Dvirnychuk K. Mathematical modeling of dynamics of the thick elastic plates under uncertainties

The dissertation is devoted to solving problems in a complex way of the dynamics of elastic plates of constant thickness and arbitrary geometry which are investigated under conditions of incomplete information about their initial boundary value condition. Тhe three-dimensional field of transverse dynamic displacement of thick elastic plates is being built which being the solution of differential equations of the plate's model is coordinated by the meansquare criterion with observations of the initial boundary condition of the latter one. There are set and solved the problems of this field's control with a goal of its meansquare coordination with predetermined discrete and continuous defined desired state.