1997
DOI: 10.1038/37307
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The Evershed effect in sunspots as a siphon flow along a magnetic flux tube

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Cited by 109 publications
(117 citation statements)
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“…Two models have been proposed to explain a number of observational properties: the "siphon-flow" model as proposed by Montesinos and Thomas (1997), and the "movingtube" model by Schlichenmaier, Jahn, and Schmidt (1998). Montesinos and Thomas (1997) elaborated on the idea of Meyer and Schmidt (1968) that the flow is driven by a gas-pressure difference between the footpoints of a thin magnetic-flux tube in magnetohydrostatic (MHS) equilibrium.…”
Section: Evershed Flowmentioning
confidence: 99%
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“…Two models have been proposed to explain a number of observational properties: the "siphon-flow" model as proposed by Montesinos and Thomas (1997), and the "movingtube" model by Schlichenmaier, Jahn, and Schmidt (1998). Montesinos and Thomas (1997) elaborated on the idea of Meyer and Schmidt (1968) that the flow is driven by a gas-pressure difference between the footpoints of a thin magnetic-flux tube in magnetohydrostatic (MHS) equilibrium.…”
Section: Evershed Flowmentioning
confidence: 99%
“…Montesinos and Thomas (1997) elaborated on the idea of Meyer and Schmidt (1968) that the flow is driven by a gas-pressure difference between the footpoints of a thin magnetic-flux tube in magnetohydrostatic (MHS) equilibrium. On the other hand, Schlichenmaier, Jahn, and Schmidt (1998) developed a dynamical 2D model of a thin magnetic-flux tube that acts as a convective element in a superadiabatic and magnetized penumbral atmosphere.…”
Section: Evershed Flowmentioning
confidence: 99%
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“…With recent advances in techniques of sunspot observations, a coherent picture of magnetic fields and velocity fields in sunspots is drawn step by step (Plaza et al, 1997;Montesinos and Thomas, 1997;Schlichenmaier et al, 1998, Lites et al, 1998.…”
Section: Medium-scale Solar Activitymentioning
confidence: 99%
“…Numerical investigations, which began during the late 1980s, led to the modeling of these flows over the next decade (e.g., Thomas 1988;Degenhardt 1989;Montesinos & Thomas 1989;Thomas & Montesinos 1990, 1991Degenhardt & Kneer 1992;Degenhardt et al 1993;Montesinos & Thomas 1997). The standard picture for siphon flows in an isolated magnetic flux tube, using the thin-flux tube approximation, depends on the critical speed in the tube, v C , given by…”
Section: Introductionmentioning
confidence: 99%