188
6 Mathematical Models of Micro- and Nano-cylindrical Panels in Temperature Field
Table 6.20 The Timoshenko model—charts of vibration regimes: (a) without the size-dependent
behaviour l/ h = 0; (b) with the size-dependent behaviour l/ h = 0.3 [reprinted with permission
from International Journal of Non-Linear Mechanics publishers]
Table 6.21 The Sheremetev–Pelekh model—charts of vibration regimes: (a) without the sizedependent behaviour l/ h = 0; (b) with the size-dependent behaviour l/ h = 0.3 [reprinted with
permission from International Journal of Non-Linear Mechanics publishers]
Area of zones of periodic vibrations is larger in the chart of the size-dependent
vibration regimes. Localization of zones of damped vibrations differs essentially for
two charts of the vibration regimes.
6 Mathematical Models of Micro- and Nano-cylindrical Panels in Temperature Field
Table 6.20 The Timoshenko model—charts of vibration regimes: (a) without the size-dependent
behaviour l/ h = 0; (b) with the size-dependent behaviour l/ h = 0.3 [reprinted with permission
from International Journal of Non-Linear Mechanics publishers]
Table 6.21 The Sheremetev–Pelekh model—charts of vibration regimes: (a) without the sizedependent behaviour l/ h = 0; (b) with the size-dependent behaviour l/ h = 0.3 [reprinted with
permission from International Journal of Non-Linear Mechanics publishers]
Area of zones of periodic vibrations is larger in the chart of the size-dependent
vibration regimes. Localization of zones of damped vibrations differs essentially for
two charts of the vibration regimes.