叠片封装的热特性

L. Zhang, N. Howard, V. Gumaste, A. Poddar, L. Nguyen
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引用次数: 41

摘要

多芯片封装的热表征是一个复杂的过程。与单芯片封装不同,/spl Theta//sub JA/等热阻可以很容易地定义和测量,而多芯片封装中存在多个热源使得热阻的定义变得不可能。此外,通常需要在各种功率电平组合下测量多个芯片的温度。在本文中,我们研究了一种简单的方法,利用等效的单芯片封装的热阻数据来计算芯片温度。我们的研究是基于对多芯片封装的综合热评估。这些封装包含2个堆叠的热测试骰子。测试样品是专门建立基于4种流行的包装类型。采用电学方法测量了标准JEDEC环境下的结温和板温,并与基于有限元的详细模型进行了关联。基于传热过程的理想化,我们推导了一组简单的公式来近似堆叠封装的结和板温度。这些方程需要的唯一主要输入是等效单芯片封装的热阻值,这些值通常是可用的。因此,不需要额外的测试或模拟。就准确性而言,新方程在大多数测试用例中产生了有希望的结果,尽管性能下降确实出现在某些封装和边界条件组合中。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Thermal characterization of stacked-die packages
Thermal characterization for multi-chip packages is a complicated process. Unlike the single-chip package, for which thermal resistance like /spl Theta//sub JA/ can be easily defined and measured, the presence of multiple heat sources in multi-chip packages makes the definition of thermal resistance impossible. In addition, multiple chip temperature typically needs to be measured at various power level combinations. In this paper, we studied a simple way to derive those chip temperatures by using the thermal resistance data from the equivalent single-chip packages. Our study is based on a comprehensive thermal evaluation of multi-chip packages. These packages contain 2 thermal test dice in a stacked fashion. Test samples were exclusively built based on 4 popular packaging types. Junction temperatures and board temperatures under standard JEDEC environment were measured using the Electrical Method and were correlated with the finite element-based detailed models. Based on an idealization of the heat transfer process, we derived a set of simple equations for approximating the junction and the board temperatures of stacked die packages. The only major input these equations require is the thermal resistance values of the equivalent single-chip packages, which are in general available. Therefore, no additional tests or simulations will be needed. In terms of accuracy, the new equations yielded promising results in most test cases although performance degradation does appear at certain package and boundary condition combinations.
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