Yayın: Frequency, bending and buckling loads of nanobeams with different cross sections
Tarih
Kurum Yazarları
Uzun, Büşra
Yaylı, Mustafa Özgür
Yazarlar
Civalek, Ömer
Danışman
Dil
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Yayıncı:
Techno-Press
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Özet
The bending, stability (buckling) and vibration response of nano sized beams is presented in this study based on the Eringen's nonlocal elasticity theory in conjunction with the Euler-Bemoulli beam theory. For this purpose, the bending, buckling and vibration problem of Euler-Bernoulli nanobeams are developed and solved on the basis of nonlocal elasticity theory. The effects of various parameters such as nonlocal parameter eoa, length of beam L, mode number n, distributed load q and cross-section on the bending, buckling and vibration behaviors of carbon nanotubes idealized as Euler-Bernoulli nanobeam is investigated. The transverse deflections, maximum transverse deflections, vibrational frequency and buckling load values of carbon nanotubes are given in tables and graphs.
Açıklama
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Konusu
Bending, Buckling, Vibration, Carbon, Nanotubes, Finite element method, Nonlocal elasticity theory, Euler-Bernoullibeam theory, Free-vibraiton analysis, Nonlocal continuum, Shear deformation, Finite-element, Elastic medium, Longitudinal vibration, Carbon nanotubes, Dynamic-analysis, Surface stress, Microtubules, Science & technology - other topics, Materials science, Buckling, Carbon nanotubes, Nanowires, Vibration analysis, Buckling loads, Distributed loads, Euler-Bernoulli, Non-local elasticity theories, Transverse deflection, Vibration behavior, Vibration problem, Vibration response, Elasticity
Alıntı
Civalek, Ö. vd. (2020). "Frequency, bending and buckling loads of nanobeams with different cross sections". Advances in Nano Research, 9(2), 91-104.