Article ID Journal Published Year Pages File Type
470863 Computers & Mathematics with Applications 2015 9 Pages PDF
Abstract

In this paper we consider a von Karman equation of memory type utt+Δ2u−∫0tg(t−s)Δ2u(s)ds=[u,F(u)] with clamped boundary condition. We establish a decay result of solutions without imposing the usual relation between a kernel function gg and its derivative. This result generalizes earlier ones to an arbitrary rate of decay, which is not necessarily of an exponential or polynomial decay.

Related Topics
Physical Sciences and Engineering Computer Science Computer Science (General)
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