Double excitation multi-stability and multi-pulse chaotic vibrations of a bistable asymmetric laminated composite square panels under foundation force
W Zhang, WS Ma, YF Zhang, YZ Liu - Chaos: An Interdisciplinary …, 2020 - pubs.aip.org
The double excitation multi-stability and Shilnikov-type multi-pulse jum** chaotic
vibrations are analyzed for the bistable asymmetric laminated composite square panel …
vibrations are analyzed for the bistable asymmetric laminated composite square panel …
Stability and multi-pulse jum** chaotic vibrations of a rotor-active magnetic bearing system with 16-pole legs under mechanical-electric-electromagnetic excitations
WS Ma, W Zhang, YF Zhang - European Journal of Mechanics-A/Solids, 2021 - Elsevier
The stability and Shilnikov-type multi-pulse jum** chaotic vibrations are investigated for a
nonlinear rotor-active magnetic bearing (AMB) system with the time varying stiffness and 16 …
nonlinear rotor-active magnetic bearing (AMB) system with the time varying stiffness and 16 …
Dynamic properties of truss core sandwich plate with tetrahedral core
JE Chen, W Zhang, J Liu, M Sun - Composite Structures, 2015 - Elsevier
The dynamic properties of a simply supported at four edges truss core sandwich plate with
tetrahedral core are investigated in this paper. The nonlinear governing equation of motion …
tetrahedral core are investigated in this paper. The nonlinear governing equation of motion …
Parametric study on nonlinear vibration of composite truss core sandwich plate with internal resonance
J Chen, W Zhang, M Sun, M Yao, J Liu - Journal of Mechanical Science …, 2016 - Springer
Nonlinear vibrations of carbon fiber reinforced composite sandwich plate with pyramidal
truss core are investigated. The governing equation of motion for the sandwich plate is …
truss core are investigated. The governing equation of motion for the sandwich plate is …
Solution of natural characteristics of a hard-coating plate based on Lindstedt–Poincaré perturbation method and its valedictions by FEM and measurement
ZX Yang, QK Han, ZH **, T Qu - Nonlinear Dynamics, 2015 - Springer
The solution of natural characteristics of a hard-coating cantilever plate, which is made of a
layer of anisotropic hard-coating material and the substrate of isotropic metal, is investigated …
layer of anisotropic hard-coating material and the substrate of isotropic metal, is investigated …
Modeling and Dynamic Analysis for a Motion of Mounted‐Based Axisymmetric Rigid Body under Self‐Excited Vibrations in an Attractive Newtonian Field
M El-Borhamy, Z El-Sheikh… - Mathematical Problems in …, 2022 - Wiley Online Library
In this article, the mathematical modeling and dynamic analysis for a motion of a rigid body
mounted on a vibrating base affected by a strongly nonlinear dam** and an attractive …
mounted on a vibrating base affected by a strongly nonlinear dam** and an attractive …
Melnikov Method for Perturbed Completely Integrable Systems
We consider a completely integrable system of differential equations in arbitrary dimensions
whose phase space contains an open set foliated by periodic orbits. This research analyzes …
whose phase space contains an open set foliated by periodic orbits. This research analyzes …
Bifurcation and number of subharmonic solutions of a 2n-dimensional non-autonomous system and its application
T Quan, J Li, W Zhang, M Sun - Nonlinear Dynamics, 2019 - Springer
This paper is devoted to consider the existence and bifurcation of subharmonic solutions of
two types of 2 n-dimensional nonlinear systems with time-dependent perturbations. When …
two types of 2 n-dimensional nonlinear systems with time-dependent perturbations. When …
[PDF][PDF] Анализ нелинейных колебаний тонких пластинок, находящихся в условиях внутреннего и внешнего резонансов
ВВ Канду - 2019 - swsu.ru
Защита состоится «30» ноября 2019 г. в 10: 00 часов на заседании объединенного
диссертационного совета Д999. 094.03, созданного на базе федерального …
диссертационного совета Д999. 094.03, созданного на базе федерального …
Bifurcation of periodic solutions and its maximum number in a circular mesh antenna system with 1: 2 internal resonance
L Jiang, J Li, W Zhang - Journal of Physics: Conference Series, 2020 - iopscience.iop.org
In this paper, we study the bifurcation of periodic solutions for a four-dimensional deployable
circular mesh antenna system. The tools for proving these results are the averaging theory …
circular mesh antenna system. The tools for proving these results are the averaging theory …