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Generalized Variational Principles of Quasi-Static Electro-Magneto-Thermo-Elasticity

机译:准静态电磁热弹性的广义变分原理

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摘要

Finite element method is an approximate computational method which is widely used and continuously developed. Variational principles are the foundation of finite element method. In this paper, the generalized variational principles of quasi-static electro-magneto-thermo-elasticity are established using variational integral method. And these variational principles can be degenerated to be variational principles of simple coupling properties materials, which offer theoretical support for finite element method of coupling problems of electro-magneto-thermo-elastic.
机译:有限元方法是一种近似计算方法,广泛使用和不断开发。变分原理是有限元方法的基础。本文采用变分积分法建立了准静态电磁热弹性的广义变分原理。这些变分原理可以退化为简单耦合性质材料的变分原理,其为电磁热弹性耦合问题提供了有限元方法的理论支持。

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