LATERALLY LOADED CYLINDRICAL SHELL WITHOUT INITIAL IMPERFECTIONS – COMPARISON OF NUMERICAL ANALYSIS WITH EXPERIMENT

Authors

DOI:

https://doi.org/10.46585/pc.2022.1.2298

Keywords:

loss of stability, experiment, FEM, cylindrical shell, saddle support

Abstract

The aim of the current research is to determine the effect of initial imperfections on the loss of stability of a laterally loaded cylindrical shell. This paper describes the ongoing second phase of experimental verification, which currently consists of the verification of newly produced experimental specimens. For this reason, this paper focuses only on a variant of the model without intentionally creating initial imperfections. The results of geometrically and materially nonlinear numerical analysis (GMNA) are compared with the loading outcomes of two experimental models in a universal testing machine. The measure of conformity is then the value of the ultimate load at which the stability of the transversely loaded cylindrical shell under consideration is lost. Furthermore, the progress and conformity of the individual load curves are also assessed. If a sufficiently close agreement between the results of the numerical analyses and the outputs of the new experimental specimens is confirmed, then the next step of the second phase of experimental verification is enabled, which consists in carrying out experiments on specimens with a deliberately created geometric initial imperfection.

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References

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Voltr, O. a Tomek, P. 2019. The experimental verification of the laterally loaded cylindrical shell without initial imperfections. Proceedings of 21st International Scientific Conference Applied Mechanics 2019. Ostravice, 15. – 17. dubna. Ostrava, Česká republika: VŠB – Technická univerzita Ostrava, s. 224-227. ISBN 978-80-248-4287-5.

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Published

2022-06-30

How to Cite

Voltr, O., & Tomek, P. (2022). LATERALLY LOADED CYLINDRICAL SHELL WITHOUT INITIAL IMPERFECTIONS – COMPARISON OF NUMERICAL ANALYSIS WITH EXPERIMENT. Perner’s Contacts, 17(1). https://doi.org/10.46585/pc.2022.1.2298

Issue

Section

Articles
Received 2022-04-29
Accepted 2022-05-20
Published 2022-06-30