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Original Articles

Torsional statics of two-dimensionally functionally graded microtubes

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Pages 430-442 | Received 12 Feb 2017, Accepted 29 Jul 2017, Published online: 05 Dec 2017

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Read on this site (7)

Xuehang Liu, Shengyang Luo & Hadi Babaei. (2023) Thermal deflection and snap-buckling analysis of temperature-dependent FGP curved nanotubes via a nonlocal strain gradient theory. Mechanics Based Design of Structures and Machines 0:0, pages 1-27.
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Saeed H. Moghtaderi, S. Ali Faghidian & Mohsen Asghari. (2023) Nonlinear vibrations of gradient and nonlocal elastic nano-bars. Mechanics Based Design of Structures and Machines 51:3, pages 1316-1334.
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Hadi Babaei & M. Reza Eslami. (2022) Nonlinear bending analysis of size-dependent FG porous microtubes in thermal environment based on modified couple stress theory. Mechanics Based Design of Structures and Machines 50:8, pages 2714-2735.
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Reza Aghazadeh. (2022) Torsional dynamics of bi-directional functionally graded small-scale tubes possessing a variable length scale parameter. Mechanics of Advanced Materials and Structures 29:8, pages 1164-1171.
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Yanping Wang, Xiangjun Jiang & Hadi Babaei. (2021) Nonlinear thermal instability and vibration analysis of pre/post-buckled FG porous nanotubes using nonlocal strain gradient theory. Waves in Random and Complex Media 0:0, pages 1-34.
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Hadi Babaei & M. Reza Eslami. (2021) Nonlinear analysis of thermal-mechanical coupling bending of clamped FG porous curved micro-tubes. Journal of Thermal Stresses 44:4, pages 409-432.
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Armagan Karamanli & Metin Aydogdu. (2020) Structural dynamics and stability analysis of 2D-FG microbeams with two-directional porosity distribution and variable material length scale parameter. Mechanics Based Design of Structures and Machines 48:2, pages 164-191.
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Articles from other publishers (12)

Hadi Babaei. (2021) Nonlinear analysis of size-dependent frequencies in porous FG curved nanotubes based on nonlocal strain gradient theory. Engineering with Computers 38:S3, pages 1717-1734.
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Hadi Babaei. (2021) Large deflection analysis of FG-CNT reinforced composite pipes under thermal-mechanical coupling loading. Structures 34, pages 886-900.
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Hadi Babaei. (2021) On frequency response of FG-CNT reinforced composite pipes in thermally pre/post buckled configurations. Composite Structures 276, pages 114467.
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Hadi Babaei. (2021) Thermoelastic buckling and post-buckling behavior of temperature-dependent nanocomposite pipes reinforced with CNTs. The European Physical Journal Plus 136:10.
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Hadi Babaei & M. Reza Eslami. (2021) Thermally induced nonlinear stability and imperfection sensitivity of temperature- and size-dependent FG porous micro-tubes. International Journal of Mechanics and Materials in Design 17:2, pages 381-401.
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Francesco P. Pinnola, S. Ali Faghidian, Marzia S. Vaccaro, Raffaele Barretta & Francesco Marotti de Sciarra. 2021. Size-Dependent Continuum Mechanics Approaches. Size-Dependent Continuum Mechanics Approaches 187 204 .
Hadi Babaei & M. Reza Eslami. (2020) Limit load analysis and imperfection sensitivity of porous FG micro-tubes surrounded by a nonlinear softening elastic medium. Acta Mechanica 231:11, pages 4563-4583.
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Hadi Babaei & M. Reza Eslami. (2020) On nonlinear vibration and snap-through stability of porous FG curved micro-tubes using two-step perturbation technique. Composite Structures 247, pages 112447.
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Mahdad Fazlali, S. Ali Faghidian, Mohsen Asghari & Hossein M. Shodja. (2020) Nonlinear flexure of Timoshenko–Ehrenfest nano-beams via nonlocal integral elasticity. The European Physical Journal Plus 135:8.
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Hadi Babaei & M. Reza Eslami. (2020) Size-dependent vibrations of thermally pre/post-buckled FG porous micro-tubes based on modified couple stress theory. International Journal of Mechanical Sciences 180, pages 105694.
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J. P. Shen, P. Y. Wang, W. T. Gan & C. Li. (2020) Stability of Vibrating Functionally Graded Nanoplates with Axial Motion Based on the Nonlocal Strain Gradient Theory. International Journal of Structural Stability and Dynamics 20:08, pages 2050088.
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Xiaobai Li, Li Li & Yujin Hu. (2018) Instability of functionally graded micro-beams via micro-structure-dependent beam theory. Applied Mathematics and Mechanics 39:7, pages 923-952.
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