The free vibration response of single-walled carbon nanotubes (SWCNTs) is investigated in
this work using various nonlocal beam theories. To this end, the nonlocal elasticity …

Among the theoretical methods for solving many problems of applied mathematics, physics,
and technology, asymptotic methods often provide results that lead to obtaining more …

In the first part of the paper we employ the Sheremetev-Pelekh-Reddy-Levinson hypotheses,
which yield a non-linear mathematical model of a beam taking into account geometric and …

In this work chaotic dynamics of continuous mechanical systems such as flexible plates and
shallow shells is studied. Namely, a wide class of the mentioned objects is analyzed …

This monograph is devoted to construction of novel theoretical approaches of modeling non-
homogeneous structural members as well as to development of new and economically …

The paper investigates changes in determinism of undamaged and cracked aluminium
plates with respect to excitation frequencies. Harmonic excitation of frequencies …

Regular and chaotic dynamics of the flexible Timoshenko-type beams is studied using both
the standard Fourier (FFT) and the continuous wavelet transform methods. The governing …

Abstract NUMERICAL INVESTIGATIONS OF TRANSVERSALLY DRIVEN BEAMS ARE
CARRIED OUT VERSUS CONTROL PARAMETERS, IE AMPLITUDE AND FREQUENCY OF …

This chapter concerns the latest literature review devoted to micro/nanosize-dependent
mathematical models of beams, plates and shells. The review includes nonlocal theory of …

Mathematical models of continuous structural members (beams, plates and shells)
subjected to an external additive white noise are studied. The structural members are …