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Bending of curved sandwich panels with transversely flexible cores - closed-form high-order theory
A mathematical model of the bending behavior of a curved sandwich panel with transversely flexible core is derived using a rigorous systematic closed-form approach based on variational principles. The effects of the transversely flexible core are incorporated resulting in non-linear patterns, denoted also as high-order effects, for the inplane and the transverse deformations through the height of the core. The governing equations along with the associated boundary and continuity conditions for a general type of sandwich panels are also derived.
Bending of curved sandwich panels with transversely flexible cores - closed-form high-order theory
A mathematical model of the bending behavior of a curved sandwich panel with transversely flexible core is derived using a rigorous systematic closed-form approach based on variational principles. The effects of the transversely flexible core are incorporated resulting in non-linear patterns, denoted also as high-order effects, for the inplane and the transverse deformations through the height of the core. The governing equations along with the associated boundary and continuity conditions for a general type of sandwich panels are also derived.
Bending of curved sandwich panels with transversely flexible cores - closed-form high-order theory
Frostig, Y. (Autor:in)
1997
20 Seiten, 51 Quellen
Aufsatz (Konferenz)
Englisch
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