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Transient heat conduction analysis of electronic packages by coupled boundary and finite element methods

机译:电子封装瞬态热传导的边界和有限元耦合分析

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Electronic packages experience large temperature excursions during their fabrication and under operational conditions. Inherent to electronic packages are the presence of geometric and material discontinuities. The regions where adhesive bond lines intersect with convective heat loss surfaces are the most critical locations for failure initiation due to heat flux singularities and extreme thermo-mechanical stresses. Thus, accurate calculation of the flux field, as well as the temperature field, is essential in transient thermomechanical stress analysis. Although the finite element method (FEM) is highly efficient and commonly used, its application with conventional elements suffers from poor accuracy in the prediction of the flux field in these regions. The accuracy of the results from the boundary element method (BEM) formulation, which requires computationally intensive time-integration schemes, is much higher than that of the FEM. However, in this study, a novel boundary element-finite element coupling algorithm is developed to investigate transient thermal response of electronic packages consisting of dissimilar materials. The new algorithm combines the advantages of both methods while not requiring any iterations along the interfaces between BEM and FEM domains.
机译:电子封装在其制造过程中和在操作条件下会经历较大的温度漂移。电子封装所固有的是几何和材料间断的存在。由于热通量奇异性和极端的热机械应力,粘合线与对流热损失表面相交的区域是引发故障的最关键位置。因此,在瞬态热机械应力分析中,准确计算通量场以及温度场至关重要。尽管有限元方法(FEM)是高效且常用的方法,但将其与常规元素一起使用时,在这些区域中的通量场预测中会遇到精度较差的问题。边界元素法(BEM)公式的结果精度要求FEM远远高于FEM,而边界元素法(BEM)公式要求计算量大的时间积分方案。然而,在这项研究中,开发了一种新颖的边界元-有限元耦合算法来研究由不同材料组成的电子封装的瞬态热响应。新算法结合了这两种方法的优点,同时不需要沿BEM和FEM域之间的接口进行任何迭代。

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