This work is motivated by the self-powered component of biomedical nano-robotic device
which is expected to move in arterial blood vessels. The transverse vibrations and steady …

In this paper, an analytical Hamiltonian-based model for the dynamic analysis of rectangular
nanoplates is proposed using the Kirchhoff plate theory and Eringen's nonlocal theory. In a …

In this article, the free vibration of a functionally graded Euler–Bernoulli beam with a tip
nanoparticle and a nonlinear/linear spring constraint is presented for the first time using …

This research aims at studying the propagation of waves in doubly-curved nanoshells made
of carbon nanotube-reinforced composite (CNTRC) nanoshell panels while resting on a …

New analytic bending, buckling, and free vibration solutions of rectangular nanoplates with
combinations of clamped and simply supported edges are obtained by an up-to-date …

In this paper, an analytical model based on the modified couple stress theory and
Timoshenko beam theory is developed to study the vibrational power flow of a microbeam …

This paper extends an up-to-date symplectic superposition method for analytic bending,
buckling, and free vibration solutions of rectangular nanoplates based on the nonlocal …

Reflection, propagation and energy analysis are crucially important in designing structures,
especially plates. A thick plate is considered based on first order shear deformation theory …

This paper presents the wave propagation approach for analyzing the free vibration and
wave reflection in carbon nanotubes. The propagation and reflection matrices obtained by …

In this paper, an extended separation-of-variable (SOV) method is developed to achieve the
closed-form solutions for free vibration of rectangular nonlocal Mindlin plates with arbitrary …