Exact Controllability in Oblique Gridworks Structures
Journal Title: Romanian Journal of Acoustics and Vibration - Year 2015, Vol 12, Issue 1
Abstract
The article studies the problem of the exact internal controllability on a gridwork structure that depends on two small parameters ε and δ . The controll is provided by the HUM method (Hilbert Uniqueness Method). We apply the homogenization methods: the energetic method of Tartar and the dilatation method. The limit problem is a problem of vibrations on a rectangle which is controlled by the limit of the control.
Authors and Affiliations
Camelia GHELDIU, Mihaela DUMITRACHE
Keywords
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