Titlebook: IUTAM Symposium on Nonlinear Dynamics for Advanced Technologies and Engineering Design; Proceedings of the I Marian Wiercigroch,Giuseppe Re

增長(zhǎng)

Soliton-Mediated Electron Transfer and Electric Transport Arising from Coupling Electron Quantum Mecf such solitons when the lattice is heated up to physiological temperatures for values of parameters typical of bio-macro-molecules. Then the discussion is focused on the soliton trapping of an added . (originally free) electron thus creating the solectron electric carrier. Results are presented for

臭名昭著

Dynamics of a Large Ring of Unidirectionally Coupled Duffing Oscillatorsnstable periodic solutions for the appearance of spatio-temporal structures and the Eckhaus effect. We provide an explanation for the fast transition to chaos showing that the parameter interval, where the transition from a stable periodic state to chaos occurs, scales like the inverse square of the

ACE-inhibitor

Real-Time Subspace Tracking for Condition Monitoring Using Karhunen–Loève–Transformthis class of systems may show various and complex dynamics. For example, different operational regimes can be observed depending on the current external loads. However, very often, the relevant dynamics of each of the observed operational regimes take place in a low-dimensional active subspace whic

labyrinth

MIME

Viscous Damping, Plasticity and Buckling on Large Amplitude Vibrations of Beamso-plastic stress–strain relation and Von Kármán type of non-linearity are assumed. The continuum system is discretized following a finite element, .-version approach, and the equations of motion are numerically solved in the time domain. The analyses focuses on the qualitative differences that appea

Overstate

WATER

Nonlinear Dynamics of Low-Prandtl Number Rayleigh-Bénard Convectionnset. We use both direct numerical simulations and a 30-mode low-dimensional model for this study. The main flow patterns observed for this range are 2D straight rolls, stationary squares, asymmetric squares, oscillating asymmetric squares, relaxation oscillations, and chaos. At the onset of convect

Cultivate

Mixed-Modal Self-Excited Oscillation of Fluid-Conveying Cantilevered Pipe with End Masser end and has an attached mass at the other. A certain characteristic mode of the pipe vibration is self-excited when the axial flow velocity in the pipe exceeds a certain value. For higher flow velocity, the two distinct eigen modes of the pipe can be simultaneously self-excited with two different

吞噬

Parametric Study for Lock-In Detection in Vortex-Induced Vibration of Flexible Risersll with results of numerical and experimental investigations has prompted further investigations into dynamical behaviour of a flexible cylinder experiencing vortex-induced vibration. For this purpose, a reduced-order model representing a vertical pipe excited by surrounding fluid flow was built and

Canopy