EGU25-20078, updated on 15 Mar 2025
https://doi.org/10.5194/egusphere-egu25-20078
EGU General Assembly 2025
© Author(s) 2025. This work is distributed under
the Creative Commons Attribution 4.0 License.
Poster | Monday, 28 Apr, 14:00–15:45 (CEST), Display time Monday, 28 Apr, 14:00–18:00
 
Hall X4, X4.199
Categorization of ring and bulge topographies of infilled craters on Mercury
Gene Schmidt, Salvatore Buoninfante, Valentina Galluzzi, and Pasquale Palumbo
Gene Schmidt et al.
  • National Institute of Astrophysics, Institute for Space Astrophysics and Planetology, Rome, Italy (gene.schmidt@inaf.it)

Mercury boasts a variety of infilled craters, several of which contain central depressions surrounded by unique, bulged, ring-like structures. These rings are comprised of the infill itself, range in size and elevation, and can often exceed the crater rim in which they are contained (e.g. Bryne et al., 2014). Although peak ring crater types are common across Mercury (e.g. Baker et al., 2011; Schon et al., 2011), these bulged infill rings represent an entirely different morphology which represents a process that occurs after the crater and potential peak ring is formed. These bulged rings often present concentric extensional faults on their summits, and in some cases the accompanying central depression contains radial or circular extensional faults (e.g. Cunje & Ghent, 2016; Marchi et al., 2011). The formation process of this topography remains unknown and difficult to constrain, however it has been previously suggested that global contraction could aid their formation (Byrne et al., 2014). However, the weight load of the infill itself has yet to be fully appreciated as a candidate for tectonic processes on Mercury, particularly in the creation of bulged topography (Schmidt & Salvini, 2024). Additionally, lava entry pathways (i.e. lava which exploits circular normal faults within the interior of the craters) may play a role. By analyzing nine craters (four exhibiting the bulged infill topography, four exhibiting peak ring topography, and one seemingly intermediate type of topography) we aim to determine the relationship between bulged rings within infill and their more common peak ring topography counterparts. In so doing, we can determine if this infill topography is merely a lava infill which has conformed to a pre-existing peak ring, or if the weight load of the infill at the center of the crater has the potential to create an elastic response which creates the bulged ring and simultaneously the central depression.

We gratefully acknowledge funding from the Italian Space Agency (ASI) under ASI-INAF agreement 2024-18-HH.0

Baker et al. (2011) The transition from complex crater to peak-ring basin on Mercury: New observations from MESSENGER flyby data and constraints on basin formation models. Planetary and Space Science, 59(15), 1932-1948.

Byrne et al. (2014) Mercury’s global contraction much greater than earlier estimates. Nature Geoscience, 7(4), 301-307.

Cunje & Ghent (2016) Caloris basin, Mercury: History of deformation from an analysis of tectonic landforms. Icarus, 268, 131-144.

Marchi et al. (2011) The effects of the target material properties and layering on the crater chronology: The case of Raditladi and Rachmaninoff basins on Mercury. Planetary and Space Science, 59(15), 1968-1980.

Schmidt & Salvini (2024) Thickness of Pluto's Ice Shell from elastic deformation of the Sputnik Planitia forebulge: Response to infill load or vestige of impact event?. Earth and Planetary Science Letters, 646, 118974.

Schon et al. (2011) Eminescu impact structure: Insight into the transition from complex crater to peak-ring basin on Mercury. Planetary and Space Science, 59(15), 1949-1959.

How to cite: Schmidt, G., Buoninfante, S., Galluzzi, V., and Palumbo, P.: Categorization of ring and bulge topographies of infilled craters on Mercury, EGU General Assembly 2025, Vienna, Austria, 27 Apr–2 May 2025, EGU25-20078, https://doi.org/10.5194/egusphere-egu25-20078, 2025.