Optimal Design of Stiffened Cylindrical Shells Based on an Asymptotic Approach
The linear differential equations describing the free vibrations of ring-stiffened thin cylindrical shells are solved with the help of asymptotic techniques. The received approximate formulas are used for the evaluation of optimal parameters corresponding to the maximal fundamental frequency of the ring-stiffened shell with given mass.
Copyright (c) 2004 Technische Mechanik. Scientific Journal for Fundamentals and Applications of Engineering Mechanics
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