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[HTML][HTML] Nonlinear stability of two superimposed electrified dusty fluids of type Rivlin-Ericksen: Non-perturbative approach
The nonlinear instability of a planar interface between two overlap** Rivlin-Ericksen
viscoelastic liquids, in the occurrence of fine dust and vertical electric fields throughout …
viscoelastic liquids, in the occurrence of fine dust and vertical electric fields throughout …
Higher order moment stability region for Markov jump systems based on cumulant generating function
X Luan, B Huang, F Liu - Automatica, 2018 - Elsevier
This paper is concerned with the solution of higher order moment stability region for Markov
jump systems with respect to cases of both known and unknown transition probabilities. By …
jump systems with respect to cases of both known and unknown transition probabilities. By …
Nonlinear damped vibration of pre-stressed orthotropic membrane structure under impact loading
C Liu, ZL ZHENG, XYAN YANG… - International Journal of …, 2014 - World Scientific
This paper is concerned with the nonlinear damped forced vibration problem of pre-stressed
orthotropic membrane structure under impact loading. The governing equations of motion …
orthotropic membrane structure under impact loading. The governing equations of motion …
Dynamic analysis for nonlinear vibration of prestressed orthotropic membranes with viscous dam**
C Liu, ZL Zheng, L Jun, JJ Guo… - International Journal of …, 2013 - World Scientific
This paper is concerned with the nonlinear damped vibration of prestressed orthotropic
membrane structures. The Krylov–Bogolubov–Mitropolsky (KBM) perturbation method is …
membrane structures. The Krylov–Bogolubov–Mitropolsky (KBM) perturbation method is …
Moment Lyapunov exponents and stochastic stability of a thin-walled beam subjected to axial loads and end moments
G Janevski, P Kozić, R Pavlović… - Facta Universitatis …, 2021 - casopisi.junis.ni.ac.rs
In this paper, the Lyapunov exponent and moment Lyapunov exponents of two degrees-of-
freedom linear systems subjected to white noise parametric excitation are investigated. The …
freedom linear systems subjected to white noise parametric excitation are investigated. The …
Moment stability of viscoelastic system influenced by non-Gaussian colored noise
W Jiancheng, L **anbin - Journal of Sound and Vibration, 2021 - Elsevier
This paper investigates moment stability of the plate with viscoelasticity, and determinates
the expressions of p th moment Lyapunov exponents, for a finite value of p. Although, both …
the expressions of p th moment Lyapunov exponents, for a finite value of p. Although, both …
Dynamic stability of a viscoelastic rotating shaft under parametric random excitation
J Deng - International Journal of Non-Linear Mechanics, 2016 - Elsevier
This paper deals with dynamic stability of a viscoelastic rotating shaft subjected to a
parametric random axial compressive thrust, by using moment Lyapunov exponents and the …
parametric random axial compressive thrust, by using moment Lyapunov exponents and the …
Moment Lyapunov exponents and stochastic stability of a thin-walled beam subjected to eccentric axial loads
G Janevski, P Kozić, R Pavlović - Journal of Theoretical and …, 2012 - iwww.ptmts.org.pl
The Lyapunov exponent and moment Lyapunov exponents of two degrees-of-freedom linear
systems subjected to white noise parametric excitation are investigated. The method of …
systems subjected to white noise parametric excitation are investigated. The method of …
Stochastic stability of gyroscopic systems under bounded noise excitation
J Deng - International Journal of Structural Stability and …, 2018 - World Scientific
Dynamic stochastic stability of a two-degree-of-freedom gyroscopic system under bounded
noise parametric excitation is studied in this paper through moment Lyapunov exponent and …
noise parametric excitation is studied in this paper through moment Lyapunov exponent and …
Linear and nonlinear dynamics of hybrid systems
KR Hedrih - Proceedings of the Institution of Mechanical …, 2021 - journals.sagepub.com
Discrete continuum method for investigation of linear and nonlinear dynamics of hybrid
systems containing coupled multi deformable bodies is presented. By use coupled rods …
systems containing coupled multi deformable bodies is presented. By use coupled rods …