Impacts of residual pressure, heating rate and photon to molecular ratio on the molecular composition generated by the processing of astrophysical ices
Authors: Javelle Thomas , Ruf Alexander , Schmitt-Kopplin Philippe , Danger Grégoire 
Published: July 2022

&lt;p&gt;&lt;em&gt;Introduction&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;Astrophysical ices were observed in various environments with different compositions : from the icy grains of the interstellar medium (ISM,&amp;#160;[1]), to various bodies of the solar system such in icy moons of Jupiter or Saturn systems, or in comets. In such environments, ice is subjected to various alterations ranging from a wide range of UV doses, different physicochemical alterations&amp;#160;[2], thermal alterations&amp;#160;[3] and various primitive ice composition&amp;#160;[4]. As inferred by laboratory experiments, these ice alterations are now known to generate a large molecular diversity (&amp;#160;[5],&amp;#160;[6]). This organic matter is well observed in certain meteorites where up to&amp;#160; 4&amp;#8201;% of the total matter is organic (carbonaceous chondrites&amp;#160;[7]), but this number can grow up to 45&amp;#8201;% in interstellar dust particles and comets&amp;#160;[8]. Laboratory experiments suggest that grain chemistry from primitive ices composed of H2O, NH3, methanol (MeOH) or other molecules is the main source of this astrophysical organic matter ([9],&amp;#160;[10]). The reactivity occurring during the alteration of such an ice is a two step mechanism: First, energetic processes form radicals such as H&lt;sup&gt;&amp;#8226;&lt;/sup&gt;CO or &lt;sup&gt;&amp;#8226;&lt;/sup&gt;CH2OH which directly produces molecules such as CO or CO&lt;sub&gt;2&lt;/sub&gt;&amp;#160;[14]; Then, thermal reactivity can occur to form more complex organic compounds. During this second phase, radicals diffuse, which allows their recombination forming more complex molecules such as hexamethylenetetramine (HMT), polyethyleneimine (PMI) or polyoxymethylene (POM)&amp;#160;[15].&amp;#160;&lt;/p&gt;
&lt;p&gt;The refractory&amp;#160;[16] and volatile&amp;#160;[17] compositions of the final organic pool is thus highly influenced by the initial ice composition ratio. In the present work, we investigate the influence of the heating rate, the residual pressure or of the photon/molecule ratio on this final organics.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Method&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;All the experiments were monitored in the MICMOC experiment already described in&amp;#160;[11]. It is a cryogenic vacuum chamber (~10-7 mbar) with a finger cooled down up to 77 K using liquid nitrogen. The cold finger contains IR transparent MgF2 windows on which primitive moieties H2O, NH3 and methanol (MeOH) are deposited within a fixed 3:1:2 ratio (H2O:MeOH:NH3). The irradiation at Lyman &amp;#945; (121 nm) is concomitant to the ice formation during 70 h and then warmed up to ~300 K. The following experiments were performed :&amp;#160;&lt;/p&gt;
&lt;ul&gt;
&lt;li aria-level=&quot;1&quot;&gt;Various irradiation rates (1,5.103, 141, 5 photon/MeOH), by modifying the flux of matter;&lt;/li&gt;
&lt;li aria-level=&quot;1&quot;&gt;Fixed irradiation (~80 photon/MeOH) and various heating rates (0.5, 4, 8 K/min) monitored by a heating resistance after the irradiation phase;&lt;/li&gt;
&lt;li aria-level=&quot;1&quot;&gt;Fixed irradiation and various pressures of Ar added during the heating phase.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;All samples were then analyzed using both fourier-transform infrared spectrometry (FT-IR) and electrospray fourier- transform ion cyclotron resonance mass spectrometry (ESI-FT-ICR&amp;#160;[18]).&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Preliminary results and conclusions&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;Preliminary results are displayed Figure&amp;#160;1. First, infrared spectroscopy measurements show weak impacts of heating rate and residual pressure during the warming phase: The main IR features present similar intensities implying no significant evolution of the final organic products. The only significant influence observed is the lower FT-IR intensity recorded at lower heating rate (0.5 K/min). Regarding the irradiation rate, it shows the highest evolution on the IR signatures : for low irradiation rates (5 photon/MeOH) &amp;#957;(OH) at 3242 cm&lt;sup&gt;-1&lt;/sup&gt; vs &amp;#957;as(CH) at 2923 cm&lt;sup&gt;-1&lt;/sup&gt; ratio is significatively modified and &amp;#969;(CH&lt;sub&gt;2&lt;/sub&gt;) at 1458 cm&lt;sup&gt;-1&lt;/sup&gt; and &amp;#957;as(COO&lt;sup&gt;-&lt;/sup&gt;) at 1598 cm&lt;sup&gt;-1&lt;/sup&gt; are significatively exhausted. This suggests the presence of salts, polyoxymethylene (POM), hexamethylenetetramine (HMT) and polyethyleneimine (PMI) in higher quantities in this sample. On the contrary, the FT-IR spectrum of the higher irradiated sample shows no features because of a decrease in the yield of organic production implying a lack of sensitivity with FT-IR.&lt;/p&gt;
&lt;p&gt;To obtain complementary information on the molecular evolution ESI-FT-ICR analysis was recorded on the same samples. The ESI-FT-ICR confirmed the preliminary results observed with FT-IR with a better insight on the molecular processes impacting the final organic composition. All together the influence of those three parameters are the following :&lt;/p&gt;
&lt;ul&gt;
&lt;li aria-level=&quot;1&quot;&gt;Irradiation has a high impact on the molecular content of the sample, mostly on the DBE, but also on the molecular diversity and abundance;&lt;/li&gt;
&lt;li aria-level=&quot;1&quot;&gt;The increase of the residual pressure during the heating phase has a weak influence, even if it&amp;#160; increases a higher experimental dispersion regarding the molecular abundance while the molecular diversity is not impacted;&lt;/li&gt;
&lt;li aria-level=&quot;1&quot;&gt;Finally, the heating rate has a very weak influence on the final organic composition.&amp;#160;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;em&gt;&lt;img src=&quot;data:image/png;base64, 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&quot; alt=&quot;&quot; width=&quot;719&quot; height=&quot;974&quot; /&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Figure&amp;#160;1 Comparison of FT-IR spectra or ESI+ FT-ICR mass spectra of the residue for each sample series (A, B, C). Global shape of both ESI+ and ESI&amp;#8211; of FT-ICR analysis are showing similar properties.&amp;#160;&lt;/strong&gt;&lt;/p&gt;
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