Titlebook: IUTAM Symposium on Chaotic Dynamics and Control of Systems and Processes in Mechanics; Proceedings of the I G. Rega,F. Vestroni Conference

Mri485

Nonlinear Dynamics of a Heavy Material Particle along a Circle Which Rotates and Optimal Controlferent properties of nonlinear dynamics and optimal control of this dynamics, are presented. By using MathCad software, visualizations of nonlinear dynamical processes in such rheonomic systems are made.

depreciate

令人作嘔

Patterns of Bifurcation Suppressing Escape at Internal Resonanceat govem the internal 1:2 resonance of the system. A knowledge of these bifurcations allows the counter-intuitive suppression and control of escape by internal modal interactions. The bifurcations examined include symmetry-breaking pitchforks, Neimark bifurcations (secondary Hopf bifurcations) to a

巧辦法

Spatial Motion of CVT-Chainsd. In addition the elastic behaviour of all components play a crucial role concerning three-dimensional motion. With respect to modeling this increases the number of degrees of freedom considerably leading to growing simulation times. On the other hand design or design improvements of chains are onl

描繪

Nonlinear Phenomena in Microelectromechanical Resonatorstructures on the input side and piezoelectric sensing is carried out on the output side. Experimental observations of nonlinear phenomena are presented and nonlinear analysis being carried out to explain the experimental observations is briefly discussed.

Armory

Dynamics and Parametric Identification of Geared Rotordynamic Systemsvestigated. The resulting mechanical models possess strongly nonlinear characteristics, accounting for gear backlash and bearing stiffness nonlinearities. The emphasis is first put on obtaining periodic steady state motions and the results illustrate the effect of selected system parameters on the d

GRE

Global Bifurcations of Nonlinear Thermoelastic Microbeams Subject to Electrodynamic Actuationtrodynamic actuation and is operating in an ultra-high vacuum environment. A modal Galerkin projection reveals a planar homoclinic structure describing escape from a potential well that is perturbed by both thermoelastic damping and modulated periodic actuation. This structure is investigated via Me

中古

滔滔不絕地說(shuō)

Parametrically Excited MEMS-Based Filters parametric resonance, as opposed to the usual linear resonance, for frequency selection. However, their response in the parametric resonance zone has some undesirable features from the standpoint of filter performance, most notably that their bandwidth depends on the amplitude of the input and the

光滑

The Chaotic Oscillations of High-Speed Millingassical regenerative vibration model playing an essential role in machine tool vibrations breaks down to a simplified discrete mathematical model. The linear analysis of this discrete model leads to the recognition of the doubling of the so-called instability lobes in the stability charts of the mac