Multi-annual monitoring of the water vapor vertical distribution on Mars by SPICAM on Mars Express

<p>Even if water vapor is a minor species in the Martian atmosphere it plays an important role in the planet&#8217;s climate. Major efforts were made to understand water vapor distribution during the last decades. Its seasonal cycle was studied in detail using nadir measurements by TES/Mars Global Surveyor, three experiments onboard Mars-Express, SPICAM, OMEGA and PFS, and by CRISM/Mars Reconnaissance Orbiter. In contrast to column abundance, the climatology of water vapor vertical distribution was scarcely documented until recently. The vertical distribution gauges multiple processes controlling the Martian water cycle, including the cloud formation with condensation, evaporation and sedimentation, sublimation and condensation on polar caps, the photodissociation and escape processes, and surface-atmosphere exchange [1]. A few spectrometers, SPICAM on MEX and ACS and NOMAD on TGO, carry out now the measurements of water vertical distribution from Mars&#8217; orbit. They have got already prominent results as a supersatutation of water during the aphelion and perihelion season [2,3], high altitude water during global dust storms of MY28 [4] and MY34 [3,5] and high perihelion water in MY34 [3,6].</p> <p><strong>Observations</strong></p> <p>In this work, we present the first multi-annual survey of water vapor in the middle atmosphere of Mars based on SPICAM/MEx occultation measurements. SPICAM IR is an infrared spectrometer employing an Acousto-Optic Tunable Filter (AOTF) working in the spectral range of 1-1.7 &#956;m with a spectral resolution of 3.5-4 cm^-1, nearly constant in wavenumbers [7]. SPICAM can observe the H₂O vertical distribution using the 1.38 &#181;m band, the CO₂ density in the 1.43 &#181;m band, and the aerosol density and size distribution using several continuum portions of the spectrum. We analyzed Eight Martian years of H₂O vertical distribution from MY27 to MY34.</p> <p><img src="data:image/jpeg;base64, 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" alt="" /><u></u></p> <p>Figure 1. Seasonal-latitudinal coverage of SPICAM observations in solar occultations for eight Martian years. The open circles mark faulty observations inapplicable for retrieval.</p> <p><strong>Results</strong></p> <p>The upper limit of water density detected by SPICAM varies from 50-60 km in aphelion to 70-90 km in perihelion. In aphelion (Ls=0-120&#176;), the H₂O mixing ratio <30 ppm at levels above hygropause. At Ls=60-120&#176; the hygropause height varies&#160; from 15 to 25 km in middle northern latitudes. The perihelion season through regular years has not shown a prominent increase of the water content in high altitudes in the Northern hemisphere.&#160; In the Southern hemisphere the increase of density and mixing ratio was observed for all Martian years at an altitude of 50-80 km. The largest mixing ratio >100 ppm at 40-90 km was observed at Ls=240-290&#176; in high and middle southern latitudes. We also present a comparison of two global dust storms of MY28 and 34 and we concluded that the GDS of MY28, coincident with southern summer solstice, shows a noticeably higher water increase.</p> <p><strong>References</strong></p> <p>[1] Montmessin, F., Smith, M., Langevin, Y., Mellon, M., & Fedorova, A. (2017). The Water Cycle. In R. Haberle, R. Clancy, F. Forget, M. Smith, & R. Zurek (Eds.), The Atmosphere and Climate of Mars (Cambridge Planetary Science, pp. 338-373). Cambridge: Cambridge University Press.</p> <p>[2] Maltagliati, L., Montmessin, F., Fedorova, A., Korablev, O., Forget, F., Bertaux, J.-L., 2011a. Evidence of Water Vapor in Excess of Saturation in the Atmosphere of Mars. Science 333, 1868-.</p> <p>[3] Fedorova, A. A., et al. (2020). "Stormy water on Mars: The distribution and saturation of atmospheric water during the dusty season." Science 367(6475): 297-300.</p> <p>[4] Fedorova A., Jean-Loup Bertaux, Daria Betsis, Franck Montmessin, Oleg Korablev, Luca Maltagliati, John Clarke, Water vapor in the middle atmosphere of Mars during the 2007 global dust storm, Icarus 300, 15 January 2018, Pages 440-457.</p> <p>[5] Aoki, S., et al. (2019). "Water Vapor Vertical Profiles on Mars in Dust Storms Observed by TGO/NOMAD." Journal of Geophysical Research: Planets 124(12): 3482-3497.</p> <p>[6] Maltagliati, L., Montmessin, F., Korablev, O., et al. 2013. Annual survey of water vapor vertical distribution and water&#8211;aerosol coupling in the martian atmosphere observed by SPICAM/MEx solar occultations. Icarus 223, 942-962.</p> <p>[7] Korablev, O. et al., 2006a. &#8220;SPICAM IR acousto-optic spectrometer experiment on Mars Express.&#8221; Journal of Geophysical Research: Planets 111(E9): E09S03.</p>