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Solder joint reliability of plastic ball grid array (PBGA) and bottom-leaded plastic (BLP) assemblies.

机译:塑料球栅阵列(PBGA)和底铅塑料(BLP)组件的焊点可靠性。

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摘要

The plastic ball grid array (PBGA) and the bottom-leaded plastic (BLP) packages have attracted substantial attention since their appearance in the electronics industry. Since the solder materials have relatively low creep resistance and are susceptible to low cycle fatigue, the life of solder joints under cyclic thermal loading is a critical issue for the reliability of PBGA and BLP packages. The present study established a finite element model for the analysis of solder joint reliability under thermal cyclic loading. An elastic-viscoplastic constitutive relation was adopted for solder materials in the modeling and analysis.; In this thesis, a 400-pin full-grid PBGA assembly was modeled to investigate the effects of variation in material properties, the lifetime analysis index and various temperature profiles on the fatigue life of solder joints subjected to cyclic thermal loading. The creep strain range per cycle and the creep strain energy density per cycle were evaluated and incorporated into the modified Coffin-Manson equation to estimate the fatigue life under thermal cycling. It is found that two indices may lead to opposite conclusions in some situations. It is also found that the least cycles to failure do not correlate to the shortest lifetime. Therefore, the testing period of thermal cycling could be optimized by choosing an appropriate temperature profile. The result of this study will help the reliability engineers to determine the most efficient testing specifications for solder joint reliability.; In this thesis, a 28-pin BLP assembly is modeled to investigate the effects of various epoxy molding compound, leadframe materials, the thickness of the PCB, the shape of solder joint and the solder pad size on solder joint reliability. The fatigue life of solder joint is estimated by the modified Coffin-Manson equation. The two coefficients in the modified Coffin-Manson equation are also determined. A new design for lead is also evaluated by using finite element analysis. Parametric studies are performed to investigate the dependence of solder joint fatigue life on various package materials, the thickness of the PCB, the shape of solder joint, and the solder pad size.; This thesis also presents a new life prediction model for solder joint reliability. This method not only considers the damage evolution in the solder, but also saves substantial computational efforts. In the present model, the evolution of damage is determined by the collapse of hysteresis loops of shear stress-strain of solder joints in the double-beam joint specimen. The agreement in results between FEM and the experiment is very encouraging. This method is used to estimate the solder joint reliability of PBGA and BLP assemblies. The proposed model is validated by experimental testing data.
机译:自从出现在电子行业以来,塑料球栅阵列(PBGA)和底部引线塑料(BLP)封装就引起了广泛的关注。由于焊料的抗蠕变性相对较低,并且易受低周期疲劳的影响,因此在循环热负荷下,焊点的寿命对于PBGA和BLP封装的可靠性至关重要。本研究建立了一个有限元模型,用于分析热循环载荷下焊点的可靠性。在建模和分析中,焊料材料采用了弹性-粘塑性本构关系。本文以400引脚全网格PBGA组件为模型,研究材料性能变化,寿命分析指标和各种温度曲线对循环热负荷下焊点疲劳寿命的影响。对每个循环的蠕变应变范围和每个循环的蠕变应变能量密度进行了评估,并将其合并到改进的Coffin-Manson方程中,以估算热循环下的疲劳寿命。发现在某些情况下两个指数可能得出相反的结论。还发现失效的最小周期与最短的寿命不相关。因此,可以通过选择合适的温度曲线来优化热循环的测试周期。这项研究的结果将有助于可靠性工程师确定最有效的焊点可靠性测试规范。本文以28引脚BLP组件为模型,研究了各种环氧模塑化合物,引线框材料,PCB的厚度,焊点形状和焊垫尺寸对焊点可靠性的影响。焊点的疲劳寿命通过修正的Coffin-Manson方程估算。还确定了修改后的科芬曼森方程式中的两个系数。还使用有限元分析对铅的新设计进行了评估。进行参数研究以研究焊点疲劳寿命对各种封装材料,PCB的厚度,焊点形状和焊垫尺寸的依赖性。本文还提出了一种新的焊点寿命预测模型。这种方法不仅考虑了焊料中的损伤演变,而且节省了大量的计算工作。在本模型中,损伤的演变是由双梁接头试样中焊点的剪切应力-应变的磁滞回线的塌陷确定的。 FEM和实验之间的结果一致令人鼓舞。此方法用于估计PBGA和BLP组件的焊点可靠性。通过实验测试数据验证了所提出的模型。

著录项

  • 作者

    Zhang, Xiaowu.;

  • 作者单位

    Hong Kong University of Science and Technology (People's Republic of China).;

  • 授予单位 Hong Kong University of Science and Technology (People's Republic of China).;
  • 学科 Engineering Mechanical.; Applied Mechanics.; Engineering Packaging.
  • 学位 Ph.D.
  • 年度 1999
  • 页码 151 p.
  • 总页数 151
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 机械、仪表工业;应用力学;包装工程;
  • 关键词

  • 入库时间 2022-08-17 11:48:15

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