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功率循环下CSP封装结构焊点的寿命预测分析 被引量:3

Solder joint fatigue life predictions for CSP package under power cycling
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摘要 采用非线性有限元方法,分析了CSP封装形式的焊点在给定功率循环下的应力应变.单一内变量的统一粘塑性Anand本构方程,描述了63Sn37Pb焊料的粘塑性变形行为.考虑封装体内温度梯度的存在,更加真实地模拟芯片实际发热机制,采用间接法将CSP功率循环模拟方法具体分为瞬态热分析和热应力分析两个阶段.热分析得到的温度场分布结果作为热应力分析的载荷.通过基于以能量为基础的疲劳寿命预测公式预测焊点的失效循环数.对1/8 CSP模型作寿命预测,并和简化模型作比较分析.结果表明,两者焊球温度分布和等效应力基本一致,焊球失效循环数相差不超过5%. The three-dimensional nonlinear finite element modeling is used to analyze stress-strain response of solder joint under certain power cycling loading condition. A unified viscoplastic Anand constitutive model is applied to represent the nonlinear deformation behavior of 63Sn37Pb solder. Considering the thermal gradients in the whole assembly, the actual heating of chip is simulated factually on the power cycling condition. The method consists of transient thermal simulation and thermal-structure analysis of the assembly. The thermal analysis results is taken for the nodal load for structure analysis. Number of failure cycles is calculated depending on fatigue life prediction equation based on the energy analysis. The 1/8 CSP fatigue life prediction is studied and compared to the simplified model. The result show that temperature distribution and equivalent stress of the two solders are basically same. The difference between the two numbers of failure cycles is not more than 5 %.
出处 《浙江工业大学学报》 CAS 2006年第2期157-161,共5页 Journal of Zhejiang University of Technology
基金 国家自然科学基金项目(10372093)
关键词 CSP封装 功率循环 疲劳寿命预测 有限元 ANSYS CSP package power cycling fatigue life prediction FEA ANSYS
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参考文献5

  • 1许杨剑,刘勇,梁利华,余丹铭.芯片叠层球栅阵列尺寸封装的焊球疲劳寿命预测[J].浙江工业大学学报,2004,32(6):668-673. 被引量:8
  • 2DARVEAUX R,MAWER A.Proceedings of surface mount international 1995[C].San Jose:IEEE,1995.
  • 3HONG B,YUAN T.1998 proceedings of the 48th electronic components and technology conference[C].Seattle:IEEE,1998.
  • 4ZAHN B,STOUT R.Proc 13th IEEE Semi-Therm Symp[C].Austin:IEEE,1997.
  • 5ZAHN B.Proceedings of the electronic components and technology conference[C].New Orleans:IEEE,2003.

二级参考文献6

  • 1Pao Y H. A fracture mechanics approach to thermal fatigue life prediction of solder joints[J]. IEEECHMT, 1992, 15(4):559-570.
  • 2Yamada S E. A fracture mechanics approach to solder joint cracking[J]. IEEECHMT, 1989, 12(1): 99-104.
  • 3Wong B, Helling D D, Clark, R W. A creep-rupture model for two-phase eutectic solder[J]. IEEECHMT. 1988,11(3):284-290.
  • 4Darveaux R. Effect of simulation methodology on solder joint crack growth correlations[A]. Proceedings of 50th Electronic Components & Technology Conference[C], 2000. 1048-1058.
  • 5Zahn Bret A. Finite element based solder joint fatigue life predictions for a same die size-stacked-chip scale-ball grid array package [A]. Proceedings of the IEEE/CPMT International Electronics Manufacturing Technology (IEMT) Symposium [C], 2002. 274-284.
  • 6Anand L. Constitutive equations for the rate-dependent deformation of metals at elevated temperatures[J]. Trans ASME J Eng Matl's and Tech, 1997, 104(1): 12-17.

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