Astronomy and Astrophysics – Astrophysics
Scientific paper
Nov 1995
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1995a%26a...303..594g&link_type=abstract
Astronomy and Astrophysics, v.303, p.594
Astronomy and Astrophysics
Astrophysics
11
Planets: General, Jupiter, Saturn, Equation Of State, Stars: Oscillations
Scientific paper
We investigate the possibility to characterize the differences between interior models of Jupiter and Saturn with the help of seismological criteria. For both planets we consider two groups of models: first, models based on different descriptions of the hydrogen equation of state (plasma phase transition (PPT) or interpolated EOS) and second, models with different descriptions of the energy transport mechanism (fully convective models and radiative-convective models). The acoustic modes eigenfrequency patterns of both planets are calculated for the different models for degrees up to 30 (Jupiter) or 15 (Saturn), and for frequencies up to the tropospheric cutoff frequency. The different treatments of the hydrogen pressure ionization lead to substantial differences in the oscillation frequencies, up to 120μHz for Jupiter and 40μHz for Saturn. These variations come partly from the fact that the location of the rock/ice core depends strongly on the equation of state in the fluid envelope. The differences between the oscillation frequencies corresponding respectively to fully and non fully adiabatic models vary from 0 to 80μHz for Jupiter and to 40μHz for Saturn. This stems from the fact that the location of the PPT in the planetary interior and the core size depend strongly on the characteristics of the models. The amplitudes of the calculated variations suggest that future seismological observations should provide stringent tests to discriminate between various planetary interior models. Jupiter or Saturn may in fact be used as natural high-pressure laboratories to characterize the very nature of hydrogen pressure-metallization.
Chabrier Gilles
Gautier Daniel
Gudkova T.
Guillot Tristan
Mosser Benoit
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