In this paper the von Kármán model for thin, elastic, infinite plate strip resting on a linear
elastic foundation of Winkler type is studied. The infinite plate strip is simply-supported and …

The nonlinear plate dynamics is a subject of investigations across many disciplines. Various
models have been proposed. In this paper, one of the models derived by von Karman is …

The von Kármán model for thin, elastic, rectangular plate resting on a linear elastic
foundation of Winkler type is studied. The plate is simply supported along all four edges and …

In this paper, the method of fundamental solutions (MFS) of real-part or imaginary-part
kernels is employed to solve two-dimensional eigenproblems. The occurring mechanism of …

In this Chapter one discusses existence, uniqueness, Lipschitz continuous dependence on
initial conditions and stability of solutions for different evolution initial value problems written …