Dynamic behavior of nanobeams under axial loads: Integral elasticity modeling and size‐dependent eigenfrequencies assessment

Author:

Barretta Raffaele1ORCID,Čanađija Marko2ORCID,Marotti de Sciarra Francesco1ORCID,Skoblar Ante2ORCID,Žigulić Roberto2ORCID

Affiliation:

1. Department of Structures for Engineering and Architecture University of Naples Federico II Naples Italy

2. Faculty of Engineering, Department of Engineering Mechanics University of Rijeka Rijeka Croatia

Funder

Hrvatska Zaklada za Znanost

Publisher

Wiley

Subject

General Engineering,General Mathematics

Reference55 articles.

1. The small length scale effect for a non‐local cantilever beam: a paradox solved;Challamel N;Nanotechnology,2008

2. Vibrations of Bernoulli‐Euler beams using the two‐phase nonlocal elasticity theory;Fernández‐Sáez J;Int J Eng Sci,2017

3. Investigation on hygro‐thermal vibration of P‐FG and symmetric S‐FG nanobeam using integral Timoshenko beam theory;Matouk H;Adv Nano Res,2020

4. Stress‐driven nonlocal elasticity for the instability analysis of fluid‐conveying C‐BN hybrid‐nanotube in a magneto‐thermal environment;Sedighi HM;Phys Scr,2020

5. Thermal buckling analysis of SWBNNT on Winkler foundation by non local FSDT;Semmah A;Adv Nano Res,2019

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