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Reconciling solar and stellar magnetic cycles with nonlinear dynamo simulations
by
Brun, A. S.
, do Nascimento, J.-D.
, Beaudoin, P.
, Charbonneau, P.
, Strugarek, A.
in
Astrophysics
/ Convection
/ Coriolis force
/ Fluid dynamics
/ Fluid flow
/ Luminosity
/ Magnetic fields
/ Magnetohydrodynamic simulation
/ Magnetohydrodynamic turbulence
/ Physics
/ Simulation
/ Solar magnetic field
/ Stars
/ Stellar activity
/ Stellar magnetic fields
/ Stellar rotation
/ Sun
/ Sunspot cycle
2017
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Reconciling solar and stellar magnetic cycles with nonlinear dynamo simulations
by
Brun, A. S.
, do Nascimento, J.-D.
, Beaudoin, P.
, Charbonneau, P.
, Strugarek, A.
in
Astrophysics
/ Convection
/ Coriolis force
/ Fluid dynamics
/ Fluid flow
/ Luminosity
/ Magnetic fields
/ Magnetohydrodynamic simulation
/ Magnetohydrodynamic turbulence
/ Physics
/ Simulation
/ Solar magnetic field
/ Stars
/ Stellar activity
/ Stellar magnetic fields
/ Stellar rotation
/ Sun
/ Sunspot cycle
2017
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Reconciling solar and stellar magnetic cycles with nonlinear dynamo simulations
by
Brun, A. S.
, do Nascimento, J.-D.
, Beaudoin, P.
, Charbonneau, P.
, Strugarek, A.
in
Astrophysics
/ Convection
/ Coriolis force
/ Fluid dynamics
/ Fluid flow
/ Luminosity
/ Magnetic fields
/ Magnetohydrodynamic simulation
/ Magnetohydrodynamic turbulence
/ Physics
/ Simulation
/ Solar magnetic field
/ Stars
/ Stellar activity
/ Stellar magnetic fields
/ Stellar rotation
/ Sun
/ Sunspot cycle
2017
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Reconciling solar and stellar magnetic cycles with nonlinear dynamo simulations
Journal Article
Reconciling solar and stellar magnetic cycles with nonlinear dynamo simulations
2017
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Overview
The magnetic fields of solar-type stars are observed to cycle over decadal periods—11 years in the case of the Sun. The fields originate in the turbulent convective layers of stars and have a complex dependency upon stellar rotation rate. We have performed a set of turbulent global simulations that exhibit magnetic cycles varying systematically with stellar rotation and luminosity. We find that the magnetic cycle period is inversely proportional to the Rossby number, which quantifies the influence of rotation on turbulent convection. The trend relies on a fundamentally nonlinear dynamo process and is compatible with the Sun’s cycle and those of other solar-type stars.
Publisher
American Association for the Advancement of Science,The American Association for the Advancement of Science,American Association for the Advancement of Science (AAAS)
Subject
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