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Vapor pressure prediction in reflow for stacked-chip packages by convection-diffusion model.

机译:对流扩散模型预测叠片式封装回流焊的蒸气压。

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摘要

Moisture plays a critical role in the reliability of electronic devices, especially in the desorption process at reflow temperatures (around 270° C) where severe damages may occur due to high-pressure vapor accrued from condensed moisture. Such pressure-driven vapor flow, however, could not be described by conventional Fick's Law. Furthermore, using conventional Fick's Law for multi-materials always encounters interface discontinuity issues. Therefore, this paper adopts a Convection-Diffusion Model that is able to describe complex desorption behavior in a multi-material media without the discontinuity issue. Both pressure gradient-driven (convection) and concentration gradient-driven (diffusion) moisture transports are considered in the model. To achieve this, absorbed moisture is partitioned into vapor phase and liquid phase (condensed water), with the vapor flux governed by Darcy's Law and the water flux by Fick's Law. Henry's Law is also implemented so that the Fickian term is converted to pressure, resulting in a unified vapor pressure model. Numerical validations are also performed to show that the Convection-Diffusion Model (CD Model) can be reduced to traditional Fickian Model and Convection-Only Model. The model is applied to analyze a stacked-chip package by two numerical cases: desorption under two typical reflow temperature profiles. The differences of the two reflow profiles are heavily dependent on the material properties, especially diffusivity. A high diffusivity will result in a diffusion dominant case, and a small diffusivity will result in a convection dominant case. A sensitivity analysis is done to show the most important parameters are as follows: diffusivity, permeability, and porosity. This analysis shows the importance of using accurate material properties. The overall benefit of the CD Model is that it accurately predicts desorption of moisture out of the material through a wide range of temperatures. This paper details the CD Model applied to multi-material configurations, which show accurate pressure, concentration desorption and concentration contours.
机译:水分对于电子设备的可靠性至关重要,尤其是在回流温度(大约270°C)下的解吸过程中,在该过程中,由于冷凝水汽产生的高压蒸汽会造成严重损坏。然而,常规的菲克定律无法描述这种压力驱动的蒸气流。此外,对于多种材料使用常规的Fick定律,总是会遇到界面不连续的问题。因此,本文采用对流扩散模型,该模型能够描述多材料介质中的复杂解吸行为,而不会出现不连续性问题。模型中同时考虑了压力梯度驱动(对流)和浓度梯度驱动(扩散)的水分传输。为此,吸收的水分被分为汽相和液相(冷凝水),其蒸汽通量受达西定律控制,水通量受菲克定律控制。还实施了亨利定律,以便将菲克项转换为压力,从而形成统一的蒸气压模型。还进行了数值验证,以表明对流扩散模型(CD模型)可以简化为传统的Fickian模型和仅对流模型。该模型通过两个数值案例应用于分析堆叠芯片封装:在两个典型的回流温度曲线下的脱附。两种回流曲线的差异在很大程度上取决于材料性能,尤其是扩散率。高扩散率将导致扩散占主导地位,而小扩散率将导致对流占优势。进行了敏感性分析,以显示最重要的参数如下:扩散率,渗透率和孔隙率。该分析表明使用准确的材料属性的重要性。 CD模型的总体优势在于,它可以准确预测湿气在各种温度范围内的解吸情况。本文详细介绍了适用于多种材料配置的CD模型,该模型显示了准确的压力,浓度解吸和浓度等值线。

著录项

  • 作者

    Adams, Jeremy John.;

  • 作者单位

    Lamar University - Beaumont.;

  • 授予单位 Lamar University - Beaumont.;
  • 学科 Mechanical engineering.
  • 学位 M.E.S.
  • 年度 2015
  • 页码 75 p.
  • 总页数 75
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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