fillet height (90% on one side of the die and 25% fillet height on the side opposite), and hi/even fillet height (90% all around with no mismatch). Each lot was subjected to reliability testing to determine which combination of assembly parameters yielded the most robust PBGA package. A PBGA package assembled with a 12 mil thick die and standard fillet produced the most robust product. The data indicates that the molding compound type and saw cut process did not affect the robustness of the package over the range of molding compounds and saw cut processes studied. The data also indicates that the thickness of the die is the parameter that most directly affects die cracking. In addition, the geometry of the fillet height also contributes to mechanical stress on the die, though the magnitude of its contribution is not as great. Two-dimensional mechanical modeling supports the experimental results. Furthermore, mechanical modeling provides a qualitative analysis of the stress induced on the die from the fillet geometry as well as the relationship between die thickness and package induced die stress.
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