안티모니 동위 원소

자연계에 존재하는 안티모니안정 동위 원소는 2종이며 121Sb와 123Sb가 존재한다.

125Sb는 반감기가 2.75856년으로 안티모니의 인공 방사성 동위 원소들 중 반감기가 가장 길다.

핵자
Z(p) N(n)  
동위 원소 질량 (u)
 
반감기 붕괴
방식[1][n 1]
붕괴 생성
동위 원소[n 2]

스핀
자연계에 존재하는
동위 원소
범위
(몰 분율)
자연계에 존재하는
최대 범위
(몰 분율)
들뜬 에너지
103Sb 51 52 102.93969(32)# 100# ms [>1.5 µs] β+ 103Sn 5/2+#
104Sb 51 53 103.93647(39)# 0.47(13) s
[0.44(+15-11) s]
β+ (86%) 104Sn
p (7%) 103Sn
β+, p (7%) 103In
α (<1%) 100In
105Sb 51 54 104.93149(11) 1.12(16) s β+ (99%) 105Sn (5/2+)
p (1%) 104Sn
β+, p (<1%) 104In
106Sb 51 55 105.92879(34)# 0.6(2) s β+ 106Sn (4+)
106mSb 1000(500)# keV 220(20) ns
107Sb 51 56 106.92415(32)# 4.0(2) s β+ 107Sn 5/2+#
108Sb 51 57 107.92216(22)# 7.4(3) s β+ 108Sn (4+)
β+, p (극히 드묾) 107In
109Sb 51 58 108.918132(20) 17.3(5) s β+ 109Sn 5/2+#
110Sb 51 59 109.91675(22)# 23.0(4) s β+ 110Sn (4+)
111Sb 51 60 110.91316(3) 75(1) s β+ 111Sn (5/2+)
112Sb 51 61 111.912398(19) 51.4(10) s β+ 112Sn 3+
113Sb 51 62 112.909372(19) 6.67(7) min β+ 113Sn 5/2+
114Sb 51 63 113.90927(3) 3.49(3) min β+ 114Sn (3+)
114mSb 495.5(7) keV 219(12) µs (8-)
115Sb 51 64 114.906598(17) 32.1(3) min β+ 115Sn 5/2+
116Sb 51 65 115.906794(6) 15.8(8) min β+ 116Sn 3+
116m1Sb 93.99(5) keV 194(4) ns 1+
116m2Sb 380(40) keV 60.3(6) min β+ 116Sn 8-
117Sb 51 66 116.904836(10) 2.80(1) h β+ 117Sn 5/2+
118Sb 51 67 117.905529(4) 3.6(1) min β+ 118Sn 1+
118m1Sb 50.814(21) keV 20.6(6) µs (3)+
118m2Sb 250(6) keV 5.00(2) h β+ 118Sn 8-
119Sb 51 68 118.903942(9) 38.19(22) h ε 119Sn 5/2+
119m1Sb 2553.6(3) keV 130(3) ns (19/2-)
119m2Sb 2852(7) keV 850(90) ms IT 119Sb 27/2+#
120Sb 51 69 119.905072(8) 15.89(4) min β+ 120Sn 1+
120m1Sb 0(100)# keV 5.76(2) d β+ 120Sn 8-
120m2Sb 78.16(5) keV 246(2) ns (3+)
120m3Sb 2328.3(6) keV 400(8) ns (6)
121Sb[n 3] 51 70 120.9038157(24) 안정[n 4] 5/2+ 0.5721(5)
122Sb 51 71 121.9051737(24) 2.7238(2) d β- (97.59%) 122Te 2-
β+ (2.41%) 122Sn
122m1Sb 61.4131(5) keV 1.86(8) µs 3+
122m2Sb 137.4726(8) keV 0.53(3) ms (5)+
122m3Sb 163.5591(17) keV 4.191(3) min IT 122Sb (8)-
123Sb[n 3] 51 72 122.9042140(22) 안정[n 4] 7/2+ 0.4279(5)
124Sb 51 73 123.9059357(22) 60.20(3) d β- 124Te 3-
124m1Sb 10.8627(8) keV 93(5) s IT (75%) 124Sb 5+
β- (25%) 124Te
124m2Sb 36.8440(14) keV 20.2(2) min (8)-
124m3Sb 40.8038(7) keV 3.2(3) µs (3+,4+)
125Sb 51 74 124.9052538(28) 2.75856(25) a β- 125mTe 7/2+
126Sb 51 75 125.90725(3) 12.35(6) d β- 126Te (8-)
126m1Sb 17.7(3) keV 19.15(8) min β- (86%) 126Te (5+)
IT (14%) 126Sb
126m2Sb 40.4(3) keV ~11 s IT 126m1Sb (3-)
126m3Sb 104.6(3) keV 553(5) ns (3+)
127Sb 51 76 126.906924(6) 3.85(5) d β- 127mTe 7/2+
128Sb 51 77 127.909169(27) 9.01(4) h β- 128Te 8-
128mSb 10(7) keV 10.4(2) min β- (96.4%) 128Te 5+
IT (3.6%) 128Sb
129Sb 51 78 128.909148(23) 4.40(1) h β- 129mTe 7/2+
129m1Sb 1851.05(10) keV 17.7(1) min β- (85%) 129Te (19/2-)
IT (15%) 129Sb
129m2Sb 1860.90(10) keV >2 µs (15/2-)
129m3Sb 2138.9(5) keV 1.1(1) µs (23/2+)
130Sb 51 79 129.911656(18) 39.5(8) min β- 130Te (8-)#
130mSb 4.80(20) keV 6.3(2) min β- 130Te (4,5)+
131Sb 51 80 130.911982(22) 23.03(4) min β- 131mTe (7/2+)
132Sb 51 81 131.914467(15) 2.79(5) min β- 132Te (4+)
132m1Sb 200(30) keV 4.15(5) min β- 132Te (8-)
132m2Sb 254.5(3) keV 102(4) ns (6-)
133Sb 51 82 132.915252(27) 2.5(1) min β- 133mTe (7/2+)
134Sb 51 83 133.92038(5) 0.78(6) s β- 134Te (0-)
134mSb 80(110) keV 10.07(5) s β- (99.9%) 134Te (7-)
β-, n (0.091%) 133Te
135Sb 51 84 134.92517(11) 1.68(2) s β- (82.4%) 135Te (7/2+)
β-, n (17.6%) 134Te
136Sb 51 85 135.93035(32)# 0.923(14) s β- (83%) 136Te 1-#
β-, n (17%) 135Te
136mSb 173(3) keV 570(50) ns 6-#
137Sb 51 86 136.93531(43)# 450(50) ms β- 137Te 7/2+#
β-, n 136Te
138Sb 51 87 137.94079(32)# 500# ms [>300 ns] β- 138Te 2-#
β-, n 137Te
139Sb 51 88 138.94598(54)# 300# ms [>300 ns] β- 139Te 7/2+#
  1. 약어:
    IT: 이성질핵 전이
  2. 안정 동위 원소는 굵은 글씨로 표기, 안정에 가까운 동위 원소의 반감기는 굵은 흘림체로 표기(우주의 나이보다 반감기가 긴 경우)
  3. 핵분열 생성물
  4. 이론상으로 자발 핵분열을 할 수 있다.

각주

Read other articles:

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: The King's Damosel – news · newspapers · books · scholar · JSTOR (May 2007) (Learn how and when to remove this template message) The King's Damosel First editionAuthorVera ChapmanCountryUnited KingdomLanguageEnglishGenreArthurian legendFantasyPublisherRex Coll...

 

Mersin İdmanyurdu S.K.Nama lengkapMersin İdmanyurdu Spor KulübüJulukanKırmızı Şeytanlar(The Red Devils)Berdiri16 Agustus 1925; 98 tahun lalu (1925-08-16)StadionMersin Arena, Mersin, Turkey(Kapasitas: 25,534)PresidentAli KahramanlıManajerBülent KorkmazLigaSuper Lig2014–15Super Lig, 7thSitus webSitus web resmi klub Kostum kandang Kostum tandang Musim ini Mersin İdmanyurdu (juga Mersin İdman Yurdu, Mersin İY atau MİY) adalah sebuah klub olahraga Turki dari Mersin, di ti...

 

Episode 10 der Reihe Ein starkes Team Titel Im Visier des Mörders Produktionsland Deutschland Originalsprache Deutsch Länge 88 Minuten Altersfreigabe FSK 12[1] Regie Georg Schiemann Drehbuch Leo P. Ard Birgit Grosz Produktion Norbert Sauer Musik Johannes Schmoelling Kamera Arthur W. Ahrweiler Schnitt Irene Abel Premiere 27. März 1999 auf ZDF Besetzung Maja Maranow: Verena Berthold Florian Martens: Otto Garber Birthe Wolter: Katrin Beck Maximilian Haas: Nils Hans Schenker...

Politeknik Transportasi Sungai, Danau, dan Penyeberangan PalembangJenisPoliteknik, Perguruan tinggi kedinasanDidirikan2018Lembaga indukKementerian Perhubungan Republik IndonesiaRektorDr. H. Irwan, S.H., M.Mar.EAlamatJl. Sabar Jaya No.116, Mariana, Kec. Banyuasin I, Banyuasin, Sumatera SelatanSitus webpoltektranssdp-palembang.ac.id Politeknik Transportasi Sungai, Danau, dan Penyeberangan Palembang yang disingkat Poltektrans SDP Palembang adalah sebuah perguruan tinggi kedinasan di Kabupaten Ba...

 

Ceremonial cavalry dressed in hussars' costumes during the parade in 1966. The Millennium of the Polish State (Polish: Tysiąclecie Państwa Polskiego, literally A Thousand Years of the Polish State) was a national celebration of the Christianization of Poland and the subsequent establishment of the first Polish nation. The celebrations took place over the years 1960–1966 by a resolution of the Sejm in 1958. The inauguration of the jubilee celebrations took place at the plenary session of t...

 

Voce principale: Giochi della XVII Olimpiade. 12º torneo olimpico di calcioRoma 1960Informazioni generaliSport Calcio EdizioneGiochi della XVII Olimpiade Paese ospitante Italia CittàRoma Periododal 26 agosto al 10 settembre 1960 Nazionali 16 Incontri disputati28 Gol segnati120 (4,29 per partita) Classifica finale Vincitore Jugoslavia (1º titolo)  Secondo Danimarca  Terzo Ungheria Cronologia della competizione Melbourne 1956 Tokyo 1964 Il torneo di calcio dei Gioch...

У Вікіпедії є статті про інші значення цього терміна: Бригада (значення). Стандартне позначення піхотної бригади в НАТО Військова ієрархія Типові підрозділи Типова чисельність Типовий командир вогнева група 2–4 молодший капрал,капрал відділення,секція 5–14 капрал,сержа�...

 

Ric FlairRic Flair nel 2019NomeRichard Morgan Fliehr Nazionalità Stati Uniti Luogo nascitaMemphis, Tennessee25 febbraio 1949 (75 anni) Ring nameRic Flair Residenza dichiarataCharlotte, North Carolina Altezza dichiarata185[1] cm Peso dichiarato110 kg AllenatoreVerne Gagne[2][3] Debutto10 dicembre 1972[4] Ritiro3 dicembre 2012[5] FederazioneAll Elite Wrestling sito ufficiale Progetto Wrestling Manuale Ric Flair, pseudonimo di Richard Morgan Fli...

 

Basketball team in Brisbane, QueenslandBrisbane Bullets 2023–24 Brisbane Bullets seasonLeaguesNBLFounded1979; 45 years ago (1979)HistoryBrisbane Bullets1979–2008, 2016–presentArenaBrisbane Entertainment CentreCapacity10,500LocationBrisbane, QueenslandTeam colorsBlue, gold, white     CEOMalcolm WattsHead coachJustin SchuellerOwnershipKevin Martin, Jason Levien & LK GroupChampionships3 (1985, 1987, 2007)Retired numbers4 (7, 22, 30, 52)WebsiteBrisbaneB...

RighteousAmong the Nations The Holocaust Rescuers of Jews Righteousness Seven Laws of Noah Yad Vashem By country Austrian Croatian German Hungarian Lithuanian Norwegian Polish (list) Romanian Serbian Ukrainian vte List of Polish Righteous Among the Nations includes families and individuals recognised as Righteous Among the Nations for rendering rescue and assistance to Jews persecuted by Nazi Germany during the Holocaust in Poland. As of 1 January 2019[update], there are 7,...

 

Nadine VelázquezVelázquez pada sekitar tahun 2006Lahir20 November 1978 (umur 45)Chicago, Illinois, Amerika SerikatPekerjaanAktris, modelTahun aktif2003–sekarangSuami/istriMarc Provissiero ​ ​(m. 2005; bercerai 2011)​ Nadine E. Velázquez (lahir 20 November 1978) adalah seorang aktris dan model Amerika yang dikenal atas perannya sebagai Catalina Aruca pada My Name Is Earl dan Sofia Ruxin pada The League. Ia juga tampil dalam perfil...

 

Australian politician Anoulack ChanthivongMPMinister for Better Regulation and Fair TradingIncumbentAssumed office 5 April 2023PremierChris MinnsPreceded byVictor Dominello (as Minister for Fair Trading)Minister for Industry and TradeMinister for Innovation, Science and TechnologyIncumbentAssumed office 5 April 2023PremierChris MinnsPreceded byAlister Henskens (as Minister for Enterprise, Investment and Trade and Minister for Innovation, Science and Technology)Minister for BuildingInc...

Part of the Byzantine–Sasanian War of 602–628 Sasanian conquest of JerusalemPart of the Byzantine–Sasanian War of 602–628Territory controlled by the Byzantines (purple) and the Sasanians (yellow) in 600 CEDateApril–May 614 CE (per Sebeos and Antiochus)LocationJerusalem31°47′N 35°13′E / 31.783°N 35.217°E / 31.783; 35.217Result Jewish-Sasanian victoryTerritorialchanges Jerusalem and Palaestina Prima annexed by the SasaniansBelligerents Byzantine Empire ...

 

American rock group This article is about the band. For their debut album, see The Modern Lovers (album). For other uses, see Modern Lovers (disambiguation). This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find...

 

Town & District headquarter in Barisal Division, BangladeshBarguna বরগুনাTown & District headquarterBarguna coastal area, BangladeshBargunaLocation in BangladeshShow map of Barisal divisionBargunaBarguna (Bangladesh)Show map of BangladeshCoordinates: 22°09′N 90°07′E / 22.150°N 90.117°E / 22.150; 90.117CountryBangladeshDivisionBarisal DivisionDistrictBarguna DistrictMunicipality Eshtablished23 July 1973 (1973-07-23)Area �...

Voce principale: Carpi Football Club 1909. Associazione Calcio CarpiStagione 1928-1929Sport calcio Squadra Carpi Allenatore Alfredo Scacchetti Presidente Ugo Calzi Prima Divisione14º posto nel girone C. Maggiori presenzeCampionato: Guandalini (26) Miglior marcatoreCampionato: Focherini (7) 1927-1928 1929-1930 Si invita a seguire il modello di voce Questa pagina raccoglie le informazioni riguardanti l'Associazione Calcio Carpi nelle competizioni ufficiali della stagione 1928-1929. Indic...

 

American educator This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Myles Horton – news · newspapers · books · scholar · JSTOR (May 2020) (Learn how and when to remove this message) Portrait of Myles Horton, founder of Highlander Folk School. Photographer Unknown. WHS Image ID 52275 [1] Myles Horton in the 193...

 

Comic book superhero Comics character The CrowPublication informationPublisherCaliber Press (1989–1990)Kitchen Sink Press (1996–1998)Image Comics (1999)IDW Publishing (2012–)First appearanceCaliber Presents #1 (January 1989)Created byJames O'BarrIn-story informationAlter egoComics:EricJoshua ZaneIris ShawMichael KorbyMark LeungLeandreVincent LeonardElorahJamie OsterbergThe ManCarrie / CurareJack SalvadorFilm:Eric DravenAshe CorvenAlex CorvisJimmy CuervoTelevision:Hannah FosterNovels:Wil...

Cuerpos geométricos o figuras geométricas «sólidas» que delimitan volúmenes. La geometría del espacio (también llamada geometría espacial) es la rama de la geometría que se encarga del estudio de las figuras geométricas voluminosas que ocupan un lugar en el espacio; estudia las propiedades y medidas de las figuras geométricas en el espacio tridimensional o espacio euclídeo. Entre estas figuras, también llamadas sólidos, se encuentran el cono, el cubo, el cilindro, la pirámide,...

 

You can help expand this article with text translated from the corresponding article in German. (December 2013) Click [show] for important translation instructions. 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 translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Do not translate text that appears unreliable or lo...