Rim (crater)

Crater rim of Meteor Crater, Arizona

The rim or edge of an impact crater is the part that extends above the height of the local surface, usually in a circular or elliptical pattern. In a more specific sense, the rim may refer to the circular or elliptical edge that represents the uppermost tip of this raised portion. If there is no raised portion, the rim simply refers to the inside edge of the curve where the flat surface meets the curve of the crater bottom.

Simple craters

Smaller, simple craters retain rim geometries similar to the features of many craters found on the Moon and the planet Mercury.[1]

Complex craters

The rim of Endurance Crater on Mars, as seen from the landing site of the Opportunity rover.

Large craters are those with a diameter greater than 2.3 km, and are distinguished by central uplifts within the impact zone.[1] These larger (also called “complex”) craters can form rims up to several hundred meters in height.

A process to consider when determining the exact height of a crater rim is that melt may have been pushed over the crest of the initial rim from the initial impact, thereby increasing its overall height. When combined with potential weathering due to atmospheric erosion over time, determining the average height of a crater rim can be somewhat difficult.[2] It has also been observed that the slope along the excavated interior of many craters can facilitate a spur-and-gully morphology, including mass wasting events occurring due to slope instability and nearby seismic activity.[3]

Complex crater rims observed on Earth have anywhere between 5X – 8X greater height:diameter ratio compared to those observed on the Moon, which can likely be attributed to the greater force of gravitational acceleration between the two planetary bodies that collide.[1] Additionally, crater depth and the volume of melt produced in the impact are directly related to the gravitational acceleration between the two bodies.[4] It has been proposed that “reverse faulting and thrusting at the final crater rim [is] one of the main contributing factors [to] forming the elevated crater rim”.[2] When an impact crater is formed on a sloped surface, the rim will form in an asymmetric profile.[5] As the impacted surface's angle of repose increases, the crater's profile becomes more elongate.

Classification

A side view of a crater, with a raised rim, highlighted in red.

The rim type classifications are full-rim craters, broken-rim craters, and depressions.[5]

References

  1. ^ a b c Pike, R.J. (1981). "Meteorite Craters: Rim Height, Circularity, and Gravity Anomalies". Lunar and Planetary Science. XII: 842–844. Bibcode:1981LPI....12..842P.
  2. ^ a b Krüger, T., Kenkmann, T., & Hergarten, S. (2017). "Structural Uplift and Ejecta Thickness of Lunar Mare Craters: New Insights Into the Formation of Complex Crater Rims". Meteoritics & Planetary Science. 52 (10): 2220–2240. Bibcode:2017M&PS...52.2220K. doi:10.1111/maps.12925. S2CID 135227558.{{cite journal}}: CS1 maint: multiple names: authors list (link)
  3. ^ Krohn, K., Jaumann, R., Otto, K., Hoogenboom, T., Wagner, R., Buczkowski, D., Schenk, P. (2014). "Mass Movement on Vesta at Steep Scarps and Crater Rims". Icarus. 244: 120–132. Bibcode:2014Icar..244..120K. doi:10.1016/j.icarus.2014.03.013. hdl:2286/R.I.28057. S2CID 2313339.{{cite journal}}: CS1 maint: multiple names: authors list (link)
  4. ^ Neish, C., Herrick, R., Zanetti, M., & Smith, D. (2017). "The Role of Pre-Impact Topography in Impact Melt Emplacement on Terrestrial Planets". Icarus. 297: 240–251. Bibcode:2017Icar..297..240N. doi:10.1016/j.icarus.2017.07.004.{{cite journal}}: CS1 maint: multiple names: authors list (link)
  5. ^ a b Hayashi, K.; Sumita, I. (2017). "Low-Velocity Impact Cratering Experiments in Granular Slopes". Icarus. 291: 160–175. Bibcode:2017Icar..291..160H. doi:10.1016/j.icarus.2017.03.027.

Read other articles:

Logo INTF Institute for New Testament Textual Research (Jerman: Institut für neutestamentliche Textforschungcode: de is deprecated — INTF) pada University of Münster, Westphalia, Jerman, adalah suatu institusi untuk meneliti sejarah tekstual bagian Perjanjian Baru di Alkitab Kristen dan untuk merekonstruksi teks asli bahasa Yunani yang menjadi dasar seluruh tradisi manuskrip, terjemahan-terjemahan awal dan kutipan-kutipan patristik; lebih jauh lagi, persiapan suatu Editio Critica Maior be...

 

 

Bintang Kranggan FCNama lengkapBintang Kranggan Football ClubBerdiri1986; 38 tahun lalu (1986)StadionLapangan Hankam KalimanggisJakarta Timur, DKI JakartaPemilikPT. Bintang KrangganKetuaFerry SyahputraLigaLiga 3 Bintang Kranggan FC (atau disingkat BKFC) adalah tim sepak bola Indonesia yang bermarkas di Lapangan Hankam Kalimanggis, Kota Jakarta Timur, DKI Jakarta. Tim ini berkompetisi di Liga 3 Zona DKI Jakarta.[1] Referensi ^ https://www.pssi.org/news/bintang-kranggan-siap-hadapi...

 

 

Adobe AcrobatTipeaplikasi, perangkat lunak percetakan desktop dan PDF Versi pertamaJuni 1993 Versi stabilMicrosoft Windows: 24.001.20604 (13 Maret 2024) GenreDesktop publishing softwareLisensiProprietary Acrobat: Commercial software Reader: Freeware Bagian dariAdobe Creative Suite dan Adobe Creative Cloud (en) Karakteristik teknisSistem operasi Microsoft Windows Mac OS X Linux[1] Android iOS BlackBerry Tablet OS Windows Phone Ukuran Reader: 47.79 MB[2] Acrobat Pro: 501 MB[...

Queen of Animals motif in art and mythology Seated woman of Çatalhöyük flanked by two lionesses You can help expand this article with text translated from the corresponding article in French. (October 2021) Click [show] for important translation instructions. View a machine-translated version of the French article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the trans...

 

 

  لمعانٍ أخرى، طالع إل دورادو (توضيح). الدُّرادو أو (نقحرة: إل دورادو) (بالإسبانية: El Dorado)‏ (وتعني المُذهّب أو الذهبي) هو الاسم الذي أطلق في البداية على ملوك أو زعماء الكهنة في إحدى قبائل أمريكا الجنوبية، إذ يقال أنه كان يغطي نفسه بغبار الذهب في احتفال ديني سنوي يقام قرب س...

 

 

Thomas A. Shannon, Jr. Thomas A. Shannon, Jr. (lahir pada 25 Januari 1958 di Minneapolis, Minnesota) adalah seorang diplomat asal Amerika Serikat. Sebagai diplomat, ia pernah bekerja di berbagai negara, termasuk Venezuela, Guatemala, Afrika Selatan, dan Brasil. Sejak 7 Oktober 2005 ia menjabat sebagai Asisten Menteri Luar Negeri untuk Belahan Bumi Barat, yakni kepala dari Biro Belahan Bumi Barat di Departemen Luar Negeri dari pemerintah federal Amerika Serikat — bertanggung jawab atas pembu...

Carlo Osellame Osellame al Cagliari nel 1979 Nazionalità  Italia Altezza 177 cm Peso 71 kg Calcio Ruolo Allenatore (ex centrocampista) Termine carriera 1988 - giocatore Carriera Giovanili 1965-1969 Montebelluna Squadre di club1 1969-1971 Montebelluna1+ (?)[1]1971-1973 Treviso63 (5)1973-1974 Pro Vasto16 (0)1974-1976 Treviso70 (20)1976-1979 Palermo90 (12)1979-1982 Cagliari75 (5)1982 Atalanta6 (0)1982-1984 Modena57 (2)1984-1987 Mon...

 

 

Пётр I Мушатмолд. Петру Мушат Господарь, Воевода 1375 — декабрь 1391 Предшественник Костя (Штефан) или Мушата (Маргарита) (регент) или Джюрджю(претендент) Преемник Роман I Мушат первый из правителей династии Мушатинов Рождение XIV век Смерть 1391(1391) Род Мушаты (Мушатины) Отец Ко...

 

 

Amount of resources to perform an algorithm This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (December 2017) (Learn how and when to remove this message) In computer science, the computational complexity or simply complexity of an algorithm is the amount of resources required to run it. Particular focus is given to computation ...

Disambiguazione – Se stai cercando il genere di molluschi, vedi Gargamella (zoologia). Questa voce o sezione sull'argomento personaggi dei fumetti non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. GargamellaGargamella mentre urla nella sigla di apertura UniversoPuffi Nome orig.Gargamel Lingua or...

 

 

В этом полном вьетнамском имени фамилия (Нгуен) стоит перед именем. Нгуен Зян-тонгвьетн. Kiến Phúc Рождение 12 февраля 1869(1869-02-12)Хюэ, Вьетнам Смерть 31 июля 1884(1884-07-31) (15 лет)Хюэ, Вьетнам Место погребения гробница Нгуен Зян-тонга[d] Род Династия Нгуен Имя при рождении вьетн. Nguyễn Phúc...

 

 

French canoeist (born 1982) Sébastien Jouve Jouve at the 2016 Summer Olympics. Medal record Men's canoe sprint Representing  France World Championships 2010 Poznań K-2 200 m 2010 Poznań K-4 1000 m 2011 Szeged K-2 200 m 2009 Dartmouth K-4 1000 m 2014 Moscow K-1 4x200 m 2009 Dartmouth K-1 4x200 m 2013 Duisburg K–2 500 m 2014 Moscow K-2 200 m European Championships 2012 Zagreb K-2 500 m 2014 Brandenburg K-2 500 m 2013 Montemor-o-Velho K-2 200 m Sébastien Jouve (born 8 December 1982 in...

ヨハネス12世 第130代 ローマ教皇 教皇就任 955年12月16日教皇離任 964年5月14日先代 アガペトゥス2世次代 レオ8世個人情報出生 937年スポレート公国(中部イタリア)スポレート死去 964年5月14日 教皇領、ローマ原国籍 スポレート公国親 父アルベリーコ2世(スポレート公)、母アルダその他のヨハネステンプレートを表示 ヨハネス12世(Ioannes XII、937年 - 964年5月14日)は、ロ...

 

 

Railway station in Karnataka, India This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Thokur railway station – news · newspapers · books · scholar · JSTOR (February 2019) Thokur Indian Railways stationGeneral informationCoordinates12°57′48″N 74°49′38″E / 12.9633544°N 74.827...

 

 

Season of television series Season of television series South ParkSeason 3Home media release coverNo. of episodes17ReleaseOriginal networkComedy CentralOriginal releaseApril 7, 1999 (1999-04-07) –January 12, 2000 (2000-01-12)Season chronology← PreviousSeason 2Next →Season 4List of episodes The third season of South Park, an American animated television comedy series, aired on Comedy Central from April 7, 1999, to January 12, 2000.[1] The season was head...

Studebaker (1852–1967 /ˈst[invalid input: 'ʲ']uːdəbeɪkə/ STEW-də-bay-kər) adalah sebuah produsen mobil asal Amerika Serikat yang bermarkas di South Bend, Indiana. Didirikan pada tahun 1852,[1] dengan nama Studebaker Brothers Manufacturing Company, Studebaker awalnya memproduksi gerbong untuk keperluan pertanian, pertambangan, dan militer. Logo Lazy S Studebaker, didesain oleh Raymond Loewy, digunakan dari tahun 1950-an sampai tahun 1966. Logo Studebaker pada tahun 1917 Lenca...

 

 

Royal Park in London, England For other uses, see Richmond Park (disambiguation). Richmond ParkSite of Special Scientific InterestIsabella Plantation, Richmond ParkLocationGreater London, England, United KingdomGrid referenceTQ2073InterestBiological, historicalArea2360 acres (955 hectares)[1]Notification1992Location mapMagic Map Richmond Park, in the London Borough of Richmond upon Thames, is the largest of London's Royal Parks and is of national and international importance for wildl...

 

 

For the slang term, see wikt:clap back. 2003 single by Ja RuleClap BackSingle by Ja Rulefrom the album Blood in My Eye B-sideThe CrownReleasedOctober 14, 2003 (2003-10-14)Recorded2003GenreEast Coast hip hop · hardcore hip hopLength4:56LabelMurder Inc.Def JamSongwriter(s)Jeffery Atkins, Scott StorchProducer(s)Scott StorchJa Rule singles chronology Reign (2003) Clap Back (2003) Wonderful (2004) Clap Back is a song by American rapper Ja Rule, released as the only single from ...

Inhabitants of the World of Light in Mandaeism Part of a series onMandaeism Prophets Adam Seth Noah Shem John the Baptist Names for adherents Mandaeans Sabians Nasoraeans Gnostics Scriptures Ginza Rabba Right Ginza Left Ginza Mandaean Book of John Qulasta (list) Haran Gawaita The Wedding of the Great Shishlam The Baptism of Hibil Ziwa Diwan Abatur The Thousand and Twelve Questions Scroll of Exalted Kingship The Coronation of the Great Shishlam Alma Rišaia Rba Alma Rišaia Zuṭa Zihrun Raza ...

 

 

Una bimba che legge una copia del Washington Post con la notizia dello Sbarco sulla luna del 21 luglio 1969. Una pila di copie di un giornale In editoria si definisce diffusione il numero di copie di una pubblicazione consegnate ai lettori[1]. Si calcola sottraendo alla tiratura (il numero di copie stampate a eccezione degli scarti) la resa, cioè le copie non distribuite[1]. A livello internazionale è l'International Federation of Audit Bureaux of Circulations (IFABC) che co...