In this paper we study the asymptotic behaviour of an exact controllability problem for a second order linear evolution equation defined in a two-component composite with ε-periodic disconnected inclusions of size ε. On the interface we prescribe a jump of the solution that varies according to a real parameter γ . In particular, we suppose that −1
Exact Controllability for Evolutionary Imperfect Transmission Problems
Luisa Faella;Carmen Perugia;
2019-01-01
Abstract
In this paper we study the asymptotic behaviour of an exact controllability problem for a second order linear evolution equation defined in a two-component composite with ε-periodic disconnected inclusions of size ε. On the interface we prescribe a jump of the solution that varies according to a real parameter γ . In particular, we suppose that −1File in questo prodotto:
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