Modelling of the Electrical Conductivities in the Atmosphere of Ice Giants

Gregorio J. Molina-Cuberos,Olivier Witasse, Frank Montmessin, Jean-Jacques Berthelier

crossref(2020)

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摘要
<p>Many studies were carried out recently regarding the exploration of Ice Giants, in the context of the next NASA decadal survey in planetary sciences and astrobiology, of the next planning cycle in ESA's Science Programme, and of a possible NASA-ESA collaboration. A mission to an Ice Giant could include an atmospheric probe, to operate in the 1-10 bars pressure range. Its payload could comprise sensor(s) devoted to the measurement of electrical properties, plasma densities and conductivities.</p> <p>In order to check the performances of such instruments, it is necessary to develop models of the electron and ion densities profiles, with and without aerosols, from which the electrical conductivities can be derived.</p> <p>A model was developed based on studies performed at Mars and Titan [1-2], which computes the atmospheric positive and negative electrical conductivities between 0.1 and 15 bars in the atmosphere of Neptune and Uranus. In this altitude range, galactic cosmic rays ionize the atmospheric constituents, which react with atmospheric neutrals and aerosols, leading to the formation of ions heavier than the ones produced by cosmic rays. The densities of positive ions, electrons and charged aerosols are obtained by solving their corresponding continuity equations. It has been found that aerosol particles tend to be negatively charged due to the attachment of electrons, as a more efficient process than the attachment of positive ions. Therefore, the electrical conductivity due to negative charges is strongly reduced compared to the one expected when aerosols are not present. However, the electrical conductivity due to positive ions does not change so dramatically. The experimental determination of both components of the electrical conductivity can be useful to understand the properties of aerosols, plasma and electric currents in the atmospheres of Ice Giants.</p> <p>Figure 1 and 2 shows some the first results of the number density and electrical conductivities in the atmospheres of Uranus and Neptune. They were calculated for a cosmic rays flux valid for a heliocentric potential of 100 MV, neglecting the planetary internal magnetic field, a mean ion mass of 100 amu and the aerosol particle distribution reported by Toledo et al. [3-4], which is extended down to the pressure range here considered.</p> <p><img src="data:image/jpeg;base64, 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" alt="" /></p> <p>&#160;</p> <p><strong>References </strong></p> <p>[1] Cardnell, S., et al. (2016), A photochemical model of the dust-loaded ionosphere of Mars, J. Geophys. Res. Planets, 121, doi:10.1002/2016JE005077.</p> <p>[2] Molina-Cuberos, G.J., et al. (2018) Aerosols: The key to understanding Titan's lower ionosphere, Planet. Space Sci, 153, 157 &#8211; 162, doi: 10.1016/j.pss.2018.02.007.</p> <p>[3] Toledo et al. (2019), Constraints on Uranus's haze structure, formation and transport, Icarus 0019-1035, doi: 10.1016/j.icarus.2019.05.018</p> <p>[4] Toledo et al. (2020) Constraints on Neptune&#8217;s haze structure and formation from VLT observations in the H-band, Icarus, doi: 10.1016/j.icarus.2020.113808</p>
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