Bibcode
Puschmann, K. G.; Ruiz Cobo, B.; Martínez-Pillet, V.
Referencia bibliográfica
The Astrophysical Journal, Volume 720, Issue 2, pp. 1417-1431 (2010).
Fecha de publicación:
9
2010
Revista
Número de citas
47
Número de citas referidas
43
Descripción
Inversions of spectropolarimetric observations of penumbral filaments
deliver the stratification of different physical quantities in an
optical depth scale. However, without establishing a geometrical height
scale, their three-dimensional geometrical structure cannot be derived.
This is crucial in understanding the correct spatial variation of
physical properties in the penumbral atmosphere and to provide insights
into the mechanism capable of explaining the observed penumbral
brightness. The aim of this work is to determine a global geometrical
height scale in the penumbra by minimizing the divergence of the
magnetic field vector and the deviations from static equilibrium as
imposed by a force balance equation that includes pressure gradients,
gravity, and the Lorentz force. Optical depth models are derived from
the inversion of spectropolarimetric data of an active region observed
with the Solar Optical Telescope on board the Hinode satellite. We use a
genetic algorithm to determine the boundary condition for the inference
of geometrical heights. The retrieved geometrical height scale permits
the evaluation of the Wilson depression at each pixel and the
correlation of physical quantities at each height. Our results fit into
the uncombed penumbral scenario, i.e., a penumbra composed of flux tubes
with channeled mass flow and with a weaker and more horizontal magnetic
field as compared with the background field. The ascending material is
hotter and denser than their surroundings. We do not find evidence of
overturning convection or field-free regions in the inner penumbral area
analyzed. The penumbral brightness can be explained by the energy
transfer of the ascending mass carried by the Evershed flow, if the
physical quantities below z = -75 km are extrapolated from the results
of the inversion.
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