Effects of delayed time active controller on the vibration of a nonlinear magnetic levitation system to multi excitations

Nonlinear time delay saturation-based controller for suppression of nonlinear beam vibrations

(2013) N.A. Saeed et al.   APPLIED MATHEMATICAL MODELLING

Positive position feedback (PPF) controller for suppression of nonlinear system vibration

(2013) W. A. El-Ganaini et al.   NONLINEAR DYNAMICS

Delayed feedback control of unstable steady states with high-frequency modulation of the delay

(2013) Aleksandar Gjurchinovski et al.   PHYSICAL REVIEW E

Active vibration control of clamped beams using positive position feedback controllers with moment pair

(2012) Changjoo Shin et al.   Journal of Mechanical Science and Technology

Vibration suppression of a dynamical system to multi-parametric excitations via time-delay absorber

(2011) H.A. El-Gohary et al.   APPLIED MATHEMATICAL MODELLING

1:2 and 1:3 internal resonance active absorber for non-linear vibrating system

(2011) M. Sayed et al.   APPLIED MATHEMATICAL MODELLING

Using the delayed feedback control and saturation control to suppress the vibration of the dynamical system

(2011) Y. Y. Zhao et al.   NONLINEAR DYNAMICS

Active suppression of nonlinear composite beam vibrations by selected control algorithms

(2010) Jerzy Warminski et al.   Communications in Nonlinear Science and Numerical Simulation

Amplitude reduction of parametric resonance by dynamic vibration absorber based on quadratic nonlinear coupling

(2010) Hoonhee Jo et al.   JOURNAL OF SOUND AND VIBRATION

Delayed saturation controller for vibration suppression in a stainless-steel beam

(2010) Jian Xu et al.   NONLINEAR DYNAMICS

Vibration suppression in a twin-tail system to parametric and external excitations

(2009) Y.A. Amer et al.   COMPUTERS & MATHEMATICS WITH APPLICATIONS

Amplitude reduction of primary resonance of nonlinear oscillator by a dynamic vibration absorber using nonlinear coupling

(2008) Hoonhee Jo et al.   NONLINEAR DYNAMICS

Vibration reduction of a three DOF non-linear spring pendulum

(2006) M. Eissa et al.   Communications in Nonlinear Science and Numerical Simulation