Predict the Reliability Life of Wafer Level Packaging using K-Nearest Neighbors algorithm with Cluster Analysis

H. L. Chen, B. Chen, K. Chiang
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Abstract

Moore’s law was proposed by Gordon Earle Moore, who believes that the number of transistors that can be accommodated on an integrated circuit would double about every 18 months. Since it is approaching the physical limit, Moore’s law is no longer applicable. Packaging technology becomes more important in the post Moore era. The development of electronic packaging can be roughly divided into five stages, namely TO-CAN, DIP (Dual In-line Package), PQFP (Plastic Quad Flat Pack), PBGA (Plastic Ball Grid Array) and the CSP (Chip Scale Package) used in this research. The evolutions are to improve signal transmission speed, storage capacity and the pursuit of higher packaging density. The reliability of packages is very important. Different sizes or manufacturing methods will affect their lifetime. Before these packages are put on the market, they must be tested and experimented to ensure their reliability. However, it will waste a lot of resources and time costs, resulting in less profit.Finite element analysis is a numerical method that can subdivide a large physical system into a finite number of smaller and simpler elements. The study uses ANSYS to simulate WLCSP (Wafer Level Chip Scale Packaging) through thermal cycling test, and used empirical formulas to estimate the lifetime of solder balls. Also, the mesh size at the maximum DNP (Distance from Neutral Point) is fixed. Make the simulation closer to the experiment results. After the verification of simulation and experimental data, the feasibility of the model is established, thereby saving the huge time cost of packaging testing and experimentation.However, finite element analysis will produce different results depending on the researcher. In order to avoid this factor and save the time spent in constructing the model, this research introduces artificial intelligence and combines supervised learning and unsupervised learning to estimate the solder ball lifetime. In this study, we used the verified finite element model to obtain different lifetime according to different sizes, and then introduced a large amount of data into AI algorithms [1] to achieve the purpose of quickly predicting the reliability of the package.The algorithm used in this study is KNN (K-Nearest Neighbors) which can be used for classification and regression, and uses different data numbers, different preprocessing methods, different distance definitions, and different weighting methods to compare the impact of the algorithm’s predictions on the lifetime of our packages. In addition, we combine unsupervised learning methods like K-means to assign data of the same characteristic into each cluster. Try to simplify the complexity of the model, save calculation time and improve the performance of KNN.
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基于聚类分析的k近邻算法预测晶圆级封装的可靠性寿命
摩尔定律是由戈登·厄尔·摩尔提出的,他认为集成电路上可以容纳的晶体管数量大约每18个月翻一番。由于它正在接近物理极限,摩尔定律不再适用。封装技术在后摩尔时代变得更加重要。电子封装的发展大致可以分为五个阶段,分别是TO-CAN、DIP (Dual in -line Package)、PQFP (Plastic Quad Flat Pack)、PBGA (Plastic Ball Grid Array)和CSP (Chip Scale Package)。这些发展是为了提高信号传输速度、存储容量和追求更高的封装密度。包装的可靠性非常重要。不同的尺寸或制造方法会影响它们的使用寿命。在这些包装投放市场之前,必须对其进行测试和试验,以确保其可靠性。但是,它会浪费大量的资源和时间成本,导致利润减少。有限元分析是一种数值方法,它可以将一个大的物理系统细分为有限数量的更小、更简单的单元。本研究利用ANSYS对WLCSP (Wafer Level Chip Scale Packaging,晶圆级芯片规模封装)进行热循环模拟,并运用经验公式估算焊球寿命。同时,最大DNP(到中性点的距离)处的网格尺寸是固定的。使仿真结果更接近实验结果。经过仿真和实验数据的验证,建立了模型的可行性,从而节省了包装测试和实验的巨大时间成本。然而,有限元分析将产生不同的结果取决于研究者。为了避免这一因素,节省构建模型所花费的时间,本研究引入人工智能,结合监督学习和无监督学习对焊锡球寿命进行估计。在本研究中,我们使用经过验证的有限元模型,根据不同的尺寸获得不同的寿命,然后将大量数据引入AI算法[1],以达到快速预测封装可靠性的目的。本研究使用的算法是KNN (K-Nearest Neighbors),可用于分类和回归,并使用不同的数据数量、不同的预处理方法、不同的距离定义和不同的加权方法来比较算法预测对我们的包的寿命的影响。此外,我们结合了K-means等无监督学习方法,将具有相同特征的数据分配到每个聚类中。尽量简化模型的复杂性,节省计算时间,提高KNN的性能。
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