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    Small-scale thermoelastic damping in micro-beams utilizing the modified couple stress theory and the dual-phase-lag heat conduction model

    , Article Journal of Thermal Stresses ; Volume 42, Issue 7 , 2019 , Pages 801-814 ; 01495739 (ISSN) Borjalilou, V ; Asghari, M ; Bagheri, E ; Sharif University of Technology
    Taylor and Francis Ltd  2019
    Abstract
    In this article, the size-dependent behavior of micro-beams with the thermoelastic damping (TED) phenomenon is studied. The coupled thermoelasticity equations are derived on the basis of the modified couple stress theory (MCST) and dual-phase-lag (DPL) heat conduction model. By solving these coupled equations simultaneously, a closed-form expression for the TED parameter in micro-beams is presented which considers the small-scale effects incorporation. Then, the effect of various parameters on TED in micro-beams, such as micro-beam height, the type of material, boundary conditions, and aspect ratio is investigated. The results show that the influence of utilizing non-classical continuum and... 

    Torsional vibration induced by gyroscopic effect in the modified couple stress based micro-rotors

    , Article European Journal of Mechanics, A/Solids ; Volume 81 , May–June , 2020 Jahangiri, M ; Asghari, M ; Bagheri, E ; Sharif University of Technology
    Elsevier Ltd  2020
    Abstract
    In this research, the small-scale effects in the torsional vibration of the micro-rotors with eccentric micro-disks are investigated based on the modified couple stress theory. The torsional deformation of the micro-shaft described by function φ(x,t) is considered to be independent of the flexural deformation described by functions v(x,t) and w(x,t). Using Hamilton's principle, the system of coupled nonlinear governing partial differential equations of motion and the associated boundary conditions are derived. The system of equations includes one corresponding to the torsional deformation and two others corresponding to the flexural deformation. By employing the Galerkin method, the system... 

    Effect of radially functionally graded materials on the primary resonances of large amplitude flexural vibration of in-extensional rotating shafts

    , Article Engineering Structures ; Volume 226 , 2021 ; 01410296 (ISSN) Jahangiri, M ; Bagheri, E ; Sharif University of Technology
    Elsevier Ltd  2021
    Abstract
    This paper analytically studies the effect of functionally graded materials (FGMs) on the primary resonances of large amplitude flexural vibration of in-extensional rotating shafts with nonlinear curvature as well as nonlinear inertia. The constituent material is assumed to vary along the radial direction according to a power-law gradation. The governing differential equations and the corresponding boundary conditions are derived employing the variational approach. Then, the Galerkin method and the multiple scales perturbation method are utilized to obtain the frequency–response equation. In a numerical case study, the effects of the power-law index on the steady-state responses and locus of...