Abstract:
The accelerated motion of a circular cylinder from the state of rest under the free surface of an infinitely deep ideal fluid is studied using the method of reducing the original mathematical formulation of the problem to an integrodifferential system of equations for the function specifying the free surface shape and for the normal and tangential velocity components on the free surface. An analytic continuation of the velocity field into the flow region is constructed and unsteady loads acting on the cylinder at the initial stage of motion are determined.