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Reliability Assessment of Fan-Out Packages Using High Resolution Moiré Interferometry and Synchrotron X-Ray Microdiffraction

机译:高分辨率莫尔干涉仪和同步加速器X射线微衍射法评估扇出封装的可靠性

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Measurement and simulation of the stress state in the silicon die of a wafer-level fan out package can be difficult due to the complexity of high density packaging structures and the uncertainties in material properties at the nanoscale, yet these stresses directly affect the electrical behavior of the embedded active devices due to the piezoresistive effect in silicon. In this study, the residual stresses and thermal stresses in die-on-board, fan-out packages are measured using high resolution moiré interferometry and synchrotron x-ray microdiffraction. The results are then used to verify the materials database used in the finite element analysis (FEA) with the purpose of developing a quantitative method to characterize the stress behavior and its effect on charge carrier mobilities. The underfill effect is investigated by comparing two underfills, one with a moderate glass transition temperature (Tg) and one with a low Tg, to a control with no underfill. High resolution moiré interferometry is used to map the actual deformation of the package cross-section subjected to a negative thermal load, while synchrotron x-ray microdiffraction produces Laue peaks, which are analyzed to extract stress, strain, and lattice deformation data at room temperature. These experiments, in which the separate underfill conditions demonstrated distinct deformation patterns, are used to validate the material and load parameters of the FEA model, which in turn is used to calculate the mobility change.
机译:由于高密度封装结构的复杂性和纳米级材料性能的不确定性,很难对晶圆级扇出封装的硅芯片中的应力状态进行测量和仿真,但是这些应力直接影响了硅片的电性能。嵌入式有源器件由于硅中的压阻效应。在这项研究中,使用高分辨率的莫尔干涉仪和同步加速器X射线微衍射法来测量板上裸片扇出封装中的残余应力和热应力。然后将结果用于验证有限元分析(FEA)中使用的材料数据库,以开发定量方法来表征应力行为及其对电荷载流子迁移率的影响。通过比较两种底部填充剂(一种具有适中的玻璃化转变温度(Tg),另一种具有低的Tg)与没有底部填充剂的对照来研究底部填充剂的效果。高分辨率莫尔干涉仪用于绘制承受负热负荷的封装横截面的实际变形,而同步加速器X射线微衍射会产生Laue峰,在室温下对Laue峰进行分析以提取应力,应变和晶格变形数据。这些实验(其中单独的底部填充条件显示出不同的变形模式)用于验证FEA模型的材料和载荷参数,进而用于计算迁移率变化。

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