环氧模化合物中异常水分扩散和解吸的双阶段模型

Mark D. Placette, Xuejun Fan, Jie-Hua Zhao, D. Edwards
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引用次数: 37

摘要

对电子封装中使用的五种不同的商用环氧模化合物(EMCs)进行了吸附和解吸测试。在85°C /85%的相对湿度和60°C /85%的相对湿度条件下,对样品进行吸附。解吸条件在玻璃化转变温度140℃和160℃以上。本文建立了吸附和解吸过程的双阶段模型。水分吸收和解吸的两个阶段,即菲克式扩散和松弛过程,用菲克式术语的组合进行数学描述。模型对扩散特性的计算结果较为合理,实验拟合效果较好。这五种化合物均表现出较强的非菲克扩散行为,并通过不同厚度的实验进一步证明了这一点。对于吸收,结果表明菲克式扩散明显快于非菲克式扩散。如果低于玻璃化转变温度,则与菲克氏阶段扩散相关的饱和水分浓度与温度无关。在非菲克扩散发生的第二阶段,试样厚度对扩散行为起主要作用。对于解吸,温度越高,对应的永久残余水分含量百分比越小。在160℃下,所有样品90%的初始水分可以在24小时内扩散出去,遵循改进的菲克扩散过程。本文建立的双级模型为利用商业有限元软件模拟异常水分扩散行为奠定了基础。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A dual stage model of anomalous moisture diffusion and desorption in epoxy mold compounds
Absorption and desorption tests were conducted on five distinct commercial epoxy mold compounds (EMCs) used in electronic packaging. For absorption, the samples were subjected to 85°C /85% relative humidity and 60°C /85% relative humidity soaking. Desorption conditions were above glass transition temperature at 140°C and 160°C. A dual stage model is developed in this paper for both absorption and desorption processes. Both stages in moisture absorption and desorption, i.e., Fickian diffusion and relaxation process, are described mathematically using a combination of Fickian terms. The models generated reasonable results for the diffusive properties and displayed outstanding experimental fits. All five compounds have shown strong non-Fickian diffusion behaviors, which were further demonstrated by experiments with different thicknesses. For absorption, results show Fickian diffusion is significantly faster than non-Fickian diffusion. Saturated moisture concentration associated with Fickian-stage diffusion is independent of temperature if it is below glass transition temperature. Sample thickness played a major role in diffusive behavior in the second stage where non-Fickian diffusion occurs. For desorption, higher temperature corresponds to less percentage of the permanent residual moisture content. At 160°C, 90% of the initial moisture for all samples could be diffused out within 24 hours, following a modified Fickian diffusion process. The dual stage model developed in this paper provides a foundation for modeling anomalous moisture diffusion behavior using commercial finite elemental method software.
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