We report retrievals in the 2.53 – 2.79 ">

Isotopic composition of water vapour in the Martian atmosphere: vertical profiles from ACS MIR on ExoMars TGO

crossref(2020)

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摘要
<p><strong>Abstract</strong></p> <p class="p1"><span class="s1">We report retrievals in the 2.53 &#8211; 2.79 &#956;m spectral range using the Atmopheric Chemistry Suite onboard of ExoMars Trace Gas Orbiter, which allow the simultaneous measurement of vertical profiles of H and O isotope ratios in water vapour in the Martian atmosphere. The large coverage of ACS MIR solar occultations provides the possibility to analyse the spatial, seasonal and diurnal variations of these ratios.</span></p> <p class="p1"><strong><span class="s1">1. Introduction</span></strong></p> <p class="p1"><span class="s1">Isotopic ratios in C, O and H provide important clues to understand the history and evolution of volatiles on Mars. Enrichment of the D/H ratio by a factor of approximately 5.5 in atmospheric water vapour with respect to the Vienna Standard Mean Ocean Water [1] has often been understood as evidence of the substantial atmospheric escape into space.</span></p> <p class="p1"><span class="s1">On the other hand, oxygen isotope ratios in both water vapour and carbon dioxide do not show substantial enrichment of the heavier isotopes (e.g. [2],[3]). The lack of substantial fractionation therefore indicates the presence of a large reservoir of oxygen to exchange with the atmosphere [4].</span></p> <p class="p1"><span class="s1">In this work, we use solar occultation measurements made with the mid-infrared (MIR) channel of the Atmospheric Chemistry Suite (ACS), onboard ExoMars Trace Gas Orbiter (TGO) to measure the evolution of the vertical structure of the isotopic composition of water vapour<span class="Apple-converted-space">&#160; </span>(D/H, <sup>18</sup>O/<sup>16</sup>O&#160;and <sup>17</sup>O/<sup>16</sup>O) at the terminator for a full Martian year.</span></p> <p class="p1"><strong><span class="s1">2. Measurements</span></strong></p> <p class="p1"><span class="s1">ACS consists of a set of three infrared spectrometers covering a total wavelength range from 0.7 to 17 &#956;m. The MIR channel, used in this study, is a cross-dispersion echelle spectrometer dedicated to solar occultation measurements in the 2.3-4.2 &#956;m (2300-4400 cm-1) range, with the main objective of measuring high resolution spectra (&#955;/&#916;&#955;&#8764;30000-50000) in a wide instantaneous spectral range (width 0.15-0.3 &#956;m). In order to cover the full spectral range, MIR is equipped with a steerable secondary grating that allows the selection of different diffraction orders [5].</span></p> <p class="p1"><span class="s1">In this work, we analyse MIR spectra in secondary grating positions 4 and 5, which allow the simultaneous measurement of several diffraction orders covering a spectral range from <span class="Apple-converted-space">&#160; </span>2.67 to 2.79 &#956;m (3584-3745 cm-1) and 2.53 to 2.67 &#956;m (3745-3952 cm-1), respectively. We select spectral windows in several diffraction orders, which show absorption lines of the four main oxygen isotopologues of water vapour (H<sub>2</sub><sup>16</sup>O<sub>,</sub> H<sub>2</sub><sup>18</sup>O, H<sub>2</sub><sup>17</sup>O, HD<sup>16</sup>O) and CO<sub>2</sub>&#160;(see Figure 1).</span></p> <p class="p1"><span class="s1"><img src="data:image/jpeg;base64, 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" alt="" /></span></p> <p class="p1"><em><span class="s1">Figure 1: Example of<span class="Apple-converted-space">&#160; </span>one ACS MIR spectral window in diffraction order 224, measured at tangent heights of 19, 35 and 50 km. The black dots represent the measured spectra, and the green line shows the best fit to the data. The contribution from each species to the spectra is also shown, following the colours in the legend.</span></em></p> <p class="p1"><strong><span class="s1">3. Radiative Transfer Analysis</span></strong></p> <p class="p1"><span class="s1">The analysis of the spectra is performed using the NEMESIS code [6], which works under the optimal estimation framework. In particular, for each solar occultation, we retrieve simultaneous vertical profiles of pressure, temperature and volume mixing ratio of the four main water isotopologues.</span></p> <p class="p1"><span class="s1">The pressure and temperature profiles can be constrained from the CO<sub>2</sub>&#160;absorption lines under the assumption of hydrostatic equilibrium and a given CO<sub>2</sub>&#160;volume mixing ratio profile, which we obtain from the Mars Climate Database [7]. In the case of the water vapour isotopologues, the volume mixing ratios can be constrained from the depth of the corresponding absorption lines, which are observed up to 60 km approximately.</span></p> <p class="p1"><span class="s1">The retrieval scheme is applied to all ACS MIR observations made with secondary grating positions 4 and 5 for a full Martian year, covering a wide range of latitudes, seasons, and local time, and enabling, for the first time, the study of the climatology of both the O and H isotopic ratios in Martian water vapour.</span></p> <p class="p1"><strong><span class="s1">4. Summary and Conclusions</span></strong></p> <p class="p1"><span class="s1">Vertical profiles of the isotope ratios in the four main water vapour isotopologues (D/H, <sup>18</sup>O/<sup>16</sup>O&#160;and <sup>17</sup>O/<sup>16</sup>O) at the terminator are obtained using solar occultation measurements by the Atmospheric Chemistry Suite onboard ExoMars Trace Gas Orbiter.</span></p> <p class="p1"><span class="s1">The large coverage of ACS solar occultation measurements allows, for the first time, the analysis of<span class="Apple-converted-space">&#160; </span>the variations of the O and H isotopic composition of water vapour for a full Martian year.</span></p> <p class="p1"><strong><span class="s1">References</span></strong></p> <p class="p1"><span class="s1">[1] Owen, T., Maillard, J. P., de Bergh, C., and Lutz, B. L..: Deuterium on Mars: The abundance of HDO and the values of D/H, Science, 240, 1767 LP - 1767, 1988.</span></p> <p class="p1"><span class="s1">[2] Webster, C. R., Mahaffy, P. R., Flesch, G. J., Niles, P. B., Jones, J. H., Leshin, L. A., Atreya, S. K., Stern, J. C., Chrsitensen, L. E., Owen, T., Franz, H., Pepin, R. O., and Steele, A.: Isotope Ratios of H, C and O in CO2 and H2O of the Martian Atmosphere, Science, 341, 260 LP &#8211; 263, 2013.</span></p> <p class="p1"><span class="s1">[3] Krasnopolsky, V.A., Maillard, J. P., Owen, T., Toth, R. A., Smith, M. D.: Oxygen and carbon isotope ratios in the martian atmosphere, Icarus, Vol. 192, Issue 2, 2007.</span></p> <p class="p1"><span class="s1">[4] Jakosky, B. M.: Mars Volatile Evolution: Evidence from Stable Isotopes, Icarus, 94, 14-31, 1991.</span></p> <p class="p1"><span class="s1">[5] Korablev et al.: The Atmospheric Chemistry Suite (ACS) of Three Spectrometers for the ExoMars 2016 Trace Gas Orbiter, Space Science Reviews, vol. 214, pag. 7, 2017.</span></p> <p class="p1"><span class="s1">[6] Irwin, P., Teanby, N., de Kok, R., Fletcher, L., Howett, C., Tsang, C., Wilson, C., Calcutt, S., Nixon, C., Parrish, P.: The NEMESIS planetary atmosphere radiative transfer and retrieval tool, Journal of Quantitative Spectroscopy and Radiative Transfer,109, 1136-1150.</span></p> <p class="p1"><span class="s1">[7] Forget, F., Hourdin, F., Fournier, R., Hourdin, C., Talagrand, O., Collins, M., Lewis, S. R., Read, P. L., and Huot, J-P: Improved general circulation models of the Martian atmosphere from the surface to above 80 km, Journal of Geophysical Research: Planets, 104, 24155-24175, 1999. </span></p>
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