This work analyzes the dynamic behavior of cracked Timoshenko beams immersed in a
Winkler elastic medium, obtaining their natural frequencies of bending vibration. For this …

In this article, large displacement static and transient behavior of moderately thick deep
functionally graded curved beams with constant curvature are investigated using …

Due to having difficulty in solving governing nonlinear differential equations of a non-uniform
microbeam, a few numbers of authors have studied such fields. In the present study, for the …

There are many physical and mechanical phenomena that can be well described by means
of the Dirac-delta function. For instance, the bending and vibration behavior of structures …

In this paper, differential quadrature element method is used to analyze free transverse
vibration of multi-stepped rotors resting on multiple bearings. Timoshenko beam theory is …

Non-uniformity and damage are the two primary subjects in studying the vibrations of the
beam-type elements. An exact closed-form explicit solution for the transverse displacement …

In this article, stresses and free-vibration behaviors of annular circular piezoelectric
nanocomposite plate reinforced by functionally graded single-walled boron nitride …

In the current paper, size‐dependent mechanical analysis of functionally graded porous
(FGP) nanobeams resting on Pasternak foundation in thermal environment is presented …

Methodological approaches for vibration analysis of multi-cracked Timoshenko beams
under moving mass as well as for multi-crack identification based on the Huang Hilbert …

In the present study, buckling and free vibration analyses of annular thin sector plate made
of functionally graded materials (FGMs) resting on visco-elastic Pasternak foundation …