2008
DOI: 10.1016/j.crhy.2008.07.002
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The VKS experiment: turbulent dynamical dynamos

Abstract: The VKS experiment studies dynamo action in the flow generated inside a cylinder filled with liquid sodium by the rotation of coaxial impellers (the von Kármán geometry). We report observations related to the self-generation of a stationary dynamo when the flow forcing is symmetric, i.e. when the impellers rotate in opposite directions at equal angular velocities. The bifurcation is found to be supercritical, with a neutral mode whose geometry is predominantly axisymmetric. We then report the different dynamic… Show more

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Cited by 14 publications
(7 citation statements)
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“…The divergence from equipartition is possibly due to the multiple attractors present in the chaotic regime [24,29,30]. It is conjectured that the equipartition is probably a robust property of the attractor of the fully-developed turbulence.…”
Section: Growth Of Kinetic and Magnetic Energymentioning
confidence: 99%
“…The divergence from equipartition is possibly due to the multiple attractors present in the chaotic regime [24,29,30]. It is conjectured that the equipartition is probably a robust property of the attractor of the fully-developed turbulence.…”
Section: Growth Of Kinetic and Magnetic Energymentioning
confidence: 99%
“…In several of these experiments, the mean flow was well characterized, and was expected to yield a dynamo above a critical magnetic Reynolds number that was achievable. It therefore came as a surprise that none of these experiments produced a dynamo, although a rich variety of dynamo behaviours have been discovered in the VKS experiment in Cadarache, France (Berhanu et al, 2007;Monchaux et al, 2007;Aumaitre et al, 2008) when ferromagnetic disks stir the fluid.…”
Section: Introductionmentioning
confidence: 99%
“…The hundred-fold increase is also one order of magnitude larger than the induction effects and field amplification previously recorded in the VKS experiment with externally applied magnetic field, either homogeneously over the flow volume (Bourgoin et al 2002) or localized at the flow boundary (Volk et al 2006a). The most salient features of the dynamo observed with a symmetric forcing are the following (Monchaux et al , 2009Aumaître et al 2008):…”
Section: A Statistically Steady Turbulent Dynamomentioning
confidence: 79%