The energy of a Von Karman circular plate is described by a nonlocal nonconvex one-dimensional functional depending on the thickness epsilon. Here we perform the asymptotic analysis via Gamma-convergence as the parameter epsilon goes to zero.
ON A NONLOCAL FUNCTIONAL ARISING IN THE STUDY OF THIN-FILM BLISTERING / Ansini, Nadia; V., Valente. - In: ANALYSIS AND APPLICATIONS. - ISSN 0219-5305. - 8:2(2010), pp. 109-123. [10.1142/s0219530510001540]
ON A NONLOCAL FUNCTIONAL ARISING IN THE STUDY OF THIN-FILM BLISTERING
ANSINI, NADIA;
2010
Abstract
The energy of a Von Karman circular plate is described by a nonlocal nonconvex one-dimensional functional depending on the thickness epsilon. Here we perform the asymptotic analysis via Gamma-convergence as the parameter epsilon goes to zero.File allegati a questo prodotto
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