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Coupled field models in electromagnetic solids

机译:电磁固体中的耦合场模型

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摘要

Purpose - To develop new and existing coupled thermal and mechanical models of electromagnetic solids for the simulation of coupled field problems based on a consistent theoretical and computational framework. Design/methodology/approach - The finite element computational models we describe involve the combination of classical electrodynamics, continuum mechanics, and thermodynamics. In order to create consistent coupled models, we employ the fundamental principles of thermodynamics as a common framework. Findings - Our procedure requires the necessary thermodynamical considerations for building consistent multiphysics models and develops some novel implementation issues that are important from the designers' point of view. Additionally, efficient numerical algorithms for solving the arising static and dynamic nonlinearities are discussed. Research limitations/implications - The paper targets the simulation of coupled problems in macroscopic electromagnetic continua. Practical implication - The application areas of the coupled field models are identified and illustrated by the solution of complex industrial problems. Originality/value - We introduce new computational models and techniques for the solution of some coupled field problems in electromagnetic solids. While some elements of these computational models and techniques have been used for decades, the complete theoretical and computational framework is presented for the first time here.
机译:目的-基于一致的理论和计算框架,开发新的和现有的电磁固体耦合热力学模型,以模拟耦合场问题。设计/方法/方法-我们描述的有限元计算模型涉及经典电动力学,连续力学和热力学的组合。为了创建一致的耦合模型,我们将热力学的基本原理用作通用框架。发现-我们的程序需要建立一致的多物理场模型所需的热力学考虑,并提出了一些新的实现问题,这些问题从设计者的角度来看很重要。另外,讨论了用于解决产生的静态和动态非线性的有效数值算法。研究局限性/意义-本文针对宏观电磁连续性中耦合问题的仿真。实际意义-通过解决复杂的工业问题来识别和说明耦合场模型的应用领域。原创性/价值-我们引入新的计算模型和技术来解决电磁固体中的某些耦合场问题。尽管这些计算模型和技术的某些元素已使用了数十年,但这里还是首次提出了完整的理论和计算框架。

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