The dynamic stability of simply supported, circular cylindrical shells under periodic axial loads is analysed. Nonlinearities due to finite-amplitude shell motion are considered by using the Donnell's nonlinear shallow-shell theory. A finite length, simply supported shell is considered; the boundary conditions are satisfied, including the contribution of external axial loads acting at the shell edges. The effect of a contained liquid on the dynamic stability is investigated.
Nonlinear dynamics and stability of compressed circular cylindrical shells / Pellicano, F.; Amabili, M.. - (2003), pp. 565-568. [10.1016/B978-008044046-0.50139-1]
Nonlinear dynamics and stability of compressed circular cylindrical shells
Pellicano F.;Amabili M.
2003
Abstract
The dynamic stability of simply supported, circular cylindrical shells under periodic axial loads is analysed. Nonlinearities due to finite-amplitude shell motion are considered by using the Donnell's nonlinear shallow-shell theory. A finite length, simply supported shell is considered; the boundary conditions are satisfied, including the contribution of external axial loads acting at the shell edges. The effect of a contained liquid on the dynamic stability is investigated.
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