output
19992026
most citedInstabilities in crystal growth by atomic or molecular beams

275 citations

Showing 2008 · physics.class-phShow all

6 papers · 2 filters

physics.class-ph2008★ 11 cited

The decay of magnetohydrodynamic turbulence in a confined domain

Salah Neffaa, Wouter Bos, Kai Schneider

The effect of non periodic boundary conditions on decaying two-dimensional magnetohydrodynamic turbulence is investigated. We consider a circular domain with no-slip boundary condi…

physics.class-ph2008★ 23 cited

Extreme Lagrangian acceleration in confined turbulent flow

Benjamin Kadoch, Wouter Bos, Kai Schneider

A Lagrangian study of two-dimensional turbulence for two different geometries, a periodic and a confined circular geometry, is presented to investigate the influence of solid bound…

physics.class-ph2008★ 83 cited

Analysis of squeal noise and mode coupling instabilities including damping and gyroscopic effects

Benjamin Hervé, Jean-Jacques Sinou, Hervé Mahé +1

This paper deals with an audible disturbance known as automotive clutch squeal noise from the viewpoint of friction-induced mode coupling instability. Firstly, an auto-coupling mod…

physics.class-ph2008★ 46 cited

Stability analysis of rotating beams rubbing on an elastic circular structure

Nicolas Lesaffre, Jean-Jacques Sinou, Fabrice Thouverez

This paper presents the stability analysis of a system composed of rotating beams on a flexible, circular fixed ring, using the Routh-Hurwitz criterion. The model displayed has bee…

physics.class-ph2008★ 15 cited

Stability analysis and μ-synthesis control of brake systems

Sylvain Lignon, Jean-Jacques Sinou, Louis Jezequel

The concept of friction-induced brake vibrations, commonly known as judder, is investigated. Judder vibration is based on the class of geometrically induced or kinematic constraint…

physics.class-ph2008★ 31 cited

The invariant manifold approach applied to nonlinear dynamics of a rotor-bearing system

Cristiano Villa, Jean-Jacques Sinou, Fabrice Thouverez

The invariant manifold approach is used to explore the dynamics of a nonlinear rotor, by determining the nonlinear normal modes, constructing a reduced order model and evaluating i…