In this paper the partial exact controllability of an elastic spherical membrane is proved. The reachability problem for the integrodifferential equation, introduced for the vibrations of the meridional displacement, is solved. The main result is a generalization of a Ingham's theorem on nonharmonic Fourier series.
Partial exact controllability for spherical membranes / Loreti, Paola; Vanda, Valente. - In: SIAM JOURNAL ON CONTROL AND OPTIMIZATION. - ISSN 0363-0129. - 35:2(1997), pp. 641-653. [10.1137/s036301299526962x]
Partial exact controllability for spherical membranes
LORETI, Paola;
1997
Abstract
In this paper the partial exact controllability of an elastic spherical membrane is proved. The reachability problem for the integrodifferential equation, introduced for the vibrations of the meridional displacement, is solved. The main result is a generalization of a Ingham's theorem on nonharmonic Fourier series.File allegati a questo prodotto
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