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Bifurcation modes in the limit of zero thickness of axially compressed circular cylindrical shell
- Authors
- Kwon, Y
- Issue Date
- Jan-2000
- Publisher
- KOREAN SOC MECHANICAL ENGINEERS
- Keywords
- strain energy density function; storen-rice hypoelastic material; characteristic equation; multiple scales asymptotic technique; bifurcation modes
- Citation
- KSME INTERNATIONAL JOURNAL, v.14, no.1, pp.39 - 47
- Journal Title
- KSME INTERNATIONAL JOURNAL
- Volume
- 14
- Number
- 1
- Start Page
- 39
- End Page
- 47
- ISSN
- 1226-4865
- Abstract
- Bifurcation intability modes of axially compressed circular cylindrical shell are investigated in the limit of zero thickness (i.e., h (thickness) --> 0) analytically, adopting the general stability theory developed by Triantafyllidis and Kwon(1987) and Kwon(1992). The primary state of the shell is obtained in a closed form using the asymptotic technique, and then the straightforward bifurcation analysis is followed according to the general stability theory to obtain the bifurcation modes in the limit of zero thickness in a full analytical manner. Hence, the closed form bifurcation solution is obtained. Finally, the result is compared with the classical one.
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Related Researcher
- Kwon, Young Joo
- Science & Technology (Mechano-Informatics and Design Eng.)