A Modelling Approach for Coupling Numerical Analytical Techniques Applied in Microsystems

Xiangdong Xue, Hua Lu, C. Bailey
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Abstract

In this paper, a method for the integration of several numerical analytical techniques that are used in microsystems design and failure analysis is presented. The analytical techniques are categorized into four groups in the discussion, namely the high-fidelity analytical tools, i.e. finite element (FE) method, the fast analytical tools referring to reduced order modeling (ROM); the optimization tools, and probability based analytical tools. The characteristics of these four tools are investigated. The interactions between the four tools are discussed and a methodology for the coupling of these four tools is offered. This methodology consists of three stages, namely reduced order modeling, deterministic optimization and probabilistic optimization. Using this methodology, a case study for optimization of a solder joint is conducted. It is shown that these analysis techniques have mutual relationship of interaction and complementation. Synthetic application of these techniques can fully utilize the advantages of these techniques and satisfy various design requirements. The case study shows that the coupling method of different tools provided by this paper is effective and efficient and it is highly relevant in the design and reliability analysis of microsystems.
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应用于微系统的耦合数值分析技术建模方法
本文提出了一种集成微系统设计和失效分析中常用的几种数值分析技术的方法。在讨论中,分析技术分为四类,即高保真分析工具,即有限元(FE)方法,快速分析工具,即降阶建模(ROM);优化工具,以及基于概率的分析工具。研究了这四种工具的特点。讨论了四种工具之间的相互作用,并提供了一种耦合这四种工具的方法。该方法分为降阶建模、确定性优化和概率优化三个阶段。应用该方法,对焊点的优化进行了实例研究。结果表明,这些分析技术具有相互作用和互补的关系。综合应用这些技术,可以充分利用这些技术的优点,满足各种设计要求。实例研究表明,本文提出的不同工具的耦合方法是有效和高效的,在微系统的设计和可靠性分析中具有重要意义。
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