Re-Analysis of the 1976 Mars Occultation of Epsilon Geminorum: Detection of Gravity (Buoyancy) Waves

crossref(2020)

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<p><strong>Introduction:</strong> Stellar occultations have been used for decades to measure properties of neutral atmospheres of terrestrial planets, giant planets, icy bodies, and minor planets. Stellar occultations utilize the line-of-sight alignment of a star with a solar system body, which means targets can be predicted but not selected. The occultation of Epsilon Geminorum by Mars on April 8, 1976 remains the brightest stellar occultation by Mars to date.</p> <p>This occultation was observed in three channels by the 91 cm telescope aboard the Kuiper Airborne Observatory, and published in 1977 just after the arrival of Viking 1 at Mars [1]. Here we present results of a re-analysis effort of the Epsilon Geminorum occultation, employing modern computational techniques and interpreting results in the context of recent discoveries about the Martian atmosphere.</p> <p><strong>Motivation and Aims:</strong> The original analysis made a number of assumptions and limitations that are no longer required today.&#160; These include favoring analytical expressions over exact solutions, omitting error propagation, and binning the original 4 ms time resolution to 0.1 s [1, 2].&#160; Relaxing the latter is a fundamental tenant of this work&#8212;we believe this high-resolution observation contains detailed structure on the Martian atmosphere not identified in the original work.</p> <p>Furthermore, we interpret our results in the context of the many orbital remote sensing and <em>in situ</em> measurements of Mars that have occurred in the decades since this observation [e.g., 3, 4, 5, 6]. Developments in modeling such as the Mars Climate Database [7] provide additional sources of comparison.</p> <p><strong>Methods: </strong>We use an improved computational procedure closely following the steps of the original work [8]. Data is first normalized such that flux varies from 1.0 at pre-occultation baseline to 0.0 during occultation.</p> <p>Inversion begins at 0.9 flux level using boundary conditions from an isothermal model fit to the entire occultation profile [3]. We integrate time resolution into altitude resolution of occultation ray penetration depth and into differential refraction, which is then inverted following the procedure of [8] to determine neutral number density, temperature and pressure as a function of altitude. These result products are compared to the original work [1]. Error is carefully propagated by taking partial derivatives at each integration step [8].</p> <p>Further investigation is performed into the small-scale wave structures present in the atmospheric profiles of temperature versus pressure. We use a Lomb-Scargle periodogram (a fast Fourier transform for unevenly sampled data) on the density perturbations to identify consistent wave structures. Wave amplitude is compared to a basic model of gravity wave propagation and to atmospheric static stability.</p> <p><strong>Results and Conclusions:</strong> Figure 1 shows the temperature versus pressure result of the immersion (ingress) portion of the light curve for channels 2 and 3 of the observations, compared to the original results and to the Mars Climate Database. Present in the profile is small-scale perturbations we sought to isolate and identify. We use a density excursion&#8212;the deviation of the density profile from an exponential model atmosphere (assuming hydrostatic equilibrium)&#8212;and further removed large-scale variations with a moving average.</p> <p>The result is the red curve shown in Figure 2, showing a consistent wave growing in amplitude with altitude. The black curve in Figure 2 (left) is a simple model of internal gravity wave (buoyancy wave) propagation in a stratified atmosphere, including amplitude growth following [9]. The vertical wavelength of the wave was determined to be 5-6 km from periodogram results, with confidence between the 2&#963; and 3&#963; level.</p> <p>These findings indicate that the small-scale waves detected in this dataset are likely internal gravity waves. A host of evidence from <em>in situ</em> and remote observations of the Martian atmosphere indicates the atmosphere is stable enough to support and does contain gravity waves at many altitudes. This re-analysis effort has indicated that old stellar occultation data taken with high cadence has the potential for further discovery. Additionally, the model fitting, inversion, and wave analysis techniques developed in this effort for Mars will be applied to new and old occultations by the Ice Giants, where lack of comparison data makes it the only reliable way of measuring the vertical structure of those planets. We encourage those with access to archival datasets to consider performing re-analysis.</p> <p><img src="data:image/png;base64, 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" alt="" /></p> <p>Figure 1. Temperature-pressure plot of the Martian atmosphere from the immersion (ingress) light curve. Re-analysis results in full resolution are compared to original profiles as well as the Mars Climate Database. The shaded regions represent uncertainty in temperature shifts of the entire profile because adjacent inversion results are highly correlated. Small-scale perturbations superimposed on the primary temperature inversion motivated detailed wave analysis. The pressure scale is exact for all comparison data but the altitude scale is approximate to within 15 km accuracy.</p> <p><img src="data:image/png;base64, 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" alt="" /></p> <p>Figure 2. Extracted wave (red) overlaid with gravity wave model (black) and residual (right). The gravity wave model incorporates the peak wavelength of 5-6 km from the periodogram results and approximate fits of additional parameters, such as the amplitude growth following [9]. The fit is by eye and for illustrative purposes only. Residuals are given as <em>data minus model, </em>in percent.</p> <p>&#160;</p> <p><strong>References:</strong></p> <p>[1] J. L. Elliot et al. (1977) <em>The Astrophysical Journal</em>, 217, 661-679.</p> <p>[2] R. G. French, J. L. Elliot, and P. J. Gierasch (1978) <em>Icarus</em>, 33, 186-202.</p> <p>[3] A. G. Siddle, I. C. F. Mueller-Wodarg, S. W. Stone, & R. V. Yelle (2019) <em>Icarus</em>, 333, 12.</p> <p>[4] A. Spiga, F. Gonzalez-Galindo, et al. (2012) <em>Geophysical Research Letter</em>s, 39, L02201.</p> <p>[5] S. Tellmann, M. Patzold, et al. (2013) <em>Journal of Geophysical Research (Planets)</em>, 118, 306.</p> <p>[6] J. E. Creasy, J. M. Forbes, & D. P. Hinson (2006)., <em>Geophysical Research Letters</em>, 33, L01803.</p> <p>[7] E. Millour, F. Forget, A. Spiga, et al. (2019) <em>Geophysical Research Abstracts</em>, Vol. 21.</p> <p>[8] J. L. Elliot, M. J. Person, & S. Qu (2003) <em>The Astronomical Journal</em>, 126, 1041.</p> <p>[9] I. C. F. Mueller-Wodarg, D. F. Strobel, & J. I. Moses. (2008) <em>Space Science Reviews</em>, 139, 191.</p>
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