【24h】

Modified Norris-Landzberg Model for Reliability of Pb-free BGA Components

机译:改进的Norris-Landzberg模型,可用于PB无BGA组件的可靠性

获取原文

摘要

One important task for reliability engineers in new product design phase is to evaluate the long-term reliability of Pb-free solder joints under the service environment conditions. It is a common practice, due to the practical restrictions such as cost and aggressive development cycle time, to map the results under accelerated testing conditions to field conditions via well-benchmarked transform models. One of the most widely adopted models is the modified version based on Norris-Landzberg (NL) Acceleration Factor (AF) model [1]. The popular NL AF model simultaneously makes it easy to apply but difficult to correlate with data from different sources. In fact, there is ongoing discussion that questions the validity of the model [2]. To overcome the shortcomings of the model, Salmela [3] has suggested a correction term to consider package type and solder material along with the temperature and the dwell time on the solder joint. Chuang, et al. [4] have compared several models and confirmed that the prediction based on Salmela’s model is closer to their testing results. Ahmad, et al. [5] have proposed the constants of NL AF model as functions of the characteristic life under the accelerated testing conditions. All of those aforementioned variations of NL AF models, while improving the model prediction, would still need different constants for data under different situations; therefore, it is not convenient to use especially in product design phase where some critical information such as the package detail and testing results may not be available.In this paper, a unified NL AF model has been proposed by introducing an add-in impact function to factor package-related contributors such as package size, die size, joint pitch, and delta CTE. It is demonstrated that such an impact function enables NL AF model to correlate very well with a wide range of experimental data using one unified set of constants that were derived by nonlinear fitting of 112 data points from internal source and public domain publications. The robustness of the derived constants was then validated using the generic algorithm to ensure the best of the goodness-of-fit while minimizing the standard residual error. The resulting model has $mathrm{R}^{2}$ equals 0.845 which showed a good correlation with the testing results. Furthermore, the derived model has been benchmarked with the testing results of iNEMI Pb-free solder alloy alternative project ([6]–[9]), an in-depth industry wide collaboration. The testing results are representable as two types of components with different solder alloys have been tested under multiple temperature cycling profiles. The benchmarking demonstrates a really good correlation as the majority of the predicted life, from the derived model, fall into + /-50% band compared with the testing results. Hence the proposed NL AF model, with a unified constant set, can be very helpful and handy in product design phase for reliability assessment.
机译:新产品设计阶段的可靠性工程师的一个重要任务是在服务环境条件下评估无铅焊点的长期可靠性。这是一种常见的做法,因为诸如成本和侵略性的开发周期的实际限制,通过良好基准的变换模型将加速测试条件的结果映射到现场条件下的结果。最广泛采用的模型之一是基于Norris-Landzberg(NL)加速因子(AF)模型的修改版本[1]。流行的NL AF模型同时使得易于应用,但难以与来自不同来源的数据相关联。事实上,正在进行讨论,提出了模型的有效性[2]。为了克服模型的缺点,Salmela [3]建议校正项,以考虑包装型和焊料材料以及焊点上的温度和停留时间。 Chuang等人。 [4]已经比较了几种模型,并确认了基于Salmela模型的预测更接近其测试结果。 Ahmad等人。 [5]在加速测试条件下提出了NL AF模型的常数作为特征寿命的功能。所有上述NL AF模型的变化,同时改善模型预测,仍然需要不同情况下数据的不同常数;因此,特别是在产品设计阶段中不方便,可能无法使用诸如包装细节和测试结果的一些关键信息。本文通过引入加载项冲击功能提出了一个统一的NL AF模型要考虑与包装尺寸,芯片大小,关节间距和Delta CTE等相关贡献者。证明这种冲击功能使得NL AF模型能够与使用来自内部源和公共领域出版物的112个数据点的非线性拟合的非线性拟合的一个统一的常数集合非常好。然后使用通用算法验证导出常数的鲁棒性,以确保最佳的适合性,同时最小化标准残留误差。结果模型具有$ mathrm {r} ^ {2} $等于0.845,其与测试结果显示出良好的相关性。此外,衍生的模型已经通过INEMI无铅焊料合金替代项目的测试结果([6] - [9]),一种深入的行业广泛的合作。测试结果可以在多个温度循环型材下测试有两种类型的焊料合金的组分。基准测试表明,与衍生模型,与测试结果相比,从导出的模型中陷入+ / -50%的频带,这是一个非常好的相关性。因此,具有统一常数集的提议的NL AF模型可以非常有帮助,并且可以在产品设计阶段进行可靠性评估。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号