Abstract
From the viewpoint of the three-dimensional theory of elasticity, a direct method of solution for the natural vibration of a circular cylindrical shell is formulated based on the principle of virtual work. In the present method of solution, all the assumptions, on which the majority of existing theories are based are abandoned, and the vibration characteristics of a circular cylindrical shell with arbitrary thickness to curvature ratio will be studied in the unified way. In a numerical analysis influences of the length-curvature as well as thickness-curvature ratios are extensively studied for various cases of geometrical boundary conditions.
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