13 June 1997 Mathematical modeling and numerical investigation of magnetoelastic stability of superconducting plates
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Abstract
The differential equations and boundary conditions describing the vibrations and stability of superconducting elastic plates in the external magnetic field were obtained. The effective numerical method is proposed for the solution of Neumann external problem The concrete problems of vibration and stability of superconducting rectangular plates were solved. The possibility of loss of static and dynamic stability under the influence of external longitudinal magnetic field was proved.
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Gevorg Yervand Bagdasarian, Gayane Tornic Piliposyan, "Mathematical modeling and numerical investigation of magnetoelastic stability of superconducting plates", Proc. SPIE 3039, Smart Structures and Materials 1997: Mathematics and Control in Smart Structures, (13 June 1997); doi: 10.1117/12.276589; https://doi.org/10.1117/12.276589
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KEYWORDS
Magnetism

Superconductors

Numerical analysis

Mathematical modeling

Differential equations

Holmium

Lithium

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