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Finite element thermomechanical analysis of electronic packaging problems using disturbed state constitutive models.

机译:使用扰动本构模型对电子包装问题进行有限元热力学分析。

摘要

In this dissertation a finite element procedure using the Disturbed State Concept constitutive models is proposed for the thermomechanical analysis of electronics packaging problems. First, microelectronics packaging types and the problems facing the electronics industry are discussed. Next, the literature in the field of constitutive models and the finite element procedures available for microelectronics packaging materials and interfaces is reviewed. The previous formulation of the Disturbed State Concept is modified so that different stresses and different strains are allowed in the intact and the fully adjusted parts of the material. Furthermore, the thermo elasto-viscoplastic with disturbance constitutive model is improved to handle the continuous temperature change and the hold time. These last features enhance the model so that it can be used in a finite element code to simulate the behavior of the microelectronics packaging materials and interfaces in temperature cycling. A new finite element procedure is developed to implement the improved Disturbed State Concept formulation. The finite element procedure includes a wide range of material models, starting from the linear elastic to thermo elasto-viscoplastic with disturbance. In order to eliminate the finite element mesh sensitivity encountered in strain-softening materials, a new procedure is proposed. The Disturbed State Average Strain method reduces or eliminates the finite element mesh sensitivity. This is proved through a number of example problems. The proposed finite element procedure is verified against a number of sets of experimental data obtained from the literature.
机译:本文提出了一种基于扰动状态本构模型的有限元程序,用于电子包装问题的热力学分析。首先,讨论了微电子封装的类型和电子行业面临的问题。接下来,回顾了本构模型和微电子封装材料和界面可用的有限元程序领域的文献。修改了“扰动状态概念”的先前公式,以便在材料的完整部分和完全调整的部分允许不同的应力和不同的应变。此外,改进了具有干扰本构关系的热弹塑性粘塑性模型,以处理连续的温度变化和保持时间。这些最后的功能增强了模型,因此可以在有限元代码中使用它来模拟温度循环中微电子封装材料和界面的行为。开发了一种新的有限元程序来实现改进的“扰动状态概念”公式。有限元程序包括广泛的材料模型,从线性弹性到具有干扰的热弹粘塑性。为了消除应变软化材料中遇到的有限元网格敏感性,提出了一种新的程序。扰动状态平均应变方法降低或消除了有限元网格的敏感性。许多示例问题证明了这一点。对照从文献中获得的大量实验数据验证了所提出的有限元程序。

著录项

  • 作者

    Basaran Cemalettin;

  • 作者单位
  • 年度 1994
  • 总页数
  • 原文格式 PDF
  • 正文语种 en
  • 中图分类

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