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[HTML][HTML] Thermal vibration analysis of cracked nanobeams submerged in elastic foundations by nonlocal continuum mechanics
Understanding the mechanical behavior of nanoscale structures is crucial in the
development of advanced nanotechnologies. In this study, a novel approach to investigate …
development of advanced nanotechnologies. In this study, a novel approach to investigate …
Vibration analysis of cracked beam based on Reddy beam theory by finite element method
The lateral vibration of cracked isotropic thick beams is investigated. Generally, the analysis
of thick beam based on line elements can be undertaken using either Timoshenko beam …
of thick beam based on line elements can be undertaken using either Timoshenko beam …
Comparative study on free vibration analysis of rotating bi-directional functionally graded beams using multiple beam theories with uncertainty considerations
The present study investigates the free vibration behavior of rotating beams made of
functionally graded materials (FGMs) with a tapered geometry. The material properties of the …
functionally graded materials (FGMs) with a tapered geometry. The material properties of the …
A fast vibro-acoustic modeling method of plate-open cavity coupled systems
M **, G **, X Song, T Ye, Y Chen - International Journal of Mechanical …, 2024 - Elsevier
In this paper, a fast Chebyshev-Ritz method for vibro-acoustic analytical modeling of plate-
open cavity coupled systems is developed for the first time. Based on the Chebyshev …
open cavity coupled systems is developed for the first time. Based on the Chebyshev …
Free vibration analysis of multistepped nonlocal Bernoulli–Euler beams using dynamic stiffness matrix method
The free vibration of multistepped nanobeams is studied using the dynamic stiffness matrix
method. The beam analysis is based on the Bernoulli–Euler theory, and the nanoscale …
method. The beam analysis is based on the Bernoulli–Euler theory, and the nanoscale …
The interpolated variational iteration method for solving a class of nonlinear optimal control problems
M Shirazian - Iranian Journal of Numerical Analysis and Optimization, 2023 - ijnao.um.ac.ir
Despite the variety of methods available to solve nonlinear optimal con-trol problems,
numerical methods are still evolving to solve these problems. This paper deals with the …
numerical methods are still evolving to solve these problems. This paper deals with the …
Radial vibration analysis of single and composite spherical shells by wave approach
W Liu, J Li, R Wang - Journal of Vibration and Control, 2024 - journals.sagepub.com
This paper presents the wave approach for the analysis of free vibration and transmission
response of single and composite spherical shells. From wave standpoint, propagation and …
response of single and composite spherical shells. From wave standpoint, propagation and …
A Novel Method for Deriving High-Order Frequency Equations with Applications to Cantilever Beam Vibrations
Purpose The determination of natural frequencies in structural systems is governed by the
order of the underlying partial differential equation that describes the system behavior. In the …
order of the underlying partial differential equation that describes the system behavior. In the …
An analytical approach for free vibration analysis of Euler-Bernoulli stepped beams with axial-bending coupling effect
Free vibration of eccentrically stepped beams with one step change in cross-section is
considered. It is assumed that the longitudinal symmetry axes of the beam segments are …
considered. It is assumed that the longitudinal symmetry axes of the beam segments are …
Higher-Order Homotopy Perturbation Method for the Fractal Rotational Pendulum Oscillator
G Feng - Journal of Vibration Engineering & Technologies, 2024 - Springer
Purpose It is of great significance in scientific research to quickly understand a fractal
nonlinear system by obtaining an analytical solution through a simple calculation. The …
nonlinear system by obtaining an analytical solution through a simple calculation. The …