Bibcode
Cheung, M. C. M.; Schüssler, M.; Moreno-Insertis, F.
Referencia bibliográfica
Astronomy and Astrophysics, Volume 461, Issue 3, January III 2007, pp.1163-1171
Fecha de publicación:
1
2007
Revista
Número de citas
70
Número de citas referidas
61
Descripción
Aims:We study the structure and reveal the physical nature of the
reversed granulation pattern in the solar photosphere by means of
3-dimensional radiative hydrodynamics simulations. Methods: We
used the MURaM code to obtain a realistic model of the near-surface
layers of the convection zone and the photosphere. Results: The
pattern of horizontal temperature fluctuations at the base of the
photosphere consists of relatively hot granular cells bounded by the
cooler intergranular downflow network. With increasing height in the
photosphere, the amplitude of the temperature fluctuations diminishes.
At a height of z=130-140 km in the photosphere, the pattern of
horizontal temperature fluctuations reverses so that granular regions
become relatively cool compared to the intergranular network. Detailed
analysis of the trajectories of fluid elements through the photosphere
reveal that the motion of the fluid is non-adiabatic, owing to strong
radiative cooling when approaching the surface of optical depth unity
followed by reheating by the radiation field from below. The temperature
structure of the photosphere results from the competition between
expansion of rising fluid elements and radiative heating. The former
acts to lower the temperature of the fluid whereas the latter acts to
increase it towards the radiative equilibrium temperature with a net
entropy gain. After the fluid overturns and descends towards the
convection zone, radiative energy loss again decreases the entropy of
the fluid. Radiative heating and cooling of fluid elements that
penetrate into the photosphere and overturn do not occur in equal
amounts. The imbalance in the cumulative heating and cooling of these
fluid elements is responsible for the reversal of temperature
fluctuations with respect to height in the photosphere.