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Please use this identifier to cite or link to this item: http://hdl.handle.net/123456789/2279

Title: STABILITY OF FGM ARCHES UNDER AN ARBITRARY RADIAL CONCENTRATED LOAD
Authors: Kiss, László Péter
Szeidl, György
Keywords: nonlinear stability
circular arch
FGM
snap-through buckling
bifurcation buckling
Issue Date: Oct-2018
Citation: http://scholar.google.ro/
Series/Report no.: COMAT 2018;19-25
Abstract: It is well-known that the mechanical behaviour of shallow arches is strongly nonlinear. Geometrically linear models overestimate the critical (buckling) load and are unable to describe the post-buckling behaviour. In recent years, numerous new findings were published in this topic. We hereby intend to contribute by presenting and evaluating a new mechanical model for the case when pinned-pinned arches, made of functionally graded material, are subject to an arbitrary concentrated radial dead load.
URI: http://hdl.handle.net/123456789/2279
ISSN: 2457-8541
Appears in Collections:COMAT 2018

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