Ultra-low velocity zone

Ultra low velocity zones (ULVZs) are patches on the core-mantle boundary that have extremely low seismic velocities. The zones are mapped to be hundreds of kilometers in diameter and tens of kilometers thick. Their shear wave velocities can be up to 30% lower than surrounding material. The composition and origin of the zones remain uncertain. The zones appear to correlate with edges of the African and Pacific large low-shear-velocity provinces (LLSVPs)[1] as well as the location of hotspots. [2] [3]

Discovery and constraints

ULVZs are discovered by the delay and scattering of body waves that reflect and diffract on or are refracted by the core-mantle boundary. Different body waves types give different constraints on the dimensions or velocity contrasts of the ULVZ. Even though ULVZs are discovered in places, it remains difficult to map out their extent and constrain their density and velocity. Usually trade-offs between various parameters exist. In general though, ULVZs appear to be a hundred to a thousand kilometers across and tens of kilometers thick (although existing thinner or smaller ULVZs might fall below the resolution of seismology). Their shear wave velocity reduction is on the order of −10 to −30% and the compressional wave velocity reduction tends to be weaker.[3][4][5]

Composition and origin

ULVZs are hypothesized to be enriched in iron, be partially molten[6] or a combination of both, or result of the presence of carbon. Different scenarios have been proposed for the iron enrichment: iron could be leaking from the core,[7] have accumulated over past subduction,[8] or be remnants of a basal magma ocean.[9] Both silicate perovskite[10] and periclase[11] (which are thought to be present in the lowermost mantle) show reduced velocities with increasing iron at these pressures and temperatures.

Experiments with iron and water under the same conditions form an iron peroxide FeO2Hx that will contribute to ULVZ.[12]

Distribution and dynamics

ULVZs have higher density than their surroundings to remain stable on the core-mantle boundary. In a general mantle convection setting, the density contrast as well as the amount of material available would control the morphology/shape of the ULVZ.[13] So far a range of sizes for ULVZs has been found.[14] The location and shape of the ULVZs can also be controlled by the presence of thermo-chemical piles (or LLSVPs). The denser ULVZ material heaps up at the edges of these piles.[1]

Hawaiian ULVZ

The Hawaiian ULVZ appears to be the largest ULVZ mapped to date.[4] It sits on the core-mantle boundary slightly to the west of the Hawaiian hotspot at the northern boundary of the Pacific large low-shear-velocity province. It is mapped out to be roughly 1000 km across and 20 km high. Its large aspect ratio dynamically suggests it is very dense.[13] Its shear wave velocity reduction is roughly 20% compared to surrounding material. It remains speculative if there is a correlation between this large ULVZ and the presence of the strongest hotspot flux at the surface; potentially the ULVZ could be an anchor to a whole-mantle plume.

Cartoon of ultra low velocity zones (red structures) and the Pacific large low shear velocity province (red transparent) on the core of the Earth (blue)

Samoan ULVZ

The Samoan is another mega-ultra-low velocity zone which lies directly beneath the Samoa hotspot.[5][15] This zone is roughly 800 by 250 km (roughly the size of Florida) and is 10–15 km high. Its material appears 45% slower in shear wave velocity, 15% slower in compressional wave velocity and 10% denser. Additionally, the ULVZ appears to lie in a gap of the Pacific LLSVP [16] (not represented in the illustration here), leading to the hypothesis that this slow material is pushed to the center by surrounding large piles.

References

  1. ^ a b McNamara, Allen K.; Garnero, Edward J.; Rost, Sebastian (2010). "Tracking deep mantle reservoirs with ultra-low velocity zones". Earth and Planetary Science Letters. 299 (1–2): 1–9. Bibcode:2010E&PSL.299....1M. doi:10.1016/j.epsl.2010.07.042.
  2. ^ Czechowski L.(1993). The Origin of Hotspots and The D” Layer. In: Montag H., Reigber C. (eds) Geodesy and Physics of the Earth. International Association of Geodesy Symposia, vol 112.
  3. ^ a b Williams, Q. (1998). "A Correlation Between Ultra-Low Basal Velocities in the Mantle and Hot Spots". Science. 281 (5376): 546–549. Bibcode:1998Sci...281..546W. doi:10.1126/science.281.5376.546.
  4. ^ a b Cottaar, Sanne; Romanowicz, Barbara (2012). "An unusually large ULVZ at the base of the mantle near Hawaii". Earth and Planetary Science Letters. 355–356: 213–222. Bibcode:2012E&PSL.355..213C. doi:10.1016/j.epsl.2012.09.005.
  5. ^ a b Thorne, Michael S.; Garnero, Edward J.; Jahnke, Gunnar; Igel, Heiner; McNamara, Allen K. (2013). "Mega ultra low velocity zone and mantle flow". Earth and Planetary Science Letters. 364: 59–67. Bibcode:2013E&PSL.364...59T. doi:10.1016/j.epsl.2012.12.034.
  6. ^ Williams, Q.; Garnero, E. J. (1996). "Seismic Evidence for Partial Melt at the Base of Earth's Mantle". Science. 273 (5281): 1528–1530. Bibcode:1996Sci...273.1528W. doi:10.1126/science.273.5281.1528.
  7. ^ Otsuka, K.; Karato, S. (2012). "Deep penetration of molten iron into the mantle caused by a morphological instability". Nature. 492 (7428): 243–246. Bibcode:2012Natur.492..243O. doi:10.1038/nature11663. PMID 23235879.
  8. ^ Dobson, D. P.; Brodholt, J. P. (2005). "Subducted banded iron formations as a source of ultralow-velocity zones at the core–mantle boundary". Nature. 434 (7031): 371–374. Bibcode:2005Natur.434..371D. doi:10.1038/nature03430. PMID 15772658.
  9. ^ Labrosse, S.; Hernlund, J. W.; Coltice, N. (2007). "A crystallizing dense magma ocean at the base of the Earth's mantle". Nature. 450 (7171): 866–869. Bibcode:2007Natur.450..866L. doi:10.1038/nature06355. PMID 18064010.
  10. ^ Mao, W. L.; Mao, H. K.; Sturhahn, W.; Zhao, J.; Prakapenka, V. B.; Meng, Y.; Shu, J.; Fei, Y.; Hemley, R. J. (2006). "Iron-Rich Post-Perovskite and the Origin of Ultralow-Velocity Zones". Science. 312 (5773): 564–565. Bibcode:2006Sci...312..564M. doi:10.1126/science.1123442. PMID 16645091.
  11. ^ Wicks, J. (2013). Sound velocities and equation of state of iron-rich (Mg,Fe)O (Thesis). California Institute of Technology. doi:10.7907/Z94B2Z98.
  12. ^ Liu, Jin; Hu, Qingyang; Young Kim, Duck; Wu, Zhongqing; Wang, Wenzhong; Xiao, Yuming; Chow, Paul; Meng, Yue; Prakapenka, Vitali B.; Mao, Ho-Kwang; Mao, Wendy L. (2017). "Hydrogen-bearing iron peroxide and the origin of ultralow-velocity zones". Nature. 551 (7681): 494–497. Bibcode:2017Natur.551..494L. doi:10.1038/nature24461. PMID 29168804.
  13. ^ a b Bower, Dan J.; Wicks, June K.; Gurnis, Michael; Jackson, Jennifer M. (2011). "A geodynamic and mineral physics model of a solid-state ultralow-velocity zone". Earth and Planetary Science Letters. 303 (3–4): 193–202. Bibcode:2011E&PSL.303..193B. doi:10.1016/j.epsl.2010.12.035.
  14. ^ Torsvik, Trond H.; Smethurst, Mark A.; Burke, Kevin; Steinberger, Bernhard (2006). "Large igneous provinces generated from the margins of the large low-velocity provinces in the deep mantle". Geophysical Journal International. 167 (3): 1447–1460. Bibcode:2006GeoJI.167.1447T. doi:10.1111/j.1365-
  15. ^ "Is The Earth Cooking Up Another Super Volcano?". npr.org. National Public Radio.
  16. ^ He, Yumei; Wen, Lianxing (2009). "Structural features and shear-velocity structure of the "Pacific Anomaly"". Journal of Geophysical Research: Solid Earth. 114 (B2): B02309. Bibcode:2009JGRB..114.2309H. doi:10.1029/2008JB005814.

Read other articles:

La última cena Año entre 1555 y 1562Autor Juan de JuanesTécnica Óleo sobre tablaEstilo RenacimientoTamaño 116 × 191Localización Museo del Prado, Madrid, EspañaPaís de origen España[editar datos en Wikidata] La última cena es una obra del pintor Juan de Juanes, pintada entre 1555 y 1562,[1]​ empleando la técnica de pintura al óleo sobre una tabla de 116 × 191 cm. En la obra se representa el acto de la Última Cena de la tradición cristiana, uno de los más repeti...

Harry Dacre's Daisy Bell (Bicycle Built for Two) was a popular success This is a list of songs about bicycles or cycling. Bicycles became popular in the 19th century as the new designs of safety bicycle were practical for the general population, including women. By the end of that century, cycling was a fashion or fad which was reflected in the popular songs of the day. The most famous of these was Daisy Bell,[1] inspired by the phrase a bicycle made for two.[2] The vogue for ...

  此条目的主題是香港深水埗一條街道。关于日本城市,請見「東京都」。 Tonkin Street東京街東京街西鄰近深旺道路段命名日期1934年2月9日道路長度1.5公里(0.93英里)车速限制50公里每小時车道数6線雙程地點香港九龍西長沙灣起點廣利道終點連翔道 1978年的長沙灣,左方大路為東京街 東京街北端,近青山道 東京街南段 東京街南段 東京街北段的明渠與行車道 東京街(英

Hawaiian Marian epithet A statue of and dedicated to Malia O Ka Malu stands in the courtyard of the Cathedral of Our Lady of Peace in Honolulu. Malia O Ka Malu or Our Lady of Peace is an appellation of the Blessed Virgin Mary in the Hawaiian language. It is shortened from Malia o ka Malu Hale Pule Nui, a title of the mother church of the Roman Catholic Diocese of Honolulu, the Cathedral of Our Lady of Peace.[1]: 106 [citation needed] Background Other Hawaiian c...

رودريغو ميار معلومات شخصية الاسم الكامل رودريغو خافيير ميار كارفاخال الميلاد 3 نوفمبر 1981 (العمر 42 سنة)أروكو الطول 1.83 م (6 قدم 0 بوصة) مركز اللعب الوسط الجنسية تشيلي  معلومات النادي النادي الحالي كوكيمبو أونيدو الرقم 8 المسيرة الاحترافية1 سنوات فريق مشاركات (أهداف) 1999

Highest-ranking police officer in Malaysia Inspector-General of Royal Malaysia PoliceKetua Polis Negaraكتوا ڤوليس نڬاراLogo of the Royal Malaysia PoliceIncumbentRazarudin Husainsince 23 June 2023 Royal Malaysia PoliceStyleYang BerbahagiaTypeInspector-general of policeAbbreviationIGP/PIGMember ofPolice Force CommissionReports toMinister of Home AffairsSeatJalan Bukit Aman, Tasik Perdana, 50560 Kuala Lumpur, Wilayah Persekutuan Kuala Lumpur, MalaysiaAppointerYang di-Pertuan A...

Aliansi Inggris-Jepang, 30 Januari 1902. Aliansi Britania-Jepang (日英同盟code: ja is deprecated , Nichi-Ei Dōmei) adalah sebuah persekutuan yang disepakati di Klub Lansdowne, London,[1] pada tanggal 30 Januari 1902 oleh Sekretaris Luar Negeri Britania Lord Lansdowne dan Menteri Jepang di London Hayashi Tadasu. Pencapaian diplomatik ini mengakhiri kebijakan splendid isolation Britania. Aliansi ini diperbaharui dua kali pada tahun 1905 dan 1911, tetapi dihentikan pada tahun 1921. ...

GuineaInformationAssociationGuinean Handball FederationColours 1st 2nd ResultsAfrican ChampionshipAppearances5 (First in 2014)Best result7th (2016, 2018, 2021) Last updated on Unknown. The Guinea women's national handball team is the national team of Guinea. It is governed by the Guinean Handball Federation and takes part in international handball competitions. African Championship record 2014 – 8th 2016 – 7th 2018 – 7th 2021 – 7th 2022 – 9th External links IHF profile vteNational w...

American wrestler For the parachutist, see Adeline Gray (parachutist). Adeline Gray2021 World Wrestling ChampionshipsPersonal informationFull nameAdeline Maria GrayBorn (1991-01-15) January 15, 1991 (age 32)Denver, Colorado, U.S.[1]Alma materBear Creek High - Lakewood, COHeight5 ft 8 in (173 cm)[2]SpouseDamaris Sanders[3]SportSportWrestlingUniversity teamDeVry UniversityClubNew York Athletic Club[4]Coached byTerry Steiner, Nate Eng...

Obsolete firearm caliber Two bore or 2 bore is an obsolete firearm caliber. Specifications Two bores generally fire spherical balls or slugs of hardened lead or, in the modern metallic cartridge, additionally a solid bronze projectile. The nominal bore is 1.326 inches (33.7 mm), and projectiles generally weigh 8 ounces (227 grams; 3500 grains). The velocity is relatively low, at around 1,500 feet per second (460 m/s) at the muzzle, but develops approximately 17,500 ft⋅lbf (23...

Coordenadas: 45° 35' N 70° 53' O Lac-Mégantic   Cidade   Localização Lac-MéganticLocalização de Lac-Mégantic em Quebec Mapa de Lac-Mégantic Coordenadas 45° 35' N 70° 53' O País  Canadá Província  Quebec Região administrativa Estrie Administração Prefeito (a) Colette Roy-Laroche Características geográficas Área total 25,20 km² População total (2011) 5 932 hab. Densidade 272,5 hab./km² Fuso horário -5 Código post...

محمد بن أحمد العقيلي معلومات شخصية الميلاد 1336 هـ 1916صبيا - السعودية الوفاة 1423 هـ 2003جدة - السعودية الجنسية سعودي الحياة العملية المهنة مؤرخ  الجوائز ميدالية الريادة الذهبية بوابة الأدب تعديل مصدري - تعديل   محمد بن أحمد العقيلي الهاشمي (1336هـ - 1423هـ/ 1916-2003) شاعر ومؤرخ سعودي�...

Bắc Trạch Xã Xã Bắc Trạch Chợ Bắc TrạchHành chínhQuốc gia Việt NamVùngBắc Trung BộTỉnhQuảng BìnhHuyệnBố TrạchĐịa lýTọa độ: 17°40′57″B 106°27′20″Đ / 17,6825°B 106,45556°Đ / 17.68250; 106.45556 Bắc Trạch Vị trí xã Bắc Trạch trên bản đồ Việt Nam Diện tích17,47 km²Dân số (2019)Tổng cộng6.525 người[1]Mật độ374 người/km²KhácMã hành chính19126[2]xts Bắ...

Officer in the United States Navy during World War I (1881–1944) For other people named Richard Wainwright, see Richard Wainwright (disambiguation). Richard WainwrightWainwright as a U.S. Naval Academy midshipmanNickname(s)Dick[1]Born(1881-09-15)September 15, 1881Washington, D.C.DiedMarch 28, 1944(1944-03-28) (aged 62)Annapolis, MarylandPlace of burialUnited States Naval Academy CemeteryAllegianceUnited States of AmericaService/branch United States NavyYears of servic...

Tunisian politician Noureddine BhiriBorn (1958-07-10) July 10, 1958 (age 65)Jebiniana, Tunisia Noureddine Bhiri (also known as Noureddine El-Beheiry; born 10 July 1958)[1] is a Tunisian politician. He served as the Minister of Justice under Prime Minister Hamadi Jebali.[1] Career Born in Jebiniana,[1] he received a master's degree in Law and Political Science from Tunis University.[1] He joined the Ennahda Movement in 1977.[1] He was jailed from Fe...

Something Just Like This adalah sebuah seri drama Tiongkok tahun 2020 yang disutradarai oleh Chen Fei Hong dan ditulis oleh Fu Yao. Seri tersebut menampilkan Johnny Huang, Wu Jin Yan, Xuan Lu, dan Cao Yu Chen.[1] Sinopsis Seri tersebut menceritakan tentang seorang anak dari keluarga berantakan bernama Qian Xi Xi. Qian Xi saat masih muda dikirim untuk tinggal di rumah Duan Ran yang kaya raya dan mereka tumbuh bersama. Qian Xi menjadikan live streaming sebagai profesi dan Duan Ran melih...

1999 studio album by Kenny ChesneyEverywhere We GoStudio album by Kenny ChesneyReleasedMarch 2, 1999 (1999-03-02)Recorded1998-1999GenreCountryLength40:59LabelBNAProducerBuddy CannonNorro WilsonKenny Chesney chronology I Will Stand(1997) Everywhere We Go(1999) Greatest Hits(2000) Singles from Everywhere We Go How Forever FeelsReleased: December 7, 1998[1] You Had Me from HelloReleased: April 19, 1999 She Thinks My Tractor's SexyReleased: October 4, 1999 What I Ne...

Biblioteca Pública de San Antonio Tipo biblioteca públicaLocalización Texas (Estados Unidos)Coordenadas 29°25′57″N 98°29′34″O / 29.4325, -98.4928Construcción 1995[editar datos en Wikidata] La Biblioteca Pública de San Antonio (San Antonio Public Library) es un sistema de bibliotecas de Texas. Tiene su sede en San Antonio. Sirve San Antonio, Alamo Heights,[1]​ Hill Country Village,[2]​ y Olmos Park.[1]​ Bibliotecas Biblioteca Central S...

55

54 ← 55 → 56素因数分解 5 × 11二進法 110111三進法 2001四進法 313五進法 210六進法 131七進法 106八進法 67十二進法 47十六進法 37二十進法 2F二十四進法 27三十六進法 1Jローマ数字 LV漢数字 五十五大字 五拾五算木 55(五十五、ごじゅうご、いそいつ、いそじあまりいつつ)は自然数、また整数において、54の次で56の前の数である。 性質 55は合成数であり、正の約数は 1, 5, ...

Ghanaian journalist (b. 1959) Gamal Gorkeh NkrumahA young Gamal (standing in front of Egyptian President Gamal Abdel Nasser, who is standing third from left) and his family, 1965. His father Kwame Nkrumah (first from right)BornGamal Gorkeh Nkrumah1959 (age 63–64)Accra, GhanaNationalityGhanaianEducationSchool of Oriental and African StudiesOccupationJournalistNotable creditAl Ahram WeeklyTitleEditor, international affairsChildrenKarim Nkrumah (son) Youssef Nkrumah (son)Parent(s)Kwam...