Minor species measurements below the clouds of Venus using VIRTIS-H/Venus Express data set.
Authors: Marcq Emmanuel , Bézard Bruno , Robert Séverine , Reess Jean-Michel , Drossart Pierre , Piccioni Giuseppe 
Published: July 2022

&lt;p&gt;From 2006 to 2014, the ESA &lt;em&gt;Venus Express&lt;/em&gt; orbiter has provided a wealth of data that has not been fully analyzed yet. Here, using all available and suitable night side thermal spectra provided by the -H channel of the VIRTIS spectral imaging suite near 2.3 &amp;#181;m, we constrained the vertical profiles of various trace gases (CO, OCS, H&lt;sub&gt;2&lt;/sub&gt;O or HDO, SO&lt;sub&gt;2&lt;/sub&gt;) below the clouds in the 30-40 km altitude range. With the help of an updated version of the radiative transfer model used in our first study [Marcq et al., 2008], our preliminary results confirm previously reported findings [Marcq et al., 2008; Tsang et al., 2009; Arney et al., 2014], especially the latitudinal anti-correlation of CO and OCS. Such reanalyses of past data sets are relevant more than ever, since they provide background truth for designing future instruments on board recently selected missions towards Venus, such as the high-resolution IR spectrometer VenSpec-H onboard ESA's &lt;em&gt;EnVision.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64, 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&quot; alt=&quot;Best CO and cloud opacity fit of an order 6 VIRTIS-H spectrum acquired during orbit #277&quot; /&gt;&lt;img src=&quot;data:image/png;base64, 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&quot; alt=&quot;&quot; width=&quot;452&quot; height=&quot;339&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Figure 1 (left): Best CO and cloud opacity fit of a VIRTIS-H (order 6) spectrum acquired during orbit #277&lt;br /&gt;Figure 2 (right) : Retrieved CO abundances (with 1&amp;#963; error bars) near 36 km with respect to latitude.&lt;/em&gt;&lt;/p&gt;