多层承重结构温度场的数值计算

D. Ozerkin
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摘要

电子手段设计的现代方法包括正在开发的仪器中发生的热物理过程的建模。与此同时,热物理建模的一个常见任务是确定电子器件(电路板、衬底)支撑结构的温度场。支承结构温度场定量指标的掌握直接影响到整个电子器件可靠性的预测。电子器件的承重结构越来越多地以多层结构的形式制造,其中可以存在导电层,绝缘层和半导体层。这些特点对电子装置支承结构温度场计算的数学模型、算法和应用软件包的开发提出了新的要求。本文研究了利用常用软件MathCAD和SolidWorks对电子设备支承结构的温度场进行建模的过程。电子手段的各种支撑结构可分为三类:有条件的一维、有条件的二维和三维。结果表明,条件一维(棒材)和条件二维(单层板和衬底)结构的温度场应采用MathCAD软件包中的有限差分法进行计算。包括复杂几何构型在内的三维承重结构的温度场,都需要使用SolidWorks软件包中的有限元法进行计算。本文提出的计算温度场的算法通过解决一个测试问题得到了验证。对比分析表明,计算结果相对于试验问题的偏差不超过0.8%。所开发的计算温度场的算法在电子设备开发人员的工程活动中具有实际意义。
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Computation of the temperature field of multilayer load-bearing structures by numerical methods
Modern approaches to the electronic means design include modeling of thermophysical processes occurring in the apparatus being developed. At the same time, a common task in thermophysical modeling is the problem of determining the temperature field of the supporting structure of an electronic device (board, substrate). Knowledge of the quantitative indicators of the supporting structure temperature field directly affects the prediction of the entire electronic device reliability. The load-bearing structures of electronic devices are increasingly made in the form of multilayer structures where conductive, insulating and semiconductor layers can be present. These features impose new requirements on the development of mathematical models, algorithms, application software packages for calculating the temperature fields of the supporting structures of electronic means. The article considers the process of modeling the temperature field for the supporting structures of electronic means using common software systems MathCAD and SolidWorks. The whole variety of supporting structures of electronic means is divided into three categories: conditionally one-dimensional, conditionally two-dimensional and three-dimensional. It is shown that the temperature fields of conditionally one-dimensional (rods) and conditionally two-dimensional (single-layer boards and substrates) structures should be calculated by the finite difference method in the MathCAD software package. Temperature fields of three-dimensional load-bearing structures, including complex geometric configurations, should be calculated using the finite element method in the SolidWorks software package. The developed algorithms for calculating temperature fields are verified by solving a test problem. Comparative analysis has shown that the discrepancy between the calculation results relative to the test problem does not exceed 0.8%. The developed algorithms for calculating the temperature field can be practically useful in the engineering activities of the developer of electronic equipment.
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