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Search Results: 1 - 10 of 448448 matches for " J. -L. Guermond "
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Nonlinear dynamo action in a precessing cylindrical container
C. Nore,J. Léorat,J. -L. Guermond,F. Luddens
Physics , 2011, DOI: 10.1103/PhysRevE.84.016317
Abstract: It is numerically demonstrated by means of a magnetohydrodynamics (MHD) code that precession can trigger the dynamo effect in a cylindrical container. This result adds credit to the hypothesis that precession can be strong enough to be one of the sources of the dynamo action in some astrophysical bodies.
Remarks on the stability of the Navier-Stokes equations supplemented with stress-free boundary conditions
J. -L. Guermond,J. Léorat,F. Luddens,C. Nore
Physics , 2012, DOI: 10.1016/j.euromechflu.2012.11.003
Abstract: The purpose of this note is to analyze the long term stability of the Navier-Stokes equations supplemented with the Coriolis force and the stress-free boundary condition. It is shown that, if the flow domain is axisymmetric, spurious stability behaviors can occur depending whether the Coriolis force is active or not.
Impact of impellers on the axisymmetric magnetic mode in the VKS2 dynamo experiment
R. Laguerre,C. Nore,A. Ribeiro,J. Léorat,J. -L. Guermond,F. Plunian
Physics , 2008, DOI: 10.1103/PhysRevLett.101.104501
Abstract: In the VKS2 (von K\'arm\'an Sodium 2) successful dynamo experiment of September 2006, the magnetic field that was observed showed a strong axisymmetric component, implying that non axisymmetric components of the flow field were acting. By modeling the induction effect of the spiraling flow between the blades of the impellers in a kinematic dynamo code, we find that the axisymmetric magnetic mode is excited and becomes dominant in the vicinity of the dynamo threshold. % The control parameters are the magnetic Reynolds number of the mean flow, the coefficient measuring the induction effect, $\alpha$, and the type of boundary conditions (vacuum for steel impellers and normal field for soft iron impellers). We show that using realistic values of $\alpha$, the observed critical magnetic Reynolds number, $Rm^c \approx 32$, can be reached easily with ferromagnetic boundary conditions. We conjecture that the dynamo action achieved in this experiment may not be related to the turbulence in the bulk of the flow, but rather to the alpha effect induced by the impellers.
Electromagnetic induction in non-uniform domains
A. Giesecke,C. Nore,F. Luddens,F. Stefani,G. Gerbeth,J. Léorat,J. -L. Guermond
Physics , 2010, DOI: 10.1080/03091929.2010.507202
Abstract: Kinematic simulations of the induction equation are carried out for different setups suitable for the von-K\'arm\'an-Sodium (VKS) dynamo experiment. Material properties of the flow driving impellers are considered by means of high conducting and high permeability disks that are present in a cylindrical volume filled with a conducting fluid. Two entirely different numerical codes are mutually validated by showing quantitative agreement on Ohmic decay and kinematic dynamo problems using various configurations and physical parameters. Field geometry and growth rates are strongly modified by the material properties of the disks even if the high permeability/high conductivity material is localized within a quite thin region. In contrast the influence of external boundary conditions remains small. Utilizing a VKS like mean fluid flow and high permeability disks yields a reduction of the critical magnetic Reynolds number for the onset of dynamo action of the simplest non-axisymmetric field mode. However this decrease is not sufficient to become relevant in the VKS experiment. Furthermore, the reduction of Rm_c is essentially influenced by tiny changes in the flow configuration so that the result is not very robust against small modifications of setup and properties of turbulence.
Nonlinear dynamo in a short Taylor-Couette setup
C. Nore,J. -L. Guermond,R. Laguerre,J. Leorat,F. Luddens
Physics , 2012, DOI: 10.1063/1.4752756
Abstract: It is numerically demonstrated by means of a magnetohydrodynamics code that a short Taylor-Couette setup with a body force can sustain dynamo action. The magnetic threshold is comparable to what is usually obtained in spherical geometries. The linear dynamo is characterized by a rotating equatorial dipole. The nonlinear regime is characterized by fluctuating kinetic and magnetic energies and a tilted dipole whose axial component exhibits aperiodic reversals during the time evolution. These numerical evidences of dynamo action in a short Taylor-Couette setup may be useful for developing an experimental device.
Influence of high permeability disks in an axisymmetric model of the Cadarache dynamo experiment
A. Giesecke,C. Nore,F. Stefani,G. Gerbeth,J. Léorat,W. Herreman,F. Luddens,J. -L. Guermond
Physics , 2011, DOI: 10.1088/1367-2630/14/5/053005
Abstract: Numerical simulations of the kinematic induction equation are performed on a model configuration of the Cadarache von-K\'arm\'an-Sodium dynamo experiment. The effect of a localized axisymmetric distribution of relative permeability {\mu} that represents soft iron material within the conducting fluid flow is investigated. The critical magnetic Reynolds number Rm^c for dynamo action of the first non-axisymmetric mode roughly scales like Rm^c({\mu})-Rm^c({\mu}->infinity) ~ {\mu}^(-1/2) i.e. the threshold decreases as {\mu} increases. This scaling law suggests a skin effect mechanism in the soft iron disks. More important with regard to the Cadarache dynamo experiment, we observe a purely toroidal axisymmetric mode localized in the high permeability disks which becomes dominant for large {\mu}. In this limit, the toroidal mode is close to the onset of dynamo action with a (negative) growth-rate that is rather independent of the magnetic Reynolds number. We qualitatively explain this effect by paramagnetic pumping at the fluid/disk interface and propose a simplified model that quantitatively reproduces numerical results. The crucial role of the high permeability disks for the mode selection in the Cadarache dynamo experiment cannot be inferred from computations using idealized pseudo-vacuum boundary conditions (H x n = 0).
Generation of axisymmetric modes in cylindrical kinematic mean-field dynamos of VKS type
A. Giesecke,C. Nore,F. Plunian,R. Laguerre,A. Ribeiro,F. Stefani,G. Gerbeth,J. Leorat,J. -L. Guermond
Physics , 2009, DOI: 10.1080/03091920903366303
Abstract: In an attempt to understand why the dominating magnetic field observed in the von-K\'arm\'an-Sodium (VKS) dynamo experiment is axisymmetric, we investigate in the present paper the ability of mean field models to generate axisymmetric eigenmodes in cylindrical geometries. An $\alpha$-effect is added to the induction equation and we identify reasonable and necessary properties of the $\alpha$ distribution so that axisymmetric eigenmodes are generated. The parametric study is done with two different simulation codes. We find that simple distributions of $\alpha$-effect, either concentrated in the disk neighbourhood or occupying the bulk of the flow, require unrealistically large values of the parameter $\alpha$ to explain the VKS observations.
Convergence Analysis of a Class of Massively Parallel Direction Splitting Algorithms for the Navier-Stokes Equations
Jean-Luc Guermond,Peter D. Minev,Abner J. Salgado
Mathematics , 2011,
Abstract: We provide a convergence analysis for a new fractional time-stepping technique for the incompressible Navier-Stokes equations based on direction splitting. This new technique is of linear complexity, unconditionally stable and convergent, and suitable for massive parallelization.
Mappemonde dans l'ère post-moderne (Carto-humeur, carto-humour)
Mappemonde , 1988,
Demain l'Europe: la carte comme argument publicitaire
Yves Guermond
Mappemonde , 1990,
Abstract: Dans la perspective de la Communauté Européenne, les grandes villes tentent de se placer dans le nouveau cadre terri torial, et la carte est utilisée comme argument frappant. Quelle que soit la valeur publicitaire de ces arguments, leur qualité scientifique n'est pas toujours évidente.
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