用于电活性植入物的小型热电发生器几何参数化降阶模型

C. Yuan, T. Bechtold
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引用次数: 2

摘要

热电发电机的设计优化过程可以在有限元软件中进行,并通过参数化模型降阶的数学方法来加速。为了研究几何变化的影响,例如,基于矩阵插值的参数化模型降阶方法可用于生成紧凑但高精度的参数化降阶模型,以进行有效的参数化研究。然而,该方法的一个重要前提是,随着几何参数的变化,模型的有限元网格保持不变。在这项工作中,我们提出了一种几何参数化策略来获得模型中的恒定网格。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Geometrically Parametrized Reduced Order Model of a Miniaturized Thermoelectric Generator for Electrically Active Implants
Design optimization process of thermoelectric generators can be performed in finite element software and speeded up by mathematical methods of parametric model order reduction. In order to investigate the impact of the geometry changes, e.g., the matrix-interpolation based parametric model order reduction method can be utilized to generate compact, but highly accurate parametric reduced order models for efficient parametric studies. However, an important prerequisite for this method is that the finite element mesh of the model remains the same with the changing of the geometrical parameters. In this work, we present a geometry parameterizing strategy to obtain a constant mesh in the model.
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