Reevaluation of Methane vertical profile at Huygens Landing site from Huygens/GCMS measurements
Authors: Gautier Thomas , Serigano Joseph , Szopa Cyril , Hörst Sarah , Trainer Melissa 
Published: October 2020

&lt;p&gt;&lt;strong&gt;Introduction&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;More than a decade after its descent through Titan&amp;#8217;s atmosphere, the data acquired by the instruments on the Huygens Probe remain the only in situ measurements in Titan&amp;#8217;s deep atmosphere. Among these, the Gas Chromatograph Mass Spectrometer (GCMS) experiment aboard Huygens measured hundreds of mass spectra below 150 km to investigate the atmospheric composition [1,2]. However, there has not yet been a comprehensive attempt to decompose the mass spectra acquired by Huygens in order to extract the identity and abundances of many minor components and refine the retrieved mixing ratios of major atmospheric components (N&lt;sub&gt;2&lt;/sub&gt;, CH&lt;sub&gt;4&lt;/sub&gt;, Ar) Actually, at least 60% of the signal in the GCMS spectra has not been identified yet. As an example, while predicted ethane is strikingly absent from GCMS measurements during its descent [3-5]. The absence of ethane in data near the surface can be explained by its condensation, but its non-detection above 100 km re-mains one of the major discrepancies in our understanding of GCMS measurements.&amp;#160; In addition to ethane, many organics predicted both by models and measurements at higher altitude remain unquantified in GCMS.&lt;/p&gt;
&lt;p&gt;In order to fill this gap, we have developed numerical tools to decompose flight mass spectrometry data, and applied it to conduct an in-depth reanalysis of the GCMS data collected during Huygens&amp;#8217; descent, leveraging recent advances in both knowledge of Titan&amp;#8217;s atmosphere and mass spectral deconvolution for organic species.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Methods&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;We decompose the mass spectra acquired by GCMS below 146 km using the fragmentation pattern of the molecules detected by the instrument. This approach has been previously applied successfully to INMS data of Titan&amp;#8217;s higher atmosphere during Cassini flybys [6]. However, up to now, this decomposition method required extensive knowledge of the instrument calibration data, which was the case for INMS. Such calibration data was unfortunately unavailable for the GCMS instrument. We thus developed a Monte-Carlo approach, simulating the diversity of possible fragmentation for a given molecule in the spectrometer ionization chamber, to handle degeneracy in the mass spectra decomposition.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Results&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;We analyzed all GCMS acquired mass spectra, from 135km altitude down to the surface. Between m/z 5 and 50. We thus retrieved the relative abundances of most volatiles species in Titan&amp;#8217;s lower atmosphere. We were able to clearly identify and relatively quantify not only CH&lt;sub&gt;4&lt;/sub&gt;, N&lt;sub&gt;2&lt;/sub&gt; and Ar as in the original GCMS paper [2], but we also identify 8 new species in this mass spectrum, including ethane. By decomposing the mass spectra at every altitude during Huygens descent, we obtained the vertical profile of major volatile species in Titan&amp;#8217;s lower atmosphere&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64, 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Figure 1: Preliminary retrieved methane vertical profile above Huygens landing site. Our work is in red, to be compared with the original retrieval (dark blue). Discrepancies appear at altitudes above 80 km which might be able to reconcile GCMS measurements with Cassini CIRS and VIMS observations.&lt;/p&gt;
&lt;p&gt;Retrieved mixing ratio at high altitude (120 &amp;#8211; 135 km) were compared with mixing ratios determined from CIRS or ground based observations and showed an excellent agreement between the methods. This allowed us to carry on at lower altitude and to retrieve volatiles mixing ratios throughout Huygens descent. We will present the retrieved mixing ratios for several minor volatiles species in Titan&amp;#8217;s atmosphere, together with their associated probability density function and vertical profiles.&lt;/p&gt;
&lt;p class=&quot;Sectionheading&quot;&gt;&lt;strong&gt;&lt;span lang=&quot;EN-GB&quot;&gt;Acknowledgements&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=&quot;Sectiontext&quot;&gt;&lt;span class=&quot;fontstyle01&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;T.G. was supported by the Programme National de Plan&amp;#233;tologie (PNP) of CNRS/INSU, cofunded by CNES&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;. This work was originally &lt;span class=&quot;fontstyle0&quot;&gt;supported by the National Aeronautics and Space Administration under16-CDAP16_2-0087, initially issued through the Cassini Data Analysis Program, and NASA's Planetary Science Division Internal Scientist Funding Program through the Fundamental Laboratory Research (FLaRe) work package to M.G.T.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;References &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;[1] Owen, T., Planetary science: Huygens rediscovers Titan, Nature 438(7069), pp. 756-757, 2005&lt;/p&gt;
&lt;p&gt;[2] Niemann, H. B., S. K. Atreya, S. J. Bauer, G. R. Carignan, J. E. Demick, R. L. Frost, D. Gautier, J. A. Haberman, D. N. Harpold, D. M. Hunten, G. Israel, J. I. Lunine, W. T. Kasprzak, T. C. Owen, M. Paulkovich, F. Raulin, E. Raaen and S. H. Way: The abundances of constituents of Titan's atmosphere from the GCMS instrument on the Huygens probe, Nature 438(7069), pp. 779-784, 2005&lt;/p&gt;
&lt;p&gt;[3] B&amp;#233;zard, B.; Yelle, R.; Nixon, C. A.: The Composition Of Titan's Atmosphere, In Titan: Surface, Atmosphere and Magnetosphere, Eds: I. Muller-Wodarg, C. Griffith, E. Lellouch and T. Cravens, Chap. 6, Cambridge University Press, 2014.&lt;/p&gt;
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&lt;p&gt;[5] Lavvas, P., C. A. Griffith and R. V. Yelle: Condensation in Titan&amp;#8217;s atmosphere at the Huygens landing site, Icarus 215(2), pp. 732-750, 2011&lt;/p&gt;
&lt;p&gt;[6] Gautier, T., Serigano, J., Bourgalais, J., H&amp;#246;rst, S.M., Trainer, M.G., 2020. Decomposition of electron ionization mass spectra for space application using a Monte&amp;#8208;Carlo approach. Rapid Commun. Mass Spectrom. 34. https://doi.org/10.1002/rcm.8684&lt;/p&gt;
&lt;p&gt;[7] Serigano, J., H&amp;#246;rst, S.M., He, C., Gautier, T., R. V. Yelle, T.T. Koskinen, M. Trainer, 2020 Compositional Measurements of Saturn&amp;#8217;s Upper Atmosphere and Rings from Cassini INM. Journal of Geophysical Research: Planets.&lt;/p&gt;
&lt;p&gt;[8] Cui, J., R.V. Yelle, V. Vuitton, J.H. Waite, W.T. Kasprzak, D.A. Gell, H.B. Niemann, I.C.F. Muller-Wodarg, N. Borggren, G.G. Fletcher, E. L. Patrick, E. Raaen, B.A. Magee: Analysis of Titan&amp;#8217;s neutral upper atmosphere from Cassini Ion Neutral Mass Spectrometer Measurements, Icarus 200, pp. 581-615, 2009&lt;/p&gt;