On the Localized Vibration Modes of Thin Elastic Shells
A short elaboration of the localized modes of free vibrations of thin elastic shells is presented. A two-dimensional system of equations based on the Kirchhoff–Love hypotheses is used. Asymptotic expansions for the natural frequencies and for the corresponding vibration modes in power series of the relative shell thickness are constructed.
Copyright (c) 2004 Technische Mechanik. Scientific Journal for Fundamentals and Applications of Engineering Mechanics
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