Abstract
In this paper, dynamic interaction phenomena on solid and liquid interfaces are discussed. Axisymmetrical responses of an infinite circular cylindrical shell, perfectly filled with liquid, are analyzed, based on Flugge's theory for a circular cylindrical shell and the potential theory for an ideal fluid under conditions of an impulsive external band pressure applied to the outer surface of the shell. The deflection and the moment of the shell and the pressure in the fluid are evaluated using a numerical inversion of the Laplace transformation method .the approximate solution for a shell with an equivalent mass on it is analyzed and is evaluated, based on the solution for the solid and liquid interactions.
