Some linear evolution problems arising in the theory of hereditary electromagnetism are considered here. Making use of suitable Liapunov functionals, existence of solutions as well as asymptotic behaviour, are determined for rigid conductors with electric memory. In particular, we show the polynomially decay of the solutions, when the memory kernel decays exponentially or polynomially.

Asymptotic behavior of the energy for electromagnetic systems with memory

NASO, MARIA GRAZIA;VUK, Elena
2004-01-01

Abstract

Some linear evolution problems arising in the theory of hereditary electromagnetism are considered here. Making use of suitable Liapunov functionals, existence of solutions as well as asymptotic behaviour, are determined for rigid conductors with electric memory. In particular, we show the polynomially decay of the solutions, when the memory kernel decays exponentially or polynomially.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11379/29126
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