Elusive ice clouds in the upper mesosphere of Venus

crossref(2021)

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Abstract
<p><strong>Introduction</strong></p> <p>H<sub>2</sub>O ice clouds in the mesospheres of terrestrial planets have been observed for Earth as Polar Mesospheric Clouds (PMCs) and are thought to be condensed on meteoric smoke [1, 2]. In contrast, on Mars both H<sub>2</sub>O and CO<sub>2</sub> ice clouds have been observed [3, 4]. These clouds play an important role in redistributing condensable material and the chemistry of the mesospheres of Mars and Earth. The possibility of sub-visible H<sub>2</sub>O ice clouds on Venus was speculated in 1983 by Turco, et al. [5] based on a limited set of observations (four Pioneer entry probes), however, no high-altitude ice clouds have ever been observed on Venus. More recent satellite observations have shed new light on the extreme low temperature conditions of the upper atmosphere [6]. Through satellite observation, experimental studies and modelling, our understanding of cloud formation and composition within terrestrial mesospheric clouds on Earth and Mars has improved significantly in recent decades. Here we apply this improved understanding of mesospheric clouds and the breadth of atmospheric observations to the possibility of ice clouds on Venus and importantly whether they could be detected in satellite observations.</p> <p>Figure 1 shows an example polar temperature profile for Venus and the calculated saturation ratio with respect to both H<sub>2</sub>O and CO<sub>2</sub> ice. The temperature drops below 80 K between 120 &#8211; 130 km, causing significant supersaturations with respect to the solid phases of CO<sub>2</sub> and particularly H<sub>2</sub>O, conditions which are conducive to ice cloud formation.</p> <p><img src="data:image/jpeg;base64, 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" alt="" /></p> <p><strong>Findings</strong></p> <p>The first step in ice cloud formation is nucleation, which we evaluate homogeneously and heterogeneously for both H<sub>2</sub>O and CO&#173;<sub>2</sub> ice, nucleated by vapour deposition using Classical Nucleation Theory (CNT), an approach applied previously to Martian mesospheric clouds [8, 9]. Several nucleating particles are discussed and considered in the heterogeneous calculations, including meteoric smoke and in the case of CO<sub>2</sub> nucleation, H<sub>2</sub>O ice particles [8, 10, 11]. This theory is applied to a planet-wide set of temperature observations (160+ occultations) from the SOIR instrument onboard Venus Express to help determine possible cloud locations and frequency. Preliminary results indicate that in the presence of suitable nanometre-sized nucleating particles, conditions exist on Venus for both H<sub>2</sub>O and CO<sub>2</sub> to nucleate, especially where the coldest temperatures are reached in the polar regions above 120 km. If visible clouds are possible in Venus mesosphere condensation of the primary constituent (CO<sub>2&#173;, </sub>significantly more abundant than H<sub>2</sub>O) onto the initial ice seeds is the likely pathway.</p> <p>The growth of CO<sub>2</sub> ice particles are then predicted under favourable nucleation conditions, using a 1D model which accounts for growth, sublimation, and sedimentation of the particles. The model shows that the clouds form in a region of the atmosphere where the pressure is very low (< 1 &#215; 10<sup>-2</sup> Pa). The ice particles therefore sediment rapidly into a warmer layer of the atmosphere and sublimate, so that they are very short-lived (typically < 5 mins). &#160;Once peak particle sizes and lifetimes are determined, the extinction coefficient can be calculated for a realistic particle population using Mie theory, and hence the probability of the clouds being observed in occultation by a satellite spectrometer can be evaluated.</p> <p><strong>Acknowledgements</strong></p> <p>This work is supported by grant ST/T000279/1 from the UK Science and Technology Facilities Council.</p> <p><strong>References</strong></p> <p>[1]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; M. Hervig, R. E. Thompson, M. McHugh, L. L. Gordley, J. M. Russell III, and M. E. Summers, "First confirmation that water ice is the primary component of polar mesospheric clouds," <em>Geophysical Research Letters, </em>vol. 28, no. 6, pp. 971-974, 2001.</p> <p>[2]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; M. E. Hervig, L. E. Deaver, C. G. Bardeen, J. M. Russell, S. M. Bailey, and L. L. Gordley, "The content and composition of meteoric smoke in mesospheric ice particles from SOFIE observations," <em>Journal of Atmospheric and Solar-Terrestrial Physics, </em>vol. 84-85, pp. 1-6, 2012.</p> <p>[3]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; F. Montmessin<em> et al.</em>, "Hyperspectral imaging of convective CO<sub>2</sub> ice clouds in the equatorial mesosphere of Mars," <em>Journal of Geophysical Research Planets, </em>vol. 112, no. E11, Nov 13 2007.</p> <p>[4]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; J. A. Whiteway<em> et al.</em>, "Mars Water-Ice Clouds and Precipitation," <em>Science, </em>vol. 325, no. 5936, p. 68, 2009.</p> <p>[5]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; R. P. Turco, O. B. Toon, R. C. Whitten, and R. G. Keesee, "Venus: Mesospheric hazes of ice, dust, and acid aerosols," <em>Icarus, </em>vol. 53, no. 1, pp. 18-25, 1983.</p> <p>[6]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; A. Mahieux<em> et al.</em>, "Densities and temperatures in the Venus mesosphere and lower thermosphere retrieved from SOIR on board Venus Express: Carbon dioxide measurements at the Venus terminator," <em>Journal of Geophysical Research Planets, </em>vol. 117, no. E7, 2012.</p> <p>[7]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; S. Chamberlain<em> et al.</em>, "SOIR/VEx observations of water vapor at the terminator in the Venus mesosphere," <em>Icarus, </em>vol. 346, p. 113819, 2020.</p> <p>[8]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; M. Nachbar, D. Duft, T. P. Mangan, J. C. G. Martin, J. M. C. Plane, and T. Leisner, "Laboratory measurements of heterogeneous CO<sub>2</sub> ice nucleation on nanoparticles under conditions relevant to the Martian mesosphere," <em>Journal of Geophysical Research Planets, </em>vol. 121, pp. 753 - 769, 2016.</p> <p>[9]&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; C. Listowski, A. M&#228;&#228;tt&#228;nen, F. Montmessin, A. Spiga, and F. Lefevre, "Modeling the microphysics of CO<sub>2</sub> ice clouds within wave-induced cold pockets in the martian mesosphere," <em>Icarus, </em>vol. 237, pp. 239-261, 2014.</p> <p>[10]&#160;&#160;&#160;&#160;&#160;&#160; D. L. Glandorf, A. Colaprete, M. A. Tolbert, and O. B. Toon, "CO<sub>2</sub> snow on Mars and early Earth: Experimental constraints," <em>Icarus, </em>vol. 160, no. 1, pp. 66-72, 2002.</p> <p>[11]&#160;&#160;&#160;&#160;&#160;&#160; J. M. C. Plane, J. D. Carrillo-Sanchez, T. P. Mangan, M. M. J. Crismani, N. M. Schneider, and A. M&#228;&#228;tt&#228;nen, "Meteoric Metal Chemistry in the Martian Atmosphere," <em>Journal of Geophysical Research Planets, </em>vol. 123, no. 3, pp. 695-707, 2018.</p> <p>&#160;</p>
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