Optical constants of Pluto tholins

<p><strong>I. Introduction</strong></p>
<p>On July 14<sup>th</sup>, 2015, the <em>New Horizons</em> spacecraft flew by Pluto and revealed the presence of aerosols in the atmosphere [1,2,3] and a curiously dark reddish equatorial region named Cthulhu [1,4]. These photochemical aerosols, extending at more than 350 km of altitude [2,3,5], may affect Pluto atmospheric chemistry and climate [6,7]. Furthermore, it was suggested that these aerosols sediment to constitute the non-icy dark material on the surface of Pluto [4,8]. To interpret the data provided by <em>New Horizons</em>, the atmospheric (<em>e.g.</em> [7]) and surface models (<em>e.g.</em> [4,9]) have so far used the optical constants determined for Titan tholins. Nevertheless, since optical constants strongly depend on the chemical composition of the materials [10], and as Pluto tholins differ chemically from those of Titan [11], Pluto aerosol analogues were synthesized in laboratory and their optical constants were determined by spectroscopic ellipsometry.</p>
<p><strong>II. Experimental setup and analyses protocol</strong></p>
<ul>
<li><strong>Synthesis of Pluto tholins</strong></li>
</ul>
<p>We used the PAMPRE experimental setup [12] (LATMOS, France) to synthesize Pluto tholins as thin films onto silicon wafers. For this study, the gas mixture injected into the reactor was composed of variable proportions of N<sub>2</sub> and CH<sub>4</sub>, with 500 ppm of CO [5,13], to simulate photochemical aerosols formed at different altitudes on Pluto (Table 1). The experiments were conducted at a pressure of 0.9 &#177; 0.1 mbar and at ambient temperature.</p>
<p><em>Table 1: Types of Pluto tholins analyzed in this study</em></p>
<table border="1">
<tbody>
<tr>
<td>Composition of the gas mixture</td>
<td>Corresponding altitude on Pluto [5]</td>
<td>Name of the sample</td>
</tr>
<tr>
<td>99.5% N<sub>2</sub> : 0.5% CH<sub>4</sub> : 500 ppm CO</td>
<td>< 350 km</td>
<td>P<sub>H</sub></td>
</tr>
<tr>
<td>99% N<sub>2</sub> : 1% CH<sub>4</sub> : 500 ppm CO</td>
<td>400 km</td>
<td>P<sub>400</sub></td>
</tr>
<tr>
<td>95% N<sub>2</sub> : 5% CH<sub>4</sub> : 500 ppm CO</td>
<td>600 km</td>
<td>P<sub>600</sub></td>
</tr>
</tbody>
</table>
<p>&#160;</p>
<ul>
<li><strong>Spectroscopic ellipsometry</strong></li>
</ul>
<p>We used the UVISEL (<em>Horiba Jobin Yvon</em>) spectroscopic ellipsometer to analyze Pluto tholins thin films. Spectroscopic ellipsometry is a technique measuring the changes in the polarization state between incident and reflected light on the sample, as a function of wavelength. DeltaPsi2<sup>&#174;</sup> software was used to fit the ellipsometric data. More precisely, a modified Tauc-Lorentz dispersion model determined the thicknesses of the thin films, and a wavelength-by-wavelength inversion method was used to retrieve the refractive indices <em>n</em> (Fig. 1) and the absorption coefficients <em>k</em> (Fig. 2), from 270 to 2100 nm.</p>
<p><strong>III. Optical constants of Pluto tholins from UV to near-IR</strong></p>
<p><img src="data:image/png;base64, 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" 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" alt="" /></p>
<p>Our study shows: (1) the refractive indices <em>n</em> of Pluto tholins vary from 1.60 to 1.77, and such <em>n</em>-values can correspond to organic polymers [14]; (2) a strong absorption of UV and Visible radiation by Pluto tholins, due to their N- and O-bearing molecules [15,16,17]; (3) a lower absorption in the near-IR with <em>k</em>-values of a few 10<sup>-3</sup>; (4) a dependency of <em>n</em> and <em>k</em> indices to the altitude of aerosols formation, with especially higher <em>n</em>- and <em>k</em>-values in the UV-Vis spectral range for Pluto low-altitude aerosols (P<sub>H</sub> and P<sub>400</sub>).</p>
<p><strong>IV. Discussion and Conclusion</strong></p>
<p>Due to higher <em>n</em>-values for the samples P<sub>H</sub> and P<sub>400</sub>, compared to the P<sub>600</sub> sample, we can suppose that aerosols formed in Pluto's lower atmosphere (&#8804; 400 km of altitude) will differently scatter the light compared to aerosols formed at higher altitudes (> 400 km of altitude) [18], and thus differently affect the photon flux reaching the lower atmosphere and the surface. The strong absorption below 600 nm is likely due to the presence of N- and O-bearing molecules with lone pair, N- and O-containing polycyclic aromatic compounds and unsaturated molecules with extensive conjugated multiple bonds [14-17]. Since the nitrogen and oxygen content is higher in low-altitude tholins [11], their <em>k</em> indices are higher in the UV-Vis wavelength range. We can thus suppose that in Pluto's atmosphere the aerosols formed at different altitudes will differently absorb the photon flux and differently affect Pluto atmospheric and surface radiative transfer [18].</p>
<p>As Pluto tholins are chemically different from Titan&#8217;s [11], we propose a new set of optical constants to update Pluto atmospheric and surface models that were hitherto based on the optical constants of Titan tholins.</p>
<p><strong>Acknowledgements</strong></p>
<p>We are grateful to the European Research Council Starting Grant PrimChem for funding this work (grant agreement n&#176; 636829).</p>
<p><strong>References</strong></p>
<p>[1] Stern S. A. <em>et al.</em>, <em>Science</em>, Vol. 350, aad1815, 2015.<br />[2] Gladstone G. R. <em>et al.</em>, <em>Science</em>, Vol. 351, aad8866, 2016.<br />[3] Cheng A. F. <em>et al.</em>, <em>Icarus</em>, Vol. 290, pp. 112-133, 2017.<br />[4] Grundy W. M. <em>et al.</em>, <em>Icarus</em>, Vol. 314, pp. 232-245, 2018.<br />[5] Young L. A. <em>et al.</em>, <em>Icarus</em>, Vol. 300, pp. 174-199, 2018.<br />[6] Luspay-Kuti A. <em>et al.</em>, <em>Monthly Notices of the Royal Astronomical Society</em>, Vol. 472, pp. 104-117, 2017.<br />[7] Zhang X. <em>et al.</em>, <em>Nature</em>, Vol. 551, pp. 352-355, 2017.<br />[8] Cruikshank D. P. <em>et al.</em>, <em>Icarus</em>, Vol. 246, pp. 82-92, 2015.<br />[9] Protopapa S. <em>et al.</em>, <em>Astronomical Journal</em>, Vol. 159, pp. 159-174, 2020.<br />[10] Brass&#233; C. <em>et al.</em>, <em>Planetary and Space Science</em>, Vol. 109-110, pp. 159-174, 2015.<br />[11] Jovanovi&#263; L. <em>et al.</em>, <em>Icarus</em>, Vol. 346, 113774, 2020.<br />[12] Szopa C. <em>et al.</em>, <em>Planetary and Space Science</em>, Vol. 54, pp. 394-404, 2006.<br />[13] Lellouch E. <em>et al.</em>, <em>Icarus</em>, Vol. 286, pp. 289-307, 2017.<br />[14] van Krevelen D. W. and te Nijenhuis K.: Chapter 10: Optical Properties, in <em>Properties of Polymers</em>, pp. 287-320, 2009.<br />[15] Rao C. N. R.: <em>Ultraviolet and visible spectroscopy</em>, 1975.<br />[16] Imanaka H. <em>et al.</em>, <em>Icarus</em>, Vol. 168, pp. 344-366, 2004.<br />[17] Lambe A. T. <em>et al.</em>, <em>Environmental Science & Technology</em>, Vol. 47, pp. 6349-6357, 2013.<br />[18] Boucher O.: <em>Atmospheric aerosols &#8211; Properties and climate impacts</em>, 2015.</p>


I. Introduction
On July 14 th , 2015, the New Horizons spacecraft flew by Pluto and revealed the presence of aerosols in the atmosphere [1,2,3] and a curiously dark reddish equatorial region named Cthulhu [1,4]. These photochemical aerosols, extending at more than 350 km of altitude [2,3,5], may affect Pluto atmospheric chemistry and climate [6,7]. Furthermore, it was suggested that these aerosols sediment to constitute the non-icy dark material on the surface of Pluto [4,8]. To interpret the data provided by New Horizons, the atmospheric (e.g. [7]) and surface models (e.g. [4,9]) have so far used the optical constants determined for Titan tholins. Nevertheless, since optical constants strongly depend on the chemical composition of the materials [10], and as Pluto tholins differ chemically from those of Titan [11], Pluto aerosol analogues were synthesized in laboratory and their optical constants were determined by spectroscopic ellipsometry.

Synthesis of Pluto tholins
We used the PAMPRE experimental setup [12] (LATMOS, France) to synthesize Pluto tholins as thin films onto silicon wafers. For this study, the gas mixture injected into the reactor was composed of variable proportions of N 2 and CH 4 , with 500 ppm of CO [5,13], to simulate photochemical aerosols formed at different altitudes on Pluto ( Table 1). The experiments were conducted at a pressure of 0.9 ± 0.1 mbar and at ambient temperature.

Spectroscopic ellipsometry
We used the UVISEL (Horiba Jobin Yvon) spectroscopic ellipsometer to analyze Pluto tholins thin films. Spectroscopic ellipsometry is a technique measuring the changes in the polarization state between incident and reflected light on the sample, as a function of wavelength. DeltaPsi2 ® software was used to fit the ellipsometric data. More precisely, a modified Tauc-Lorentz dispersion model determined the thicknesses of the thin films, and a wavelength-by-wavelength inversion method was used to retrieve the refractive indices n (Fig. 1) and the absorption coefficients k (Fig. 2), from 270 to 2100 nm.

III. Optical constants of Pluto tholins from UV to near-IR
Our study shows: (1) the refractive indices n of Pluto tholins vary from 1.60 to 1.77, and such n -values can correspond to organic polymers [14]; (2) a strong absorption of UV and Visible radiation by Pluto tholins, due to their N-and O-bearing molecules [15,16,17]; (3) a lower absorption in the near-IR with k-values of a few 10 -3 ; (4) a dependency of n and k indices to the altitude of aerosols formation, with especially higher n-and k-values in the UV-Vis spectral range for Pluto low-altitude aerosols (P H and P 400 ).

IV. Discussion and Conclusion
Due to higher n-values for the samples P H and P 400 , compared to the P 600 sample, we can suppose that aerosols formed in Pluto's lower atmosphere (≤ 400 km of altitude) will differently scatter the light compared to aerosols formed at higher altitudes (> 400 km of altitude) [18], and thus differently affect the photon flux reaching the lower atmosphere and the surface. The strong absorption below 600 nm is likely due to the presence of N-and O-bearing molecules with lone pair, N-and O-containing polycyclic aromatic compounds and unsaturated molecules with extensive conjugated multiple bonds [14][15][16][17]. Since the nitrogen and oxygen content is higher in low-altitude tholins [11], their k indices are higher in the UV-Vis wavelength range. We can thus suppose that in Pluto's atmosphere the aerosols formed at different altitudes will differently absorb the photon flux and differently affect Pluto atmospheric and surface radiative transfer [18].
As Pluto tholins are chemically different from Titan's [11], we propose a new set of optical constants to update Pluto atmospheric and surface models that were hitherto based on the optical constants of Titan tholins.