Abstract:
This paper presents a numerical model for the analysis of magneto-mechanical problems in magnetostrictive materials. The governing equations of these phenomena are solved...Show MoreMetadata
Abstract:
This paper presents a numerical model for the analysis of magneto-mechanical problems in magnetostrictive materials. The governing equations of these phenomena are solved simultaneously using a strong coupling model based on the finite element method. The magnetic force in magnetostrictive materials is calculated by a numerical model based on the local application of the virtual work principle. The variation of the permeability with the mechanical stress is taken into account. The strong coupling model is applied to a simple example and the results are compared with a weak coupling model.
Published in: IEEE Transactions on Magnetics ( Volume: 32, Issue: 3, May 1996)
DOI: 10.1109/20.497423
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Finite Element ,
- Finite Element Analysis ,
- Magnetostrictive Materials ,
- Numerical Simulations ,
- Mechanical Stress ,
- Finite Element Method ,
- Magnetic Force ,
- Coupled Model ,
- Application Of Principles ,
- Variable Permeability ,
- Principle Of Virtual Work ,
- Magnetic Field ,
- Young’s Modulus ,
- External Force ,
- Magnetic Properties ,
- Newton Method ,
- Elastic Deformation ,
- Magnetic Flux ,
- Elastic Energy ,
- Force Vector ,
- Direction Of Stress ,
- Magnetic Vector Potential ,
- Elastic Problem ,
- Magnetic Potential ,
- Force Density ,
- Mechanical Problems
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Finite Element ,
- Finite Element Analysis ,
- Magnetostrictive Materials ,
- Numerical Simulations ,
- Mechanical Stress ,
- Finite Element Method ,
- Magnetic Force ,
- Coupled Model ,
- Application Of Principles ,
- Variable Permeability ,
- Principle Of Virtual Work ,
- Magnetic Field ,
- Young’s Modulus ,
- External Force ,
- Magnetic Properties ,
- Newton Method ,
- Elastic Deformation ,
- Magnetic Flux ,
- Elastic Energy ,
- Force Vector ,
- Direction Of Stress ,
- Magnetic Vector Potential ,
- Elastic Problem ,
- Magnetic Potential ,
- Force Density ,
- Mechanical Problems