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Analytical thermal model of a generic multi-layer spacerless three-dimensional package.

机译:通用多层无间隔三维包装的分析热模型。

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摘要

The need for more functions in a single device has lead to die stacking architecture. Although the number of die increases further to accommodate package functionality, the overall package dimensions have not increased, they have stayed the same or decreased (roughly 1.4mm). Recently, Samsung announced a 16 dice stacked device. If this trend continues, in order to keep the same package height, alternate stacking structures need to be investigated. One such opportunity is spacerless die stacking architecture. Using dummy silicon spacers add cost to a package and do not increase the memory or functionality although the spacers serve as enablers for wire bonding of same size dice. Spacerless architecture reduces the package height by eliminating spacers or dummy dice. This allows for an increased number if active die to be stacked directly on one another without changing the overall package height, or in some cases reducing the package height.;Previous work (Haji-Sheikh et al.) has been done to develop steady-State heat conduction model in a two-layer body. This analytical model will be extended to the current multi-layered generic spacerless three dimensional packages (3DP) enabling the computation of temperature for uniform powered dice. The computation will account for the contact resistance created by the die attach and the solder balls. The aim is to formulate an analytical method to calculate the temperature on an increased number of dice without reformulating equations for each configuration.
机译:在单个设备中对更多功能的需求导致了管芯堆叠架构。尽管管芯的数量进一步增加以适应封装的功能,但封装的整体尺寸并未增加,但保持不变或减小(约1.4mm)。最近,三星宣布了一种16骰子堆叠设备。如果这种趋势持续下去,为了保持相同的包装高度,就需要研究其他堆叠结构。这样的机会之一就是无间隔的裸片堆叠架构。使用虚拟硅间隔物会增加封装成本,并且不会增加存储空间或功能,尽管这些间隔物可充当相同大小的芯片的引线键合的实现器。无垫片架构通过消除垫片或虚拟管芯来降低封装高度。如果在不改变整体封装高度的情况下直接将有源管芯直接堆叠在一起,或者在某些情况下减小了封装高度,则这将增加数量。;以前的工作(Haji-Sheikh等人)已经完成了开发稳定芯片的工作。两层体内的状态热传导模型。该分析模型将扩展到当前的多层通用无间隔三维封装(3DP),从而能够计算出均匀带电骰子的温度。该计算将考虑由管芯连接和焊球产生的接触电阻。目的是制定一种分析方法来计算增加的​​骰子上的温度,而无需为每种配置重新制定方程式。

著录项

  • 作者

    Rodrigo, Erantha Nuwan.;

  • 作者单位

    The University of Texas at Arlington.;

  • 授予单位 The University of Texas at Arlington.;
  • 学科 Engineering Mechanical.
  • 学位 M.S.
  • 年度 2008
  • 页码 59 p.
  • 总页数 59
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 机械、仪表工业;
  • 关键词

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