... stability nonlinear dynamical systems rotation rotors structural acoustics torsion vibration control Imbalance vibration is a significant concern for many types of rotating machinery. Although there are a variety ways to deal with this issue, one elegant approach involves the use of automatic...

... bifurcation chaos elastic hysteresis electromagnetic actuators electromechanical actuators Lyapunov methods nonlinear dynamical systems robot dynamics torque motors vibrations In manufacturing industries, electromotor is an essential component for the automation of processes. Recently, many...

... process of governing differential equations. Bessel functions cables (mechanical) differential equations Galerkin method nonlinear dynamical systems structural engineering vibrations 26 02 2010 27 09 2010 24 03 2011 24 03 2011 2011 American Society...

... (structures) friction harmonic analysis nonlinear dynamical systems vibrations Perturbation methods are often used to derive approximate analytical solutions of single-degree-of-freedom (DOF) systems with weak nonlinearities or slowly varying parameters ( 1 ); some perturbation methods can...

... Carlo methods nonlinear control systems nonlinear dynamical systems vibrations In aircraft braking systems, vibrations under 1000 Hz appear during the braking phase. These are caused by friction-induced self-generated instabilities, which are a cause of concern in a wide variety of mechanical...

.... The results obtained are compared with the results obtained using the nonrational ANCF cable element. 01 05 2009 15 12 2009 25 05 2010 25 05 2010 beams (structures) Coriolis force differential equations finite element analysis flexible structures nonlinear dynamical systems...

... on the Output Frequency Response of a Passive Engine Mount ,” J. Sound Vib. 0022-460X , 318 , pp. 313 – 328 . 10.1016/j.jsv.2008.04.016 http://www.math.lsu.edu/~pramod/teaching/99f-014/no1.pdf damping frequency response nonlinear dynamical systems vibration isolation A vibration...

... nonlinear dynamical systems pendulums statistical analysis coupled nonlinear elastic-rigid-body dynamical system marker-based motion analysis nonlinear model based estimation A reliable data representing the bone motion is essential for the complete understanding of lower and upper...

... and experiments verify the results. 04 05 2007 16 10 2008 08 01 2010 08 01 2010 cranes nonlinear dynamical systems oscillations vibrations Tower cranes are commonly used at construction sites to achieve a large workspace, as shown in Fig. 1 . The trolley moves on a beam...

... 16 04 2009 21 10 2009 ball bearings bifurcation chaos nonlinear dynamical systems rotors vibrations At present, in the research of rotor dynamics, the effect of bearings on rotor dynamic responses has already been taken fully into account and the rotor-bearing system...

... , New York , pp. 189 – 192 . 26 03 2008 27 01 2009 25 09 2009 automotive engineering damping engines nonlinear dynamical systems pendulums torsion vibration control In multicylinder reciprocating engines that are used in vehicles, such as a car or a ship...

... damping nonlinear dynamical systems vibration isolation 17 10 2008 14 03 2009 11 09 2009 2009 American Society of Mechanical Engineers ...

... eigenvalue and eigenvector derivatives. 26 09 2008 29 04 2009 10 09 2009 classical mechanics eigenvalues and eigenfunctions nonlinear dynamical systems oscillations oscillators eigenvalue loci eigencurve veering It is common practice in a variety of engineering...

... driveshafts whirl instability damping eigenvalues and eigenfunctions flexible structures mechanical stability nonlinear dynamical systems nonlinear equations rotors shafts vibration control 02 11 2007 06 10 2008 28 05 2009 This paper conducts a pioneering study...

... nonlinear dynamical systems rotors vibration control Many balancing methods are proposed for vibration suppression of rotating machinery ( 1 2 3 4 5 6 ). Recently, a method that can attain active vibration control and balancing simultaneously is investigated. Markert et al. ( 7 ) proposed...

... Galerkin method magnetoelastic effects mechanical stability nonlinear dynamical systems perturbation techniques vibrations cantilever beam transverse magnetic field method of multiple scales instability region bifurcation A flexible cantilever beam can be considered as a basic...

... damping are stated. damping Lyapunov methods mechanical stability nonlinear dynamical systems shapes (structures) vibrations nonlinear axially moving string viscous damping Kelvin–Voigt damping Lyapunov functional zero-input stability bounded-input bounded-output (BIBO) stability...

... of the modeling methodology. 01 02 2006 30 05 2008 29 12 2008 nonlinear dynamical systems phase space methods railways time series vibrations A number of different techniques are available to model and predict response from forced dynamical systems. When the differential...

... 08 2008 braking cranes nonlinear dynamical systems optimisation vibration control Many mechanical systems accelerate at a different rate than they decelerate. This effect can be due to separate actuation mechanisms, noncolocated actuators, or unilaterally dispersive dynamics...

..., it is difficult to directly apply the method of FPK equation. strongly nonlinear oscillator wide-band noise stochastic averaging Monte Carlo simulation stochastic jump P-bifurcation bifurcation damping Fokker-Planck equation harmonics Monte Carlo methods nonlinear dynamical systems...