Mathematical problems of electromagnetoelastic interactions



Título del documento: Mathematical problems of electromagnetoelastic interactions
Revista: Boletim da Sociedade Paranaense de Matematica
Base de datos: PERIÓDICA
Número de sistema: 000395881
ISSN: 0037-8712
Autors: 1
1
Institucions: 1Universidade Estadual do Norte Fluminense Darcy Ribeiro, Campos dos Goytacazes, Rio de Janeiro. Brasil
Any:
Volum: 25
Número: 1-2
Paginació: 55–66-55–66
País: Brasil
Idioma: Inglés
Tipo de documento: Artículo
Enfoque: Analítico
Resumen en inglés There are studied nonlinear mathematical problems of the interaction of electromagnetic fields with deformable media. The models are based on combination of the Lam and Maxwell systems coupled through so-called seismomagnetic effect. Several direct and associated with them inverse problems are studied. Then speaking about the inverse problems, electromagnetic and elastic characteristics of a medium are the subject of reconstruction. The values of physical fields are connected through electromagnetoelastic interactions. We consider the processes which are observed when elastic waves propagate in an elastic electroconducting medium. Variations of the seismic and electromagnetic fields in this case are called electromagnetoelastic waves. There are described different statements of mathematical model of the electromagnetoelastic interactions. Then the theoretical results of the analytical solution are discussed for various nonlinear direct and inverse problems for the equations of electromagnetoelasticity
Disciplines Matemáticas,
Física y astronomía
Paraules clau: Matemáticas aplicadas,
Electromagnetismo,
Campo electromagnético,
Ecuaciones diferenciales,
Ecuaciones diferenciales parciales,
Interacción
Keyword: Mathematics,
Physics and astronomy,
Applied mathematics,
Electromagnetism,
Electromagnetic field,
Differential equations,
Partial differential equations,
Interaction
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