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| Asymptotic Derivation of a Linear Plate Model for Soft Ferromagnetic Materials |
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Citation： |
Giuseppe GEYMONAT,Franc{c}oise KRASUCKI,Michele SERPILLI.Asymptotic Derivation of a Linear Plate Model for Soft Ferromagnetic Materials[J].Chinese Annals of Mathematics B,2018,39(3):451~460 |
| Page view： 1176
Net amount： 1448 |
Authors： |
Giuseppe GEYMONAT; Franc{c}oise KRASUCKI;Michele SERPILLI |
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| Abstract： |
The authors use the asymptotic expansion method by P. G. Ciarlet to
obtain a Kirchhoff-Love-type plate model for a linear soft
ferromagnetic material. They also give a mathematical justification
of the obtained model by means of a strong convergence result. |
Keywords： |
Asymptotic methods, Plates, Magnetoelasticity |
Classification： |
74F15, 74K20 |
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