The coupled vibration characteristics of a spinning and axially moving composite thin-walled beam

Stability analysis of a spinning shaft in the concentric cylinder filled with an incompressible fluid

“…Zhang et al (2020a) studied the frequency and mode of a flexible rotor system using Hamilton's principle and Euler's angle, and discussed the effect of centrifugal forces on the stability of the system. In recent years, researchers have been concerned with vibration of shafts under simultaneous effects of axial movement and rotational motion (Zhu and Chung, 2019;Ebrahimi-Mamaghani et al, 2021;Yang et al, 2021;Li et al, 2018;Katz, 2001). For example, applying the Hamilton principle, Zhu and Chung (2019) derived the governing equation of motion for a simply supported Rayleigh beam with spinning and axial motions.…”

Vibration of viscoelastic axially graded beams with simultaneous axial and spinning motions under an axial load

“…Unlike moving and spinning homogeneous structures, the existing literature on the vibrational analysis of axially moving and spinning composite systems is limited. Recently, Li et al [46] determined the coupled vibrational characteristics of an axially moving and spinning thin-walled composite beam. They presented a numerical study to show the effect of geometry characteristics such as thickness-and length-to-radius ratios, as well as material characteristics such as the fiber orientation angles, on the dynamical behaviour of the system.…”