Voyager 2 images of Neptune reveal a windy planet characterized by bright clouds of methane ice suspended in an exceptionally clear atmosphere above a lower deck of hydrogen sulfide or ammonia ices. Neptune's atmosphere is dominated by a large anticyclonic storm system that has been named the Great Dark Spot (GDS). About the same size as Earth in extent, the GDS bears both many similarities and some differences to the Great Red Spot of Jupiter. Neptune's zonal wind profile is remarkably similar to that of Uranus. Neptune has three major rings at radii of 42,000, 53,000, and 63,000 kilometers. The outer ring contains three higher density arc-like segments that were apparently responsible for most of the ground-based occultation events observed during the current decade. Like the rings of Uranus, the Neptune rings are composed of very dark material; unlike that of Uranus, the Neptune system is very dusty. Six new regular satellites were found, with dark surfaces and radii ranging from 200 to 25 kilometers. All lie inside the orbit of Triton and the inner four are located within the ring system. Triton is seen to be a differentiated body, with a radius of 1350 kilometers and a density of 2.1 grams per cubic centimeter; it exhibits clear evidence of early episodes of surface melting. A now rigid crust of what is probably water ice is overlain with a brilliant coating of nitrogen frost, slightly darkened and reddened with organic polymer material. Streaks of organic polymer suggest seasonal winds strong enough to move particles of micrometer size or larger, once they become airborne. At least two active plumes were seen, carrying dark material 8 kilometers above the surface before being transported downstream by high level winds. The plumes may be driven by solar heating and the subsequent violent vaporization of subsurface nitrogen.
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No abstract
Remote sensing observations suffer significant limitations when used to study the bulk atmospheric composition of the giant planets of our Solar System. This impacts our knowledge of the formation of these planets and the physics of their atmospheres. A remarkable example of the superiority of in situ probe measurements was illustrated by the exploration of Jupiter, where key measurements such as the determination of the noble gases’ abundances and the precise measurement of the helium mixing ratio were only made available through in situ measurements by the Galileo probe. Here we describe the main scientific goals to be addressed by the future in situ exploration of Saturn, Uranus, and Neptune, placing the Galileo probe exploration of Jupiter in a broader context. An atmospheric entry probe targeting the 10-bar level would yield insight into two broad themes: i) the formation history of the giant planets and that of the Solar System, and ii) the processes at play in planetary atmospheres. The probe would descend under parachute to measure composition, structure, and dynamics, with data returned to Earth using a Carrier Relay Spacecraft as a relay station. An atmospheric probe could represent a significant ESA contribution to a future NASA New Frontiers or flagship mission to be launched toward Saturn, Uranus, and/or Neptune.
<p><strong>Abstract<br /></strong>The surface pressure measurements recorded by InSight seem to be the best in terms of precision and stability for comparison with Viking data and to rule on a possible secular climate change. However, the comparison of the measurements between the two consecutive mission years reveals an offset imposed by the sensor temperature. We propose here a correction of this effect by exploiting the MSL REMS data acquired at the same time. The corrected data then follow perfectly the pressure models based on the pressure recorded by MSL during MY 34 and 35 interpolated with the help of the LMD GCM. Further investigations studying the possible difference between Viking 1 and InSight seasonal variations will be presented during the conference.<br /><br /></p> <p><strong>Introduction</strong>&#160;<br />Remote observations of interannual variations in polar cap coverage suggest that the south polar residual cap (SPRC) might be eroding <em>[1,2,3]</em>. Such a change in the SPRC would raise the surface pressure every year. Previous comparisons of surface pressures recorded by Viking 1 with Phoenix data <em>[4] </em>or MSL REMS measurements <em>[5]</em> report a possible increase of pressure at the surface of Mars within 30 years. However, the conclusions were unsure due to the uncertainty of the data for Phoenix, and the sensitivity of the hydrostatic adjustment imposed by the climbing of MSL on the complex Gale crater topography.</p> <p>In 2018, the InSight lander brought an accurate pressure sensor at Elysium Planitia. The uncertainty due to the long-term instrumental drift and the accuracy of the sensor is negligible compared to the requirement of accuracy to detect this secular climate change<em> [4]</em>. We thus propose to detect any change of CO<sub>2</sub> mass in the atmosphere or a change in the seasonality of the polar cap with an accurate comparison between the seasonal pressure variations recorded by Viking 1 and InSight.</p> <p>&#160;</p> <p><strong>Thermal Sensitivity of the Pressure Sensor</strong><br />A direct comparison between pressure measurements made during the first and second years of the InSight mission shows a strong difference, thus questioning the reliability of the measurements (Figure 1). Considering the large difference between the measured pressure over the two years, and the correlation of some pressure decreases with some drops of the sensor temperature, we believe that the measurements are affected by a possible thermal offset due to a gradient of temperature within the sensor.</p> <p><img src="data:image/png;base64, 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