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Nuclide

Enum Nuclide 

Source
pub enum Nuclide {
Show 4359 variants Ti66, V68, V69, Cr71, Cr72, Mn74, Fe77, Co79, Cu84, Zn86, Zn87, Ga72m, Ga88, Ga89, Ge71m, Ge91, Ge92, As74m, As75m, As84m, As93, As94, Se85m, Se96, Se97, Br86m, Br99, Br100, Kr102, Kr103, Kr104, Rb105, Rb106, Sr108, Sr109, Y110, Y111, Zr114, Ru109m, Rh109m, Ag133, Cd135, Cd136, In138, Sn141, Sb115m, Sb143, Te146, I148, Xe143m, Xe151, Cs153, Cs154, Ba155, Ba156, La158, La159, Ce159, Ce160, Ce161, Pr162, Pr163, Pr164, Nd164, Nd165, Nd166, Nd167, Pm166, Pm167, Pm168, Pm169, Sm169, Sm170, Sm171, Sm172, Eu171, Eu172, Gd153m, Neutron, H1, H2, H3, H4, H5, H6, H7, He3, He4, He5, He6, He7, He8, He9, He10, Li4, Li5, Li6, Li7, Li8, Li9, Li10, Li11, Li12, Li13, Be6, Be7, Be8, Be9, Be10, Be11, Be12, Be13, Be15, Be16, Be14, B17, B18, B19, B20, B21, B15, B16, B7, B8, B9, B10, B11, B12, B13, B14, C8, C9, C10, C11, C12, C13, C14, C15, C20, C19, C22, C16, C18, C17, N22, N21, N24, N23, N18, N17, N20, N19, N10, N11, N12, N13, N14, N15, N16, O25, O26, O23, O24, O18, O21, O22, O19, O20, O28, O11, O12, O13, O14, O15, O16, O17, F27, F28, F25, F26, F26m, F19, F20, F23, F24, F21, F22, F30, F31, F29, F14, F15, F16, F17, F18, Ne20, Ne21, Ne22, Ne23, Ne24, Ne25, Ne26, Ne27, Ne28, Ne29, Ne30, Ne31, Ne32, Ne33, Ne34, Ne19, Ne17, Ne18, Ne15, Ne16, Na20, Na19, Na18, Na17, Na32, Na31, Na34, Na33, Na35, Na37, Na21, Na23, Na22, Na25, Na24, Na27, Na26, Na29, Na28, Na30, Mg23, Mg22, Mg25, Mg24, Mg27, Mg26, Mg29, Mg28, Mg31, Mg30, Mg32, Mg34, Mg33, Mg36, Mg35, Mg38, Mg37, Mg40, Mg21, Mg20, Mg19, Mg18, Al22, Al21, Al35, Al36, Al33, Al34, Al34m, Al39, Al40, Al37, Al38, Al41, Al42, Al43, Al24, Al24m, Al25, Al23, Al28, Al29, Al26, Al26m, Al27, Al32, Al30, Al31, Si44, Si26, Si27, Si24, Si25, Si30, Si31, Si28, Si29, Si32, Si33, Si37, Si38, Si35, Si36, Si41, Si42, Si39, Si40, Si34, Si43, Si23, Si22, P40, P39, P38, P37, P44, P43, P42, P41, P36, P35, P47, P46, P45, P29, P28, P27, P26, P33, P32, P31, P30, P25, P34, S49, S48, S47, S46, S31, S30, S29, S28, S35, S34, S33, S32, S27, S26, S42, S41, S40, S39, S45, S44, S43, S38, S37, S36, Cl45, Cl46, Cl41, Cl42, Cl43, Cl44, Cl37, Cl38, Cl38m, Cl39, Cl40, Cl52, Cl48, Cl49, Cl50, Cl51, Cl47, Cl34, Cl34m, Cl35, Cl36, Cl30, Cl31, Cl32, Cl33, Cl28, Cl29, Ar54, Ar50, Ar51, Ar52, Ar53, Ar48, Ar49, Ar36, Ar37, Ar32, Ar33, Ar34, Ar35, Ar29, Ar30, Ar31, Ar47, Ar43, Ar44, Ar45, Ar46, Ar39, Ar40, Ar41, Ar42, Ar38, K59, K46, K45, K48, K47, K42, K41, K44, K43, K40, K39, K57, K56, K53, K52, K55, K54, K49, K51, K50, K38, K38m, K35, K37, K36, K31, Ca59, Ca58, Ca57, Ca56, Ca55, Ca54, Ca53, Ca52, Ca51, Ca50, Ca60, Ca39, Ca38, Ca37, Ca36, Ca35, Ca49, Ca48, Ca47, Ca46, Ca45, Ca44, Ca43, Ca42, Ca41, Ca40, Sc50, Sc50m, Sc49, Sc48, Sc47, Sc46, Sc46m, Sc45, Sc45m, Sc44, Sc44m, Sc43, Sc42, Sc42m, Sc41, Sc60, Sc59, Sc58, Sc57, Sc56, Sc55, Sc54, Sc53, Sc52, Sc51, Sc40, Sc39, Sc62, Sc61, Ti61, Ti60, Ti59, Ti58, Ti57, Ti56, Ti55, Ti54, Ti53, Ti52, Ti64, Ti63, Ti62, Ti41, Ti40, Ti39, Ti51, Ti50, Ti49, Ti48, Ti47, Ti46, Ti45, Ti44, Ti43, Ti42, V64, V65, V66, V67, V63, V50, V51, V52, V43, V44, V44m, V45, V46, V47, V48, V49, V61, V62, V53, V54, V55, V56, V57, V58, V59, V60, V60m, V42, Cr63, Cr55, Cr56, Cr57, Cr58, Cr59, Cr60, Cr61, Cr62, Cr54, Cr66, Cr67, Cr68, Cr69, Cr70, Cr64, Cr65, Cr42, Cr43, Cr52, Cr53, Cr44, Cr45, Cr46, Cr47, Cr48, Cr49, Cr50, Cr51, Mn69, Mn68, Mn71, Mn70, Mn73, Mn72, Mn65, Mn67, Mn66, Mn54, Mn47, Mn46, Mn49, Mn48, Mn51, Mn50, Mn50m, Mn53, Mn52, Mn52m, Mn58, Mn58m, Mn57, Mn60, Mn60m, Mn59, Mn62, Mn62m, Mn61, Mn64, Mn63, Mn56, Mn55, Mn44, Fe60, Fe59, Fe62, Fe61, Fe64, Fe63, Fe65, Fe65m, Fe56, Fe58, Fe57, Fe71, Fe70, Fe73, Fe72, Fe75, Fe74, Fe67, Fe66, Fe69, Fe68, Fe45, Fe49, Fe48, Fe51, Fe50, Fe53, Fe53m, Fe52, Fe52m, Fe55, Fe54, Fe47, Fe46, Fe76, Co74, Co75, Co72, Co72m, Co72m1, Co73, Co76, Co76m, Co67, Co67m, Co70, Co70m, Co71, Co68, Co68m, Co69, Co69m, Co77, Co78, Co52, Co52m, Co53, Co53m, Co50, Co51, Co56, Co54, Co54m, Co55, Co63, Co64, Co64m, Co61, Co62, Co62m, Co65, Co66, Co59, Co60, Co60m, Co57, Co58, Co58m, Ni79, Ni80, Ni78, Ni81, Ni82, Ni65, Ni66, Ni63, Ni64, Ni67, Ni58, Ni61, Ni62, Ni59, Ni60, Ni76, Ni77, Ni74, Ni75, Ni68, Ni69, Ni69m, Ni72, Ni73, Ni70, Ni71, Ni71m, Ni54, Ni55, Ni52, Ni53, Ni56, Ni57, Ni50, Ni51, Ni48, Ni49, Cu57, Cu56, Cu55, Cu54, Cu58, Cu53, Cu68, Cu68m, Cu67, Cu66, Cu65, Cu60, Cu59, Cu64, Cu63, Cu62, Cu61, Cu78, Cu77, Cu76, Cu71, Cu70, Cu70m, Cu70m1, Cu69, Cu75, Cu74, Cu73, Cu72, Cu82, Cu81, Cu80, Cu79, Cu83, Zn58, Zn57, Zn59, Zn54, Zn56, Zn55, Zn83, Zn82, Zn85, Zn84, Zn81, Zn80, Zn72, Zn71, Zn71m, Zn74, Zn73, Zn70, Zn79, Zn79m, Zn76, Zn75, Zn78, Zn77, Zn77m, Zn61, Zn60, Zn63, Zn62, Zn69, Zn69m, Zn68, Zn65, Zn64, Zn67, Zn66, Ga85, Ga84, Ga87, Ga86, Ga81, Ga83, Ga82, Ga74, Ga74m, Ga73, Ga76, Ga75, Ga72, Ga71, Ga78, Ga77, Ga80, Ga80m, Ga79, Ga63, Ga62, Ga65, Ga64, Ga61, Ga70, Ga67, Ga66, Ga69, Ga68, Ga60, Ga59, Ge77, Ge77m, Ge78, Ge75, Ge75m, Ge76, Ge73, Ge73m, Ge74, Ge72, Ge81, Ge81m, Ge79, Ge79m, Ge80, Ge66, Ge67, Ge64, Ge65, Ge62, Ge63, Ge70, Ge71, Ge68, Ge69, Ge61, Ge59, Ge60, Ge88, Ge89, Ge86, Ge87, Ge84, Ge85, Ge82, Ge83, Ge90, As83, As90, As91, As88, As89, As86, As87, As84, As85, As92, As79, As80, As77, As78, As75, As76, As73, As74, As81, As82, As82m, As68, As69, As66, As67, As64, As65, As63, As72, As70, As71, Se95, Se94, Se84, Se85, Se92, Se93, Se90, Se91, Se88, Se89, Se86, Se87, Se74, Se81, Se81m, Se82, Se79, Se79m, Se80, Se77, Se77m, Se78, Se75, Se76, Se83, Se83m, Se70, Se71, Se68, Se69, Se66, Se67, Se64, Se65, Se72, Se73, Se73m, Se63, Br98, Br97, Br96, Br95, Br87, Br86, Br85, Br94, Br93, Br92, Br91, Br90, Br89, Br88, Br76, Br76m, Br75, Br84, Br84m, Br83, Br82, Br82m, Br81, Br80, Br80m, Br79, Br79m, Br78, Br77, Br77m, Br73, Br72, Br72m, Br71, Br70, Br70m, Br69, Br68, Br74, Br74m, Kr100, Kr99, Kr98, Kr97, Kr96, Kr101, Kr89, Kr88, Kr87, Kr86, Kr95, Kr94, Kr93, Kr92, Kr91, Kr90, Kr78, Kr77, Kr76, Kr85, Kr85m, Kr84, Kr83, Kr83m, Kr82, Kr81, Kr81m, Kr80, Kr79, Kr79m, Kr67, Kr75, Kr74, Kr73, Kr72, Kr71, Kr70, Kr69, Kr68, Rb92, Rb93, Rb94, Rb95, Rb96, Rb87, Rb88, Rb89, Rb90, Rb90m, Rb91, Rb81, Rb81m, Rb82, Rb82m, Rb83, Rb84, Rb84m, Rb85, Rb86, Rb86m, Rb77, Rb78, Rb78m, Rb79, Rb80, Rb72, Rb73, Rb74, Rb75, Rb76, Rb103, Rb104, Rb97, Rb98, Rb98m, Rb99, Rb100, Rb101, Rb102, Sr105, Sr106, Sr107, Sr98, Sr99, Sr100, Sr101, Sr102, Sr103, Sr104, Sr94, Sr95, Sr96, Sr97, Sr88, Sr89, Sr90, Sr91, Sr92, Sr93, Sr83, Sr83m, Sr84, Sr85, Sr85m, Sr86, Sr87, Sr87m, Sr78, Sr79, Sr80, Sr81, Sr82, Sr73, Sr74, Sr75, Sr76, Sr77, Y108, Y107, Y100, Y100m, Y99, Y102, Y102m, Y101, Y104, Y103, Y106, Y105, Y109, Y97, Y97m, Y97m1, Y96, Y96m, Y98, Y98m, Y89, Y89m, Y91, Y91m, Y90, Y90m, Y93, Y93m, Y92, Y95, Y94, Y86, Y86m, Y85, Y85m, Y88, Y87, Y87m, Y80, Y80m, Y79, Y82, Y81, Y84, Y84m, Y83, Y83m, Y77, Y76, Y78, Y78m, Zr109, Zr108, Zr107, Zr106, Zr101, Zr100, Zr105, Zr104, Zr103, Zr102, Zr98, Zr97, Zr96, Zr95, Zr99, Zr90, Zr90m, Zr94, Zr93, Zr92, Zr91, Zr87, Zr87m, Zr86, Zr85, Zr85m, Zr84, Zr89, Zr89m, Zr88, Zr83, Zr82, Zr81, Zr80, Zr79, Zr78, Zr77, Zr112, Zr111, Zr110, Zr113, Nb114, Nb113, Nb112, Nb111, Nb116, Nb115, Nb110, Nb110m, Nb109, Nb108, Nb103, Nb102, Nb102m, Nb101, Nb107, Nb106, Nb105, Nb104, Nb104m, Nb100, Nb100m, Nb99, Nb99m, Nb98, Nb98m, Nb97, Nb97m, Nb92, Nb92m, Nb91, Nb91m, Nb96, Nb95, Nb95m, Nb94, Nb94m, Nb93, Nb93m, Nb89, Nb89m, Nb88, Nb88m, Nb87, Nb87m, Nb86, Nb90, Nb90m, Nb81, Nb85, Nb85m, Nb84, Nb83, Nb82, Mo112, Mo117, Mo118, Mo119, Mo113, Mo114, Mo115, Mo116, Mo110, Mo111, Mo111m, Mo106, Mo107, Mo108, Mo109, Mo102, Mo103, Mo104, Mo105, Mo99, Mo100, Mo101, Mo95, Mo96, Mo97, Mo98, Mo92, Mo93, Mo93m, Mo94, Mo88, Mo89, Mo89m, Mo90, Mo91, Mo91m, Mo84, Mo85, Mo86, Mo87, Mo87m, Mo82, Mo83, Mo81, Tc101, Tc102, Tc102m, Tc97, Tc97m, Tc98, Tc99, Tc99m, Tc100, Tc93, Tc93m, Tc94, Tc94m, Tc95, Tc95m, Tc96, Tc96m, Tc90, Tc90m, Tc91, Tc91m, Tc92, Tc86, Tc87, Tc88, Tc88m, Tc89, Tc89m, Tc85, Tc113, Tc114, Tc114m, Tc119, Tc120, Tc121, Tc122, Tc115, Tc116, Tc117, Tc118, Tc112, Tc103, Tc108, Tc109, Tc110, Tc111, Tc104, Tc105, Tc106, Tc107, Ru125, Ru124, Ru114, Ru116, Ru115, Ru122, Ru121, Ru123, Ru118, Ru117, Ru120, Ru119, Ru105, Ru104, Ru111, Ru110, Ru113, Ru113m, Ru112, Ru107, Ru106, Ru109, Ru108, Ru103, Ru94, Ru100, Ru99, Ru102, Ru101, Ru96, Ru95, Ru98, Ru97, Ru93, Ru93m, Ru92, Ru89, Ru88, Ru91, Ru91m, Ru90, Ru85, Ru87, Ru86, Rh127, Rh126, Rh128, Rh125, Rh116, Rh116m, Rh115, Rh118, Rh118m, Rh117, Rh124, Rh123, Rh120, Rh119, Rh122, Rh121, Rh105, Rh105m, Rh107, Rh106, Rh106m, Rh113, Rh112, Rh112m, Rh114, Rh114m, Rh109, Rh108, Rh108m, Rh111, Rh110, Rh110m, Rh96, Rh96m, Rh95, Rh95m, Rh102, Rh102m, Rh101, Rh101m, Rh104, Rh104m, Rh103, Rh103m, Rh98, Rh98m, Rh97, Rh97m, Rh100, Rh100m, Rh99, Rh99m, Rh94, Rh94m, Rh91, Rh91m, Rh90, Rh90m, Rh93, Rh93m, Rh92, Rh92m, Rh89, Pd129, Pd128, Pd131, Pd130, Pd127, Pd126, Pd126m, Pd118, Pd117, Pd120, Pd119, Pd119m, Pd116, Pd125, Pd122, Pd121, Pd124, Pd123, Pd123m, Pd107, Pd107m, Pd106, Pd109, Pd109m, Pd108, Pd115, Pd115m, Pd114, Pd111, Pd111m, Pd110, Pd113, Pd113m, Pd112, Pd96, Pd98, Pd97, Pd104, Pd103, Pd105, Pd100, Pd99, Pd102, Pd101, Pd93, Pd92, Pd95, Pd95m, Pd95m1, Pd94, Pd91, Pd90, Ag132, Ag130, Ag131, Ag128, Ag129, Ag129m, Ag127, Ag127m, Ag121, Ag122, Ag122m, Ag119, Ag119m, Ag120, Ag120m, Ag120m1, Ag117, Ag117m, Ag118, Ag118m, Ag125, Ag125m, Ag126, Ag126m, Ag123, Ag124, Ag124m, Ag110, Ag110m, Ag111, Ag111m, Ag108, Ag108m, Ag109, Ag109m, Ag107, Ag107m, Ag116, Ag116m, Ag116m1, Ag114, Ag115, Ag115m, Ag112, Ag113, Ag113m, Ag99, Ag99m, Ag100, Ag100m, Ag97, Ag98, Ag105, Ag105m, Ag106, Ag106m, Ag103, Ag103m, Ag104, Ag104m, Ag101, Ag101m, Ag102, Ag102m, Ag96, Ag96m, Ag94, Ag94m, Ag94m1, Ag95, Ag92, Ag93, Cd112, Cd113, Cd113m, Cd110, Cd111, Cd111m, Cd108, Cd109, Cd116, Cd117, Cd117m, Cd114, Cd115, Cd115m, Cd101, Cd102, Cd99, Cd100, Cd98, Cd107, Cd105, Cd106, Cd103, Cd104, Cd96, Cd96m, Cd97, Cd97m, Cd97m1, Cd94, Cd95, Cd134, Cd132, Cd133, Cd130, Cd131, Cd128, Cd129, Cd129m, Cd123, Cd123m, Cd124, Cd121, Cd121m, Cd122, Cd119, Cd119m, Cd120, Cd118, Cd127, Cd127m, Cd125, Cd125m, Cd126, In137, In136, In135, In134, In133, In133m, In132, In131, In131m, In131m1, In130, In130m, In130m1, In129, In129m, In129m1, In129m2, In126, In126m, In125, In125m, In124, In124m, In123, In123m, In122, In122m, In122m1, In121, In121m, In120, In120m, In120m1, In119, In119m, In128, In128m, In128m1, In127, In127m, In127m1, In115, In115m, In114, In114m, In113, In113m, In112, In112m, In111, In111m, In110, In110m, In109, In109m, In109m1, In118, In118m, In118m1, In117, In117m, In116, In116m, In116m1, In104, In104m, In103, In103m, In102, In101, In101m, In100, In99, In108, In108m, In107, In107m, In106, In106m, In105, In105m, In98, In98m, In97, In96, Sn99, Sn101, Sn100, Sn103, Sn102, Sn105, Sn104, Sn107, Sn106, Sn109, Sn108, Sn110, Sn112, Sn111, Sn114, Sn113, Sn113m, Sn116, Sn115, Sn118, Sn117, Sn117m, Sn119, Sn119m, Sn121, Sn121m, Sn120, Sn123, Sn123m, Sn122, Sn125, Sn125m, Sn124, Sn127, Sn127m, Sn126, Sn129, Sn129m, Sn128, Sn128m, Sn130, Sn130m, Sn132, Sn131, Sn131m, Sn134, Sn133, Sn136, Sn135, Sn138, Sn137, Sn139, Sn140, Sb105, Sb104, Sb107, Sb106, Sb109, Sb108, Sb110, Sb112, Sb111, Sb114, Sb113, Sb116, Sb116m, Sb115, Sb118, Sb118m, Sb117, Sb120, Sb120m, Sb119, Sb119m, Sb121, Sb123, Sb122, Sb122m, Sb125, Sb124, Sb124m, Sb124m1, Sb127, Sb126, Sb126m, Sb126m1, Sb129, Sb129m, Sb128, Sb128m, Sb130, Sb130m, Sb132, Sb132m, Sb131, Sb134, Sb134m, Sb133, Sb136, Sb135, Sb138, Sb137, Sb140, Sb139, Sb141, Sb142, Te106, Te107, Te104, Te105, Te110, Te111, Te108, Te109, Te113, Te114, Te112, Te117, Te117m, Te118, Te115, Te115m, Te116, Te121, Te121m, Te119, Te119m, Te120, Te124, Te125, Te125m, Te122, Te123, Te123m, Te128, Te129, Te129m, Te126, Te127, Te127m, Te130, Te131, Te131m, Te131m1, Te132, Te135, Te136, Te133, Te133m, Te134, Te139, Te140, Te137, Te138, Te141, Te142, Te143, Te144, Te145, I108, I109, I112, I110, I111, I115, I116, I113, I114, I114m, I119, I120, I120m, I117, I118, I118m, I121, I122, I123, I126, I127, I124, I125, I130, I130m, I131, I128, I129, I132, I132m, I133, I133m, I134, I134m, I137, I138, I135, I136, I136m, I141, I142, I139, I140, I140m, I140m1, I144, I145, I143, I146, I147, Xe125, Xe125m, Xe124, Xe129, Xe129m, Xe128, Xe127, Xe127m, Xe126, Xe133, Xe133m, Xe132, Xe131, Xe131m, Xe130, Xe136, Xe135, Xe135m, Xe134, Xe134m, Xe140, Xe139, Xe138, Xe137, Xe143, Xe142, Xe141, Xe147, Xe146, Xe145, Xe144, Xe150, Xe149, Xe148, Xe111, Xe110, Xe109, Xe108, Xe113, Xe112, Xe114, Xe118, Xe117, Xe116, Xe115, Xe122, Xe121, Xe120, Xe119, Xe123, Cs113, Cs112, Cs114, Cs116, Cs116m, Cs115, Cs120, Cs120m, Cs119, Cs119m, Cs118, Cs118m, Cs117, Cs117m, Cs124, Cs124m, Cs123, Cs123m, Cs122, Cs122m, Cs122m1, Cs121, Cs121m, Cs127, Cs126, Cs125, Cs131, Cs130, Cs130m, Cs129, Cs128, Cs134, Cs134m, Cs133, Cs132, Cs138, Cs138m, Cs137, Cs136, Cs136m, Cs135, Cs135m, Cs142, Cs141, Cs140, Cs139, Cs144, Cs143, Cs145, Cs149, Cs148, Cs147, Cs146, Cs152, Cs151, Cs150, Ba148, Ba149, Ba150, Ba151, Ba146, Ba147, Ba152, Ba153, Ba154, Ba114, Ba115, Ba116, Ba117, Ba118, Ba123, Ba124, Ba125, Ba119, Ba120, Ba121, Ba122, Ba126, Ba127, Ba127m, Ba128, Ba129, Ba129m, Ba134, Ba135, Ba135m, Ba130, Ba131, Ba131m, Ba132, Ba133, Ba133m, Ba137, Ba137m, Ba138, Ba139, Ba140, Ba136, Ba136m, Ba145, Ba141, Ba142, Ba143, Ba144, La117, La120, La125, La125m, La126, La126m, La121, La122, La123, La124, La124m, La128, La128m, La129, La129m, La130, La131, La127, La127m, La136, La136m, La132, La132m, La133, La134, La135, La139, La140, La141, La142, La137, La138, La143, La144, La145, La146, La146m, La150, La151, La152, La153, La147, La148, La149, La154, La155, La156, La157, Ce158, Ce121, Ce122, Ce127, Ce127m, Ce123, Ce124, Ce125, Ce125m, Ce126, Ce130, Ce131, Ce131m, Ce132, Ce133, Ce133m, Ce128, Ce129, Ce134, Ce135, Ce135m, Ce136, Ce137, Ce137m, Ce141, Ce142, Ce143, Ce144, Ce138, Ce138m, Ce139, Ce139m, Ce140, Ce145, Ce146, Ce147, Ce152, Ce153, Ce154, Ce155, Ce148, Ce149, Ce150, Ce151, Ce156, Ce157, Pr159, Pr160, Pr161, Pr144, Pr144m, Pr143, Pr146, Pr145, Pr140, Pr139, Pr142, Pr142m, Pr141, Pr148, Pr148m, Pr147, Pr149, Pr155, Pr154, Pr157, Pr156, Pr151, Pr150, Pr153, Pr152, Pr158, Pr121, Pr124, Pr126, Pr125, Pr128, Pr127, Pr133, Pr133m, Pr132, Pr135, Pr134, Pr134m, Pr129, Pr131, Pr131m, Pr130, Pr130m, Pr137, Pr136, Pr138, Pr138m, Nd163, Nd161, Nd162, Nd160, Nd134, Nd133, Nd133m, Nd132, Nd131, Nd130, Nd139, Nd139m, Nd138, Nd137, Nd137m, Nd136, Nd135, Nd135m, Nd145, Nd144, Nd143, Nd142, Nd141, Nd141m, Nd140, Nd149, Nd148, Nd147, Nd146, Nd156, Nd155, Nd154, Nd153, Nd152, Nd151, Nd150, Nd159, Nd158, Nd157, Nd129, Nd129m, Nd128, Nd127, Nd126, Nd125, Pm130, Pm129, Pm128, Pm136, Pm136m, Pm135, Pm135m, Pm134, Pm134m, Pm133, Pm133m, Pm132, Pm131, Pm140, Pm140m, Pm139, Pm139m, Pm138, Pm137, Pm137m, Pm147, Pm146, Pm145, Pm144, Pm143, Pm142, Pm141, Pm150, Pm149, Pm148, Pm148m, Pm158, Pm157, Pm156, Pm156m, Pm155, Pm154, Pm154m, Pm153, Pm152, Pm152m, Pm152m1, Pm151, Pm160, Pm160m, Pm159, Pm165, Pm161, Pm162, Pm163, Pm164, Sm129, Sm130, Sm131, Sm139, Sm139m, Sm140, Sm141, Sm141m, Sm132, Sm133, Sm133m, Sm134, Sm135, Sm136, Sm137, Sm138, Sm150, Sm151, Sm142, Sm143, Sm143m, Sm144, Sm145, Sm146, Sm147, Sm148, Sm149, Sm164, Sm163, Sm162, Sm168, Sm167, Sm166, Sm165, Sm161, Sm152, Sm153, Sm154, Sm155, Sm156, Sm157, Sm158, Sm159, Sm160, Eu170, Eu169, Eu164, Eu163, Eu166, Eu165, Eu168, Eu167, Eu130, Eu131, Eu132, Eu141, Eu141m, Eu142, Eu142m, Eu134, Eu135, Eu136, Eu136m, Eu137, Eu138, Eu139, Eu140, Eu140m, Eu152, Eu152m, Eu152m1, Eu143, Eu144, Eu145, Eu146, Eu147, Eu148, Eu149, Eu150, Eu150m, Eu151, Eu153, Eu154, Eu154m, Eu155, Eu156, Eu157, Eu158, Eu159, Eu160, Eu160m, Eu161, Eu162, Eu162m, Gd143, Gd143m, Gd134, Gd136, Gd135, Gd138, Gd137, Gd140, Gd139, Gd139m, Gd142, Gd141, Gd141m, Gd145, Gd145m, Gd144, Gd147, Gd146, Gd149, Gd148, Gd151, Gd150, Gd153, Gd152, Gd154, Gd156, Gd155, Gd158, Gd157, Gd160, Gd159, Gd162, Gd161, Gd163, Gd163m, Gd168, Gd167, Gd166, Gd165, Gd164, Gd172, Gd171, Gd170, Gd169, Tb166, Tb165, Tb168, Tb167, Tb174, Tb173, Tb170, Tb169, Tb172, Tb171, Tb145, Tb147, Tb147m, Tb146, Tb146m, Tb149, Tb149m, Tb148, Tb148m, Tb151, Tb151m, Tb150, Tb150m, Tb153, Tb152, Tb152m, Tb154, Tb154m, Tb154m1, Tb156, Tb156m, Tb156m1, Tb155, Tb158, Tb158m, Tb157, Tb160, Tb159, Tb162, Tb162m, Tb161, Tb164, Tb164m, Tb163, Tb135, Tb138, Tb140, Tb139, Tb142, Tb142m, Tb141, Tb144, Tb144m, Tb143, Tb143m, Dy141, Dy142, Dy139, Dy140, Dy145, Dy145m, Dy143, Dy143m, Dy144, Dy148, Dy149, Dy149m, Dy146, Dy146m, Dy147, Dy147m, Dy152, Dy153, Dy150, Dy151, Dy154, Dy155, Dy156, Dy159, Dy160, Dy157, Dy158, Dy163, Dy164, Dy161, Dy162, Dy165, Dy165m, Dy176, Dy168, Dy167, Dy166, Dy172, Dy172m, Dy171, Dy170, Dy169, Dy175, Dy174, Dy173, Ho140, Ho143, Ho144, Ho141, Ho142, Ho145, Ho146, Ho147, Ho150, Ho150m, Ho151, Ho151m, Ho148, Ho148m, Ho149, Ho149m, Ho154, Ho154m, Ho155, Ho152, Ho152m, Ho153, Ho153m, Ho156, Ho156m, Ho156m1, Ho157, Ho158, Ho158m, Ho158m1, Ho161, Ho161m, Ho162, Ho162m, Ho159, Ho159m, Ho160, Ho160m, Ho160m1, Ho165, Ho166, Ho166m, Ho163, Ho163m, Ho164, Ho164m, Ho168, Ho168m, Ho167, Ho170, Ho170m, Ho169, Ho172, Ho171, Ho174, Ho173, Ho176, Ho175, Ho177, Ho178, Er176, Er175, Er174, Er174m, Er173, Er172, Er171, Er170, Er169, Er168, Er177, Er180, Er179, Er178, Er146, Er145, Er145m, Er144, Er143, Er147, Er147m, Er149, Er149m, Er148, Er153, Er152, Er151, Er151m, Er150, Er157, Er156, Er155, Er154, Er160, Er159, Er158, Er164, Er163, Er162, Er161, Er167, Er167m, Er166, Er165, Tm144, Tm148, Tm147, Tm146, Tm146m, Tm146m1, Tm145, Tm151, Tm151m, Tm150, Tm150m, Tm149, Tm155, Tm155m, Tm154, Tm154m, Tm153, Tm153m, Tm152, Tm152m, Tm158, Tm157, Tm156, Tm162, Tm162m, Tm161, Tm161m, Tm160, Tm160m, Tm159, Tm166, Tm166m, Tm165, Tm164, Tm164m, Tm163, Tm168, Tm167, Tm178, Tm177, Tm177m, Tm174, Tm174m, Tm173, Tm176, Tm175, Tm170, Tm169, Tm172, Tm171, Tm181, Tm180, Tm179, Yb149, Yb159, Yb156, Yb155, Yb158, Yb157, Yb152, Yb151, Yb151m, Yb154, Yb153, Yb150, Yb167, Yb166, Yb169, Yb169m, Yb168, Yb163, Yb162, Yb165, Yb164, Yb161, Yb160, Yb171, Yb170, Yb182, Yb181, Yb180, Yb175, Yb174, Yb173, Yb172, Yb179, Yb178, Yb177, Yb177m, Yb176, Yb176m, Yb185, Yb184, Yb183, Lu173, Lu172, Lu172m, Lu175, Lu174, Lu174m, Lu177, Lu177m, Lu176, Lu176m, Lu179, Lu178, Lu178m, Lu180, Lu182, Lu181, Lu171, Lu171m, Lu184, Lu183, Lu186, Lu185, Lu188, Lu187, Lu158, Lu157, Lu157m, Lu160, Lu160m, Lu159, Lu154, Lu154m, Lu153, Lu156, Lu156m, Lu155, Lu155m, Lu152, Lu151, Lu151m, Lu169, Lu169m, Lu168, Lu168m, Lu170, Lu170m, Lu165, Lu164, Lu167, Lu167m, Lu166, Lu166m, Lu166m1, Lu161, Lu163, Lu162, Lu162m, Lu162m1, Lu150, Hf161, Hf159, Hf160, Hf157, Hf158, Hf155, Hf156, Hf153, Hf154, Hf170, Hf171, Hf171m, Hf168, Hf169, Hf166, Hf167, Hf164, Hf165, Hf162, Hf163, Hf181, Hf180, Hf180m, Hf179, Hf179m, Hf179m1, Hf178, Hf178m, Hf178m1, Hf177, Hf177m, Hf177m1, Hf176, Hf175, Hf174, Hf173, Hf172, Hf182, Hf182m, Hf190, Hf189, Hf188, Hf187, Hf186, Hf186m, Hf185, Hf184, Hf184m, Hf184m1, Hf183, Ta161, Ta161m, Ta162, Ta159, Ta159m, Ta160, Ta160m, Ta157, Ta158, Ta155, Ta156, Ta156m, Ta172, Ta170, Ta171, Ta168, Ta169, Ta166, Ta167, Ta164, Ta165, Ta163, Ta181, Ta180, Ta180m, Ta182, Ta182m, Ta182m1, Ta177, Ta176, Ta179, Ta178, Ta178m, Ta178m1, Ta173, Ta175, Ta174, Ta194, Ta193, Ta192, Ta191, Ta188, Ta188m, Ta187, Ta187m, Ta187m1, Ta190, Ta189, Ta184, Ta183, Ta186, Ta186m, Ta186m1, Ta185, W191, W192, W193, W187, W188, W189, W190, W184, W185, W185m, W186, W194, W195, W196, W197, W180, W181, W182, W183, W183m, W176, W177, W178, W179, W179m, W174, W175, W163, W162, W161, W160, W159, W158, W157, W173, W172, W171, W170, W169, W168, W167, W166, W165, W164, Re193, Re194, Re194m, Re194m1, Re191, Re192, Re185, Re186, Re186m, Re189, Re190, Re190m, Re187, Re188, Re188m, Re196, Re197, Re195, Re198, Re199, Re182, Re182m, Re183, Re180, Re181, Re184, Re184m, Re175, Re178, Re179, Re176, Re177, Re164, Re164m, Re163, Re163m, Re162, Re162m, Re161, Re161m, Re160, Re159, Re159m, Re174, Re173, Re172, Re172m, Re171, Re170, Re170m, Re169, Re169m, Re168, Re167, Re167m, Re166, Re165, Re165m, Os166, Os167, Os168, Os169, Os170, Os171, Os172, Os173, Os174, Os175, Os161, Os162, Os163, Os164, Os165, Os202, Os203, Os196, Os197, Os198, Os199, Os200, Os201, Os191, Os191m, Os192, Os192m, Os193, Os194, Os195, Os195m, Os186, Os187, Os188, Os189, Os189m, Os190, Os190m, Os180, Os181, Os181m, Os182, Os183, Os183m, Os184, Os185, Os176, Os177, Os178, Os179, Ir200, Ir201, Ir198, Ir199, Ir197, Ir197m, Ir204, Ir205, Ir202, Ir203, Ir189, Ir190, Ir190m, Ir190m1, Ir187, Ir187m, Ir188, Ir195, Ir195m, Ir196, Ir196m, Ir193, Ir193m, Ir194, Ir194m, Ir191, Ir191m, Ir191m1, Ir192, Ir192m, Ir192m1, Ir178, Ir179, Ir177, Ir186, Ir186m, Ir184, Ir185, Ir182, Ir183, Ir180, Ir181, Ir167, Ir167m, Ir168, Ir168m, Ir169, Ir169m, Ir170, Ir170m, Ir171, Ir171m, Ir172, Ir172m, Ir173, Ir173m, Ir174, Ir174m, Ir175, Ir175m, Ir176, Ir164, Ir165, Ir165m, Ir166, Ir166m, Pt208, Pt178, Pt179, Pt184, Pt185, Pt185m, Pt186, Pt187, Pt180, Pt181, Pt182, Pt183, Pt183m, Pt188, Pt189, Pt190, Pt195, Pt195m, Pt196, Pt197, Pt197m, Pt191, Pt192, Pt193, Pt193m, Pt194, Pt198, Pt199, Pt199m, Pt200, Pt201, Pt206, Pt207, Pt202, Pt203, Pt203m, Pt204, Pt205, Pt166, Pt165, Pt167, Pt169, Pt168, Pt171, Pt170, Pt173, Pt172, Pt175, Pt174, Pt177, Pt176, Au171, Au171m, Au170, Au170m, Au173, Au173m, Au172, Au172m, Au175, Au175m, Au174, Au174m, Au177, Au177m, Au176, Au176m, Au178, Au178m, Au188, Au179, Au182, Au183, Au180, Au181, Au186, Au187, Au187m, Au184, Au184m, Au185, Au185m, Au189, Au189m, Au190, Au190m, Au193, Au193m, Au194, Au194m, Au194m1, Au191, Au191m, Au192, Au192m, Au197, Au197m, Au198, Au198m, Au195, Au195m, Au196, Au196m, Au196m1, Au200, Au200m, Au201, Au199, Au204, Au205, Au205m, Au202, Au203, Au208, Au206, Au207, Au209, Au210, Hg170, Hg174, Hg173, Hg172, Hg171, Hg178, Hg177, Hg176, Hg175, Hg179, Hg183, Hg184, Hg185, Hg185m, Hg186, Hg187, Hg187m, Hg188, Hg189, Hg189m, Hg190, Hg191, Hg191m, Hg192, Hg193, Hg193m, Hg194, Hg195, Hg195m, Hg196, Hg197, Hg197m, Hg198, Hg199, Hg199m, Hg200, Hg201, Hg202, Hg203, Hg204, Hg180, Hg181, Hg182, Hg205, Hg206, Hg207, Hg208, Hg209, Hg210, Hg211, Hg212, Hg213, Hg214, Hg215, Hg216, Tl192, Tl192m, Tl193, Tl193m, Tl191, Tl191m, Tl189, Tl189m, Tl190, Tl190m, Tl187, Tl187m, Tl188, Tl188m, Tl185, Tl185m, Tl186, Tl186m, Tl186m1, Tl183, Tl184, Tl184m, Tl184m1, Tl203, Tl204, Tl201, Tl202, Tl200, Tl198, Tl198m, Tl199, Tl196, Tl196m, Tl197, Tl197m, Tl194, Tl194m, Tl195, Tl195m, Tl181, Tl182, Tl182m, Tl214, Tl215, Tl212, Tl213, Tl211, Tl209, Tl210, Tl207, Tl207m, Tl208, Tl205, Tl206, Tl206m, Tl216, Tl217, Tl176, Tl177, Tl178, Tl179, Tl180, Pb178, Pb179, Pb180, Pb181, Pb198, Pb199, Pb199m, Pb200, Pb201, Pb201m, Pb194, Pb195, Pb195m, Pb196, Pb197, Pb197m, Pb202, Pb202m, Pb203, Pb203m, Pb203m1, Pb204, Pb204m, Pb187, Pb187m, Pb188, Pb189, Pb189m, Pb190, Pb183, Pb183m, Pb184, Pb185, Pb185m, Pb186, Pb191, Pb191m, Pb192, Pb193, Pb193m, Pb182, Pb220, Pb216, Pb217, Pb218, Pb219, Pb209, Pb210, Pb211, Pb205, Pb206, Pb207, Pb207m, Pb208, Pb212, Pb213, Pb214, Pb215, Bi203, Bi203m, Bi204, Bi196, Bi196m, Bi196m1, Bi197, Bi197m, Bi194, Bi194m, Bi194m1, Bi195, Bi195m, Bi200, Bi200m, Bi200m1, Bi201, Bi201m, Bi198, Bi198m, Bi198m1, Bi199, Bi199m, Bi202, Bi193, Bi193m, Bi185, Bi186, Bi184, Bi189, Bi190, Bi190m, Bi187, Bi188, Bi188m, Bi191, Bi191m, Bi192, Bi192m, Bi223, Bi224, Bi218, Bi219, Bi216, Bi216m, Bi217, Bi222, Bi220, Bi221, Bi214, Bi214m, Bi215, Bi215m, Bi213, Bi207, Bi208, Bi205, Bi206, Bi211, Bi212, Bi212m, Bi212m1, Bi209, Bi210, Bi210m, Po205, Po206, Po207, Po207m, Po208, Po209, Po210, Po211, Po211m, Po212, Po212m, Po213, Po214, Po215, Po216, Po217, Po218, Po219, Po220, Po221, Po222, Po223, Po224, Po225, Po226, Po227, Po186, Po187, Po188, Po189, Po190, Po191, Po192, Po193, Po193m, Po194, Po195, Po195m, Po196, Po197, Po197m, Po198, Po199, Po199m, Po200, Po201, Po201m, Po202, Po203, Po203m, Po204, At193, At194, At194m, At191, At192, At192m, At204, At204m, At202, At202m, At202m1, At203, At200, At200m, At200m1, At201, At198, At198m, At199, At199m, At196, At197, At197m, At195, At195m, At213, At214, At211, At212, At212m, At209, At210, At207, At208, At205, At206, At215, At224, At222, At223, At220, At221, At218, At219, At216, At217, At225, At226, At229, At227, At228, Rn214, Rn213, Rn215, Rn210, Rn209, Rn212, Rn211, Rn206, Rn208, Rn207, Rn226, Rn225, Rn224, Rn221, Rn220, Rn223, Rn222, Rn217, Rn216, Rn219, Rn218, Rn231, Rn228, Rn227, Rn230, Rn229, Rn195, Rn195m, Rn194, Rn193, Rn203, Rn203m, Rn202, Rn205, Rn204, Rn199, Rn199m, Rn198, Rn201, Rn201m, Rn200, Rn197, Rn196, Fr226, Fr225, Fr224, Fr219, Fr218, Fr217, Fr223, Fr222, Fr221, Fr220, Fr216, Fr215, Fr214, Fr213, Fr208, Fr207, Fr212, Fr211, Fr210, Fr209, Fr230, Fr229, Fr228, Fr227, Fr233, Fr232, Fr231, Fr205, Fr204, Fr204m, Fr204m1, Fr203, Fr203m, Fr202, Fr202m, Fr206, Fr206m, Fr206m1, Fr197, Fr201, Fr201m, Fr200, Fr199, Fr198, Fr198m, Ra225, Ra224, Ra227, Ra226, Ra219, Ra218, Ra221, Ra220, Ra223, Ra222, Ra214, Ra213, Ra216, Ra215, Ra217, Ra208, Ra210, Ra209, Ra212, Ra211, Ra228, Ra230, Ra229, Ra232, Ra231, Ra234, Ra233, Ra203, Ra202, Ra205, Ra205m, Ra204, Ra207, Ra206, Ra201, Ra201m, Ac208, Ac207, Ac206, Ac206m, Ac205, Ac234, Ac233, Ac232, Ac231, Ac230, Ac229, Ac236, Ac235, Ac212, Ac211, Ac210, Ac209, Ac218, Ac217, Ac216, Ac215, Ac214, Ac213, Ac223, Ac222, Ac222m, Ac221, Ac220, Ac219, Ac228, Ac227, Ac226, Ac225, Ac224, Th238, Th235, Th234, Th237, Th236, Th231, Th230, Th233, Th232, Th228, Th227, Th229, Th224, Th223, Th226, Th225, Th220, Th222, Th221, Th217, Th216, Th219, Th218, Th213, Th212, Th215, Th214, Th211, Th210, Th209, Th208, Pa211, Pa215, Pa214, Pa213, Pa212, Pa219, Pa218, Pa217, Pa216, Pa220, Pa222, Pa221, Pa226, Pa225, Pa224, Pa223, Pa230, Pa229, Pa228, Pa227, Pa233, Pa232, Pa231, Pa237, Pa236, Pa235, Pa234, Pa234m, Pa239, Pa238, U215, U222, U224, U223, U226, U225, U217, U216, U219, U218, U221, U233, U232, U235, U235m, U234, U237, U236, U228, U227, U230, U229, U231, U242, U239, U238, U241, U240, Np222, Np220, Np219, Np226, Np225, Np224, Np223, Np242, Np242m, Np241, Np240, Np240m, Np239, Np238, Np244, Np243, Np232, Np231, Np230, Np229, Np228, Np227, Np237, Np236, Np236m, Np235, Np234, Np233, Pu246, Pu245, Pu247, Pu244, Pu244m, Pu243, Pu242, Pu239, Pu238, Pu241, Pu240, Pu235, Pu234, Pu237, Pu237m, Pu236, Pu232, Pu231, Pu233, Pu228, Pu230, Pu229, Am230, Am229, Am234, Am233, Am232, Am237, Am236, Am236m, Am235, Am241, Am240, Am239, Am238, Am244, Am244m, Am243, Am242, Am242m, Am247, Am246, Am246m, Am245, Am223, Cm237, Cm236, Cm234, Cm233, Cm235, Cm246, Cm246m, Cm248, Cm247, Cm239, Cm238, Cm241, Cm240, Cm243, Cm242, Cm245, Cm244, Cm250, Cm249, Cm251, Bk238, Bk239, Bk240, Bk241, Bk242, Bk243, Bk244, Bk245, Bk246, Bk247, Bk248, Bk248m, Bk233, Bk234, Bk236, Bk237, Bk249, Bk250, Bk251, Bk252, Bk253, Cf246, Cf247, Cf244, Cf245, Cf242, Cf243, Cf240, Cf241, Cf238, Cf239, Cf248, Cf237, Cf255, Cf256, Cf253, Cf254, Cf251, Cf252, Cf249, Cf250, Es246, Es247, Es248, Es242, Es243, Es244, Es245, Es240, Es241, Es257, Es253, Es254, Es254m, Es255, Es256, Es256m, Es249, Es250, Es250m, Es251, Es252, Fm241, Fm245, Fm244, Fm243, Fm242, Fm249, Fm248, Fm247, Fm247m, Fm246, Fm252, Fm251, Fm250, Fm250m, Fm256, Fm255, Fm254, Fm253, Fm259, Fm258, Fm257, Md252, Md251, Md251m, Md254, Md254m, Md253, Md256, Md255, Md258, Md258m, Md257, Md260, Md259, Md245, Md244, Md247, Md247m, Md246, Md246m, Md249, Md249m, Md248, Md250, Md250m, No260, No259, No258, No257, No256, No255, No254, No254m, No253, No252, No252m, No262, No251, No251m, No250, No249, Lr262, Lr261, Lr258, Lr257, Lr257m, Lr260, Lr259, Lr254, Lr254m, Lr253, Lr253m, Lr256, Lr255, Lr255m, Lr264, Lr266, Lr251, Lr251m, Lr252, Rf267, Rf265, Rf260, Rf259, Rf258, Rf257, Rf257m, Rf263, Rf262, Rf261, Rf261m, Rf256, Rf255, Rf254, Rf253, Db268, Db270, Db267, Db266, Db258, Db258m, Db257, Db257m, Db260, Db259, Db262, Db261, Db263, Db256, Db255, Db255m, Sg264, Sg263, Sg263m, Sg262, Sg261, Sg260, Sg259, Sg259m, Sg258, Sg265, Sg265m, Sg267, Sg266, Sg271, Sg269, Bh278, Bh262, Bh262m, Bh261, Bh264, Bh260, Bh267, Bh272, Bh274, Bh271, Bh270, Bh266, Bh265, Hs267, Hs267m, Hs266, Hs266m, Hs265, Hs271, Hs270, Hs269, Hs268, Hs275, Hs273, Hs264, Hs263, Hs277, Mt277, Mt276, Mt276m, Mt278, Mt270, Mt275, Mt274, Mt266, Mt268, Ds267, Ds269, Ds281, Ds280, Ds282, Ds270, Ds277, Ds273, Ds271, Ds271m, Ds279, Ds279m, Rg286, Rg282, Rg281, Rg278, Rg274, Rg272, Rg279, Rg280, Cn277, Cn281, Cn286, Cn282, Cn283, Cn284, Cn285, Nh278, Nh282, Nh284, Nh285, Nh283, Nh286, Nh290, Fl284, Fl285, Fl286, Fl287, Fl288, Fl289, Fl290, Mc290, Mc288, Mc289, Mc287, Lv290, Lv291, Lv292, Lv293, Ts293, Ts294, Og294, Ru103m, Na24m, Na36, K32, K33, K34, Rb71, Cs125m, Cs144m, Fr214m, Fr218m, Be5, Mg39, Ba130m, Ra203m, Ra207m, Ra213m, Ca34, Xe132m, Rn197m, Br67, At196m, O27, Po191m, Po205m1, Po205m, As60, As61, As62, Sb103, Bi184m, Bi186m, Bi187m, Bi189m, Bi204m1, Bi204m, Bi208m, P24, N25, Zn61m1, Zn61m, Zn73m1, Zn73m, Cu52, Cu76m, Co49, V40, V41, Mn45, V46m, Ti38, Sc36, Sc37, Sc38, Y88m, Y88m1, Nb90m1, Tc86m, Tc117m, Pd117m, Ag95m, Ag95m1, Ag95m2, Ag114m, Ta157m, Ta157m1, Ta158m, Ta176m, Ta176m1, Ta179m, Ta179m1, Ta185m, W180m, W186m, W190m, Re183m, Ir164m, Ir188m, Ir189m, Ir189m1, Ir194m1, Pt184m, Au169, Au192m1, Hg205m, La117m, La118, La119, Ce119, Ce120, Ce132m, Pr122, Pr123, Nd124, Pm126, Pm127, Pm138m, Pm142m, Sm128, Sm143m1, Sm153m, Eu133, Eu136m1, Gd155m, Tb136, Tb137, Tb141m, Tb145m, Tb146m1, Dy138, Dy157m, Ho148m1, Ho155m, Er157m, Yb148, Yb171m, Yb175m, Lu153m, Lu155m1, Lu161m, Lu177m1, Lu179m, Lu180m, B6, Ga56, Ga57, Ga58, In114m1, Tl179m, Tl181m, Tl183m, Tl188m1, Tl198m1, Tl199m, Tl200m, Tl201m, Ac208m, Ac216m, Pa217m, Pa240, U220, Am231, Am242m1, Am248, Am249, Cm244m, Bk235, Bk254, Es247m, Es258, Fm260, Md245m, Md261, No261, Lr263, C21, Ge58, Pb181m, Pb205m, Rf264, Db264, Db265, Bh263, Bh269, Hs265m, Mt265, Mt266m, Mt267, Mt269, Mt271, Mt273, Ds268, Ds270m, Ds272,
}
Expand description

import the nuclide enum Provides an enum of all nuclides within the library

Variants§

§

Ti66

§

V68

§

V69

§

Cr71

§

Cr72

§

Mn74

§

Fe77

§

Co79

§

Cu84

§

Zn86

§

Zn87

§

Ga72m

§

Ga88

§

Ga89

§

Ge71m

§

Ge91

§

Ge92

§

As74m

§

As75m

§

As84m

§

As93

§

As94

§

Se85m

§

Se96

§

Se97

§

Br86m

§

Br99

§

Br100

§

Kr102

§

Kr103

§

Kr104

§

Rb105

§

Rb106

§

Sr108

§

Sr109

§

Y110

§

Y111

§

Zr114

§

Ru109m

§

Rh109m

§

Ag133

§

Cd135

§

Cd136

§

In138

§

Sn141

§

Sb115m

§

Sb143

§

Te146

§

I148

§

Xe143m

§

Xe151

§

Cs153

§

Cs154

§

Ba155

§

Ba156

§

La158

§

La159

§

Ce159

§

Ce160

§

Ce161

§

Pr162

§

Pr163

§

Pr164

§

Nd164

§

Nd165

§

Nd166

§

Nd167

§

Pm166

§

Pm167

§

Pm168

§

Pm169

§

Sm169

§

Sm170

§

Sm171

§

Sm172

§

Eu171

§

Eu172

§

Gd153m

§

Neutron

§

H1

§

H2

§

H3

§

H4

§

H5

§

H6

§

H7

§

He3

§

He4

§

He5

§

He6

§

He7

§

He8

§

He9

§

He10

§

Li4

§

Li5

§

Li6

§

Li7

§

Li8

§

Li9

§

Li10

§

Li11

§

Li12

§

Li13

§

Be6

§

Be7

§

Be8

§

Be9

§

Be10

§

Be11

§

Be12

§

Be13

§

Be15

§

Be16

§

Be14

§

B17

§

B18

§

B19

§

B20

§

B21

§

B15

§

B16

§

B7

§

B8

§

B9

§

B10

§

B11

§

B12

§

B13

§

B14

§

C8

§

C9

§

C10

§

C11

§

C12

§

C13

§

C14

§

C15

§

C20

§

C19

§

C22

§

C16

§

C18

§

C17

§

N22

§

N21

§

N24

§

N23

§

N18

§

N17

§

N20

§

N19

§

N10

§

N11

§

N12

§

N13

§

N14

§

N15

§

N16

§

O25

§

O26

§

O23

§

O24

§

O18

§

O21

§

O22

§

O19

§

O20

§

O28

§

O11

§

O12

§

O13

§

O14

§

O15

§

O16

§

O17

§

F27

§

F28

§

F25

§

F26

§

F26m

§

F19

§

F20

§

F23

§

F24

§

F21

§

F22

§

F30

§

F31

§

F29

§

F14

§

F15

§

F16

§

F17

§

F18

§

Ne20

§

Ne21

§

Ne22

§

Ne23

§

Ne24

§

Ne25

§

Ne26

§

Ne27

§

Ne28

§

Ne29

§

Ne30

§

Ne31

§

Ne32

§

Ne33

§

Ne34

§

Ne19

§

Ne17

§

Ne18

§

Ne15

§

Ne16

§

Na20

§

Na19

§

Na18

§

Na17

§

Na32

§

Na31

§

Na34

§

Na33

§

Na35

§

Na37

§

Na21

§

Na23

§

Na22

§

Na25

§

Na24

§

Na27

§

Na26

§

Na29

§

Na28

§

Na30

§

Mg23

§

Mg22

§

Mg25

§

Mg24

§

Mg27

§

Mg26

§

Mg29

§

Mg28

§

Mg31

§

Mg30

§

Mg32

§

Mg34

§

Mg33

§

Mg36

§

Mg35

§

Mg38

§

Mg37

§

Mg40

§

Mg21

§

Mg20

§

Mg19

§

Mg18

§

Al22

§

Al21

§

Al35

§

Al36

§

Al33

§

Al34

§

Al34m

§

Al39

§

Al40

§

Al37

§

Al38

§

Al41

§

Al42

§

Al43

§

Al24

§

Al24m

§

Al25

§

Al23

§

Al28

§

Al29

§

Al26

§

Al26m

§

Al27

§

Al32

§

Al30

§

Al31

§

Si44

§

Si26

§

Si27

§

Si24

§

Si25

§

Si30

§

Si31

§

Si28

§

Si29

§

Si32

§

Si33

§

Si37

§

Si38

§

Si35

§

Si36

§

Si41

§

Si42

§

Si39

§

Si40

§

Si34

§

Si43

§

Si23

§

Si22

§

P40

§

P39

§

P38

§

P37

§

P44

§

P43

§

P42

§

P41

§

P36

§

P35

§

P47

§

P46

§

P45

§

P29

§

P28

§

P27

§

P26

§

P33

§

P32

§

P31

§

P30

§

P25

§

P34

§

S49

§

S48

§

S47

§

S46

§

S31

§

S30

§

S29

§

S28

§

S35

§

S34

§

S33

§

S32

§

S27

§

S26

§

S42

§

S41

§

S40

§

S39

§

S45

§

S44

§

S43

§

S38

§

S37

§

S36

§

Cl45

§

Cl46

§

Cl41

§

Cl42

§

Cl43

§

Cl44

§

Cl37

§

Cl38

§

Cl38m

§

Cl39

§

Cl40

§

Cl52

§

Cl48

§

Cl49

§

Cl50

§

Cl51

§

Cl47

§

Cl34

§

Cl34m

§

Cl35

§

Cl36

§

Cl30

§

Cl31

§

Cl32

§

Cl33

§

Cl28

§

Cl29

§

Ar54

§

Ar50

§

Ar51

§

Ar52

§

Ar53

§

Ar48

§

Ar49

§

Ar36

§

Ar37

§

Ar32

§

Ar33

§

Ar34

§

Ar35

§

Ar29

§

Ar30

§

Ar31

§

Ar47

§

Ar43

§

Ar44

§

Ar45

§

Ar46

§

Ar39

§

Ar40

§

Ar41

§

Ar42

§

Ar38

§

K59

§

K46

§

K45

§

K48

§

K47

§

K42

§

K41

§

K44

§

K43

§

K40

§

K39

§

K57

§

K56

§

K53

§

K52

§

K55

§

K54

§

K49

§

K51

§

K50

§

K38

§

K38m

§

K35

§

K37

§

K36

§

K31

§

Ca59

§

Ca58

§

Ca57

§

Ca56

§

Ca55

§

Ca54

§

Ca53

§

Ca52

§

Ca51

§

Ca50

§

Ca60

§

Ca39

§

Ca38

§

Ca37

§

Ca36

§

Ca35

§

Ca49

§

Ca48

§

Ca47

§

Ca46

§

Ca45

§

Ca44

§

Ca43

§

Ca42

§

Ca41

§

Ca40

§

Sc50

§

Sc50m

§

Sc49

§

Sc48

§

Sc47

§

Sc46

§

Sc46m

§

Sc45

§

Sc45m

§

Sc44

§

Sc44m

§

Sc43

§

Sc42

§

Sc42m

§

Sc41

§

Sc60

§

Sc59

§

Sc58

§

Sc57

§

Sc56

§

Sc55

§

Sc54

§

Sc53

§

Sc52

§

Sc51

§

Sc40

§

Sc39

§

Sc62

§

Sc61

§

Ti61

§

Ti60

§

Ti59

§

Ti58

§

Ti57

§

Ti56

§

Ti55

§

Ti54

§

Ti53

§

Ti52

§

Ti64

§

Ti63

§

Ti62

§

Ti41

§

Ti40

§

Ti39

§

Ti51

§

Ti50

§

Ti49

§

Ti48

§

Ti47

§

Ti46

§

Ti45

§

Ti44

§

Ti43

§

Ti42

§

V64

§

V65

§

V66

§

V67

§

V63

§

V50

§

V51

§

V52

§

V43

§

V44

§

V44m

§

V45

§

V46

§

V47

§

V48

§

V49

§

V61

§

V62

§

V53

§

V54

§

V55

§

V56

§

V57

§

V58

§

V59

§

V60

§

V60m

§

V42

§

Cr63

§

Cr55

§

Cr56

§

Cr57

§

Cr58

§

Cr59

§

Cr60

§

Cr61

§

Cr62

§

Cr54

§

Cr66

§

Cr67

§

Cr68

§

Cr69

§

Cr70

§

Cr64

§

Cr65

§

Cr42

§

Cr43

§

Cr52

§

Cr53

§

Cr44

§

Cr45

§

Cr46

§

Cr47

§

Cr48

§

Cr49

§

Cr50

§

Cr51

§

Mn69

§

Mn68

§

Mn71

§

Mn70

§

Mn73

§

Mn72

§

Mn65

§

Mn67

§

Mn66

§

Mn54

§

Mn47

§

Mn46

§

Mn49

§

Mn48

§

Mn51

§

Mn50

§

Mn50m

§

Mn53

§

Mn52

§

Mn52m

§

Mn58

§

Mn58m

§

Mn57

§

Mn60

§

Mn60m

§

Mn59

§

Mn62

§

Mn62m

§

Mn61

§

Mn64

§

Mn63

§

Mn56

§

Mn55

§

Mn44

§

Fe60

§

Fe59

§

Fe62

§

Fe61

§

Fe64

§

Fe63

§

Fe65

§

Fe65m

§

Fe56

§

Fe58

§

Fe57

§

Fe71

§

Fe70

§

Fe73

§

Fe72

§

Fe75

§

Fe74

§

Fe67

§

Fe66

§

Fe69

§

Fe68

§

Fe45

§

Fe49

§

Fe48

§

Fe51

§

Fe50

§

Fe53

§

Fe53m

§

Fe52

§

Fe52m

§

Fe55

§

Fe54

§

Fe47

§

Fe46

§

Fe76

§

Co74

§

Co75

§

Co72

§

Co72m

§

Co72m1

§

Co73

§

Co76

§

Co76m

§

Co67

§

Co67m

§

Co70

§

Co70m

§

Co71

§

Co68

§

Co68m

§

Co69

§

Co69m

§

Co77

§

Co78

§

Co52

§

Co52m

§

Co53

§

Co53m

§

Co50

§

Co51

§

Co56

§

Co54

§

Co54m

§

Co55

§

Co63

§

Co64

§

Co64m

§

Co61

§

Co62

§

Co62m

§

Co65

§

Co66

§

Co59

§

Co60

§

Co60m

§

Co57

§

Co58

§

Co58m

§

Ni79

§

Ni80

§

Ni78

§

Ni81

§

Ni82

§

Ni65

§

Ni66

§

Ni63

§

Ni64

§

Ni67

§

Ni58

§

Ni61

§

Ni62

§

Ni59

§

Ni60

§

Ni76

§

Ni77

§

Ni74

§

Ni75

§

Ni68

§

Ni69

§

Ni69m

§

Ni72

§

Ni73

§

Ni70

§

Ni71

§

Ni71m

§

Ni54

§

Ni55

§

Ni52

§

Ni53

§

Ni56

§

Ni57

§

Ni50

§

Ni51

§

Ni48

§

Ni49

§

Cu57

§

Cu56

§

Cu55

§

Cu54

§

Cu58

§

Cu53

§

Cu68

§

Cu68m

§

Cu67

§

Cu66

§

Cu65

§

Cu60

§

Cu59

§

Cu64

§

Cu63

§

Cu62

§

Cu61

§

Cu78

§

Cu77

§

Cu76

§

Cu71

§

Cu70

§

Cu70m

§

Cu70m1

§

Cu69

§

Cu75

§

Cu74

§

Cu73

§

Cu72

§

Cu82

§

Cu81

§

Cu80

§

Cu79

§

Cu83

§

Zn58

§

Zn57

§

Zn59

§

Zn54

§

Zn56

§

Zn55

§

Zn83

§

Zn82

§

Zn85

§

Zn84

§

Zn81

§

Zn80

§

Zn72

§

Zn71

§

Zn71m

§

Zn74

§

Zn73

§

Zn70

§

Zn79

§

Zn79m

§

Zn76

§

Zn75

§

Zn78

§

Zn77

§

Zn77m

§

Zn61

§

Zn60

§

Zn63

§

Zn62

§

Zn69

§

Zn69m

§

Zn68

§

Zn65

§

Zn64

§

Zn67

§

Zn66

§

Ga85

§

Ga84

§

Ga87

§

Ga86

§

Ga81

§

Ga83

§

Ga82

§

Ga74

§

Ga74m

§

Ga73

§

Ga76

§

Ga75

§

Ga72

§

Ga71

§

Ga78

§

Ga77

§

Ga80

§

Ga80m

§

Ga79

§

Ga63

§

Ga62

§

Ga65

§

Ga64

§

Ga61

§

Ga70

§

Ga67

§

Ga66

§

Ga69

§

Ga68

§

Ga60

§

Ga59

§

Ge77

§

Ge77m

§

Ge78

§

Ge75

§

Ge75m

§

Ge76

§

Ge73

§

Ge73m

§

Ge74

§

Ge72

§

Ge81

§

Ge81m

§

Ge79

§

Ge79m

§

Ge80

§

Ge66

§

Ge67

§

Ge64

§

Ge65

§

Ge62

§

Ge63

§

Ge70

§

Ge71

§

Ge68

§

Ge69

§

Ge61

§

Ge59

§

Ge60

§

Ge88

§

Ge89

§

Ge86

§

Ge87

§

Ge84

§

Ge85

§

Ge82

§

Ge83

§

Ge90

§

As83

§

As90

§

As91

§

As88

§

As89

§

As86

§

As87

§

As84

§

As85

§

As92

§

As79

§

As80

§

As77

§

As78

§

As75

§

As76

§

As73

§

As74

§

As81

§

As82

§

As82m

§

As68

§

As69

§

As66

§

As67

§

As64

§

As65

§

As63

§

As72

§

As70

§

As71

§

Se95

§

Se94

§

Se84

§

Se85

§

Se92

§

Se93

§

Se90

§

Se91

§

Se88

§

Se89

§

Se86

§

Se87

§

Se74

§

Se81

§

Se81m

§

Se82

§

Se79

§

Se79m

§

Se80

§

Se77

§

Se77m

§

Se78

§

Se75

§

Se76

§

Se83

§

Se83m

§

Se70

§

Se71

§

Se68

§

Se69

§

Se66

§

Se67

§

Se64

§

Se65

§

Se72

§

Se73

§

Se73m

§

Se63

§

Br98

§

Br97

§

Br96

§

Br95

§

Br87

§

Br86

§

Br85

§

Br94

§

Br93

§

Br92

§

Br91

§

Br90

§

Br89

§

Br88

§

Br76

§

Br76m

§

Br75

§

Br84

§

Br84m

§

Br83

§

Br82

§

Br82m

§

Br81

§

Br80

§

Br80m

§

Br79

§

Br79m

§

Br78

§

Br77

§

Br77m

§

Br73

§

Br72

§

Br72m

§

Br71

§

Br70

§

Br70m

§

Br69

§

Br68

§

Br74

§

Br74m

§

Kr100

§

Kr99

§

Kr98

§

Kr97

§

Kr96

§

Kr101

§

Kr89

§

Kr88

§

Kr87

§

Kr86

§

Kr95

§

Kr94

§

Kr93

§

Kr92

§

Kr91

§

Kr90

§

Kr78

§

Kr77

§

Kr76

§

Kr85

§

Kr85m

§

Kr84

§

Kr83

§

Kr83m

§

Kr82

§

Kr81

§

Kr81m

§

Kr80

§

Kr79

§

Kr79m

§

Kr67

§

Kr75

§

Kr74

§

Kr73

§

Kr72

§

Kr71

§

Kr70

§

Kr69

§

Kr68

§

Rb92

§

Rb93

§

Rb94

§

Rb95

§

Rb96

§

Rb87

§

Rb88

§

Rb89

§

Rb90

§

Rb90m

§

Rb91

§

Rb81

§

Rb81m

§

Rb82

§

Rb82m

§

Rb83

§

Rb84

§

Rb84m

§

Rb85

§

Rb86

§

Rb86m

§

Rb77

§

Rb78

§

Rb78m

§

Rb79

§

Rb80

§

Rb72

§

Rb73

§

Rb74

§

Rb75

§

Rb76

§

Rb103

§

Rb104

§

Rb97

§

Rb98

§

Rb98m

§

Rb99

§

Rb100

§

Rb101

§

Rb102

§

Sr105

§

Sr106

§

Sr107

§

Sr98

§

Sr99

§

Sr100

§

Sr101

§

Sr102

§

Sr103

§

Sr104

§

Sr94

§

Sr95

§

Sr96

§

Sr97

§

Sr88

§

Sr89

§

Sr90

§

Sr91

§

Sr92

§

Sr93

§

Sr83

§

Sr83m

§

Sr84

§

Sr85

§

Sr85m

§

Sr86

§

Sr87

§

Sr87m

§

Sr78

§

Sr79

§

Sr80

§

Sr81

§

Sr82

§

Sr73

§

Sr74

§

Sr75

§

Sr76

§

Sr77

§

Y108

§

Y107

§

Y100

§

Y100m

§

Y99

§

Y102

§

Y102m

§

Y101

§

Y104

§

Y103

§

Y106

§

Y105

§

Y109

§

Y97

§

Y97m

§

Y97m1

§

Y96

§

Y96m

§

Y98

§

Y98m

§

Y89

§

Y89m

§

Y91

§

Y91m

§

Y90

§

Y90m

§

Y93

§

Y93m

§

Y92

§

Y95

§

Y94

§

Y86

§

Y86m

§

Y85

§

Y85m

§

Y88

§

Y87

§

Y87m

§

Y80

§

Y80m

§

Y79

§

Y82

§

Y81

§

Y84

§

Y84m

§

Y83

§

Y83m

§

Y77

§

Y76

§

Y78

§

Y78m

§

Zr109

§

Zr108

§

Zr107

§

Zr106

§

Zr101

§

Zr100

§

Zr105

§

Zr104

§

Zr103

§

Zr102

§

Zr98

§

Zr97

§

Zr96

§

Zr95

§

Zr99

§

Zr90

§

Zr90m

§

Zr94

§

Zr93

§

Zr92

§

Zr91

§

Zr87

§

Zr87m

§

Zr86

§

Zr85

§

Zr85m

§

Zr84

§

Zr89

§

Zr89m

§

Zr88

§

Zr83

§

Zr82

§

Zr81

§

Zr80

§

Zr79

§

Zr78

§

Zr77

§

Zr112

§

Zr111

§

Zr110

§

Zr113

§

Nb114

§

Nb113

§

Nb112

§

Nb111

§

Nb116

§

Nb115

§

Nb110

§

Nb110m

§

Nb109

§

Nb108

§

Nb103

§

Nb102

§

Nb102m

§

Nb101

§

Nb107

§

Nb106

§

Nb105

§

Nb104

§

Nb104m

§

Nb100

§

Nb100m

§

Nb99

§

Nb99m

§

Nb98

§

Nb98m

§

Nb97

§

Nb97m

§

Nb92

§

Nb92m

§

Nb91

§

Nb91m

§

Nb96

§

Nb95

§

Nb95m

§

Nb94

§

Nb94m

§

Nb93

§

Nb93m

§

Nb89

§

Nb89m

§

Nb88

§

Nb88m

§

Nb87

§

Nb87m

§

Nb86

§

Nb90

§

Nb90m

§

Nb81

§

Nb85

§

Nb85m

§

Nb84

§

Nb83

§

Nb82

§

Mo112

§

Mo117

§

Mo118

§

Mo119

§

Mo113

§

Mo114

§

Mo115

§

Mo116

§

Mo110

§

Mo111

§

Mo111m

§

Mo106

§

Mo107

§

Mo108

§

Mo109

§

Mo102

§

Mo103

§

Mo104

§

Mo105

§

Mo99

§

Mo100

§

Mo101

§

Mo95

§

Mo96

§

Mo97

§

Mo98

§

Mo92

§

Mo93

§

Mo93m

§

Mo94

§

Mo88

§

Mo89

§

Mo89m

§

Mo90

§

Mo91

§

Mo91m

§

Mo84

§

Mo85

§

Mo86

§

Mo87

§

Mo87m

§

Mo82

§

Mo83

§

Mo81

§

Tc101

§

Tc102

§

Tc102m

§

Tc97

§

Tc97m

§

Tc98

§

Tc99

§

Tc99m

§

Tc100

§

Tc93

§

Tc93m

§

Tc94

§

Tc94m

§

Tc95

§

Tc95m

§

Tc96

§

Tc96m

§

Tc90

§

Tc90m

§

Tc91

§

Tc91m

§

Tc92

§

Tc86

§

Tc87

§

Tc88

§

Tc88m

§

Tc89

§

Tc89m

§

Tc85

§

Tc113

§

Tc114

§

Tc114m

§

Tc119

§

Tc120

§

Tc121

§

Tc122

§

Tc115

§

Tc116

§

Tc117

§

Tc118

§

Tc112

§

Tc103

§

Tc108

§

Tc109

§

Tc110

§

Tc111

§

Tc104

§

Tc105

§

Tc106

§

Tc107

§

Ru125

§

Ru124

§

Ru114

§

Ru116

§

Ru115

§

Ru122

§

Ru121

§

Ru123

§

Ru118

§

Ru117

§

Ru120

§

Ru119

§

Ru105

§

Ru104

§

Ru111

§

Ru110

§

Ru113

§

Ru113m

§

Ru112

§

Ru107

§

Ru106

§

Ru109

§

Ru108

§

Ru103

§

Ru94

§

Ru100

§

Ru99

§

Ru102

§

Ru101

§

Ru96

§

Ru95

§

Ru98

§

Ru97

§

Ru93

§

Ru93m

§

Ru92

§

Ru89

§

Ru88

§

Ru91

§

Ru91m

§

Ru90

§

Ru85

§

Ru87

§

Ru86

§

Rh127

§

Rh126

§

Rh128

§

Rh125

§

Rh116

§

Rh116m

§

Rh115

§

Rh118

§

Rh118m

§

Rh117

§

Rh124

§

Rh123

§

Rh120

§

Rh119

§

Rh122

§

Rh121

§

Rh105

§

Rh105m

§

Rh107

§

Rh106

§

Rh106m

§

Rh113

§

Rh112

§

Rh112m

§

Rh114

§

Rh114m

§

Rh109

§

Rh108

§

Rh108m

§

Rh111

§

Rh110

§

Rh110m

§

Rh96

§

Rh96m

§

Rh95

§

Rh95m

§

Rh102

§

Rh102m

§

Rh101

§

Rh101m

§

Rh104

§

Rh104m

§

Rh103

§

Rh103m

§

Rh98

§

Rh98m

§

Rh97

§

Rh97m

§

Rh100

§

Rh100m

§

Rh99

§

Rh99m

§

Rh94

§

Rh94m

§

Rh91

§

Rh91m

§

Rh90

§

Rh90m

§

Rh93

§

Rh93m

§

Rh92

§

Rh92m

§

Rh89

§

Pd129

§

Pd128

§

Pd131

§

Pd130

§

Pd127

§

Pd126

§

Pd126m

§

Pd118

§

Pd117

§

Pd120

§

Pd119

§

Pd119m

§

Pd116

§

Pd125

§

Pd122

§

Pd121

§

Pd124

§

Pd123

§

Pd123m

§

Pd107

§

Pd107m

§

Pd106

§

Pd109

§

Pd109m

§

Pd108

§

Pd115

§

Pd115m

§

Pd114

§

Pd111

§

Pd111m

§

Pd110

§

Pd113

§

Pd113m

§

Pd112

§

Pd96

§

Pd98

§

Pd97

§

Pd104

§

Pd103

§

Pd105

§

Pd100

§

Pd99

§

Pd102

§

Pd101

§

Pd93

§

Pd92

§

Pd95

§

Pd95m

§

Pd95m1

§

Pd94

§

Pd91

§

Pd90

§

Ag132

§

Ag130

§

Ag131

§

Ag128

§

Ag129

§

Ag129m

§

Ag127

§

Ag127m

§

Ag121

§

Ag122

§

Ag122m

§

Ag119

§

Ag119m

§

Ag120

§

Ag120m

§

Ag120m1

§

Ag117

§

Ag117m

§

Ag118

§

Ag118m

§

Ag125

§

Ag125m

§

Ag126

§

Ag126m

§

Ag123

§

Ag124

§

Ag124m

§

Ag110

§

Ag110m

§

Ag111

§

Ag111m

§

Ag108

§

Ag108m

§

Ag109

§

Ag109m

§

Ag107

§

Ag107m

§

Ag116

§

Ag116m

§

Ag116m1

§

Ag114

§

Ag115

§

Ag115m

§

Ag112

§

Ag113

§

Ag113m

§

Ag99

§

Ag99m

§

Ag100

§

Ag100m

§

Ag97

§

Ag98

§

Ag105

§

Ag105m

§

Ag106

§

Ag106m

§

Ag103

§

Ag103m

§

Ag104

§

Ag104m

§

Ag101

§

Ag101m

§

Ag102

§

Ag102m

§

Ag96

§

Ag96m

§

Ag94

§

Ag94m

§

Ag94m1

§

Ag95

§

Ag92

§

Ag93

§

Cd112

§

Cd113

§

Cd113m

§

Cd110

§

Cd111

§

Cd111m

§

Cd108

§

Cd109

§

Cd116

§

Cd117

§

Cd117m

§

Cd114

§

Cd115

§

Cd115m

§

Cd101

§

Cd102

§

Cd99

§

Cd100

§

Cd98

§

Cd107

§

Cd105

§

Cd106

§

Cd103

§

Cd104

§

Cd96

§

Cd96m

§

Cd97

§

Cd97m

§

Cd97m1

§

Cd94

§

Cd95

§

Cd134

§

Cd132

§

Cd133

§

Cd130

§

Cd131

§

Cd128

§

Cd129

§

Cd129m

§

Cd123

§

Cd123m

§

Cd124

§

Cd121

§

Cd121m

§

Cd122

§

Cd119

§

Cd119m

§

Cd120

§

Cd118

§

Cd127

§

Cd127m

§

Cd125

§

Cd125m

§

Cd126

§

In137

§

In136

§

In135

§

In134

§

In133

§

In133m

§

In132

§

In131

§

In131m

§

In131m1

§

In130

§

In130m

§

In130m1

§

In129

§

In129m

§

In129m1

§

In129m2

§

In126

§

In126m

§

In125

§

In125m

§

In124

§

In124m

§

In123

§

In123m

§

In122

§

In122m

§

In122m1

§

In121

§

In121m

§

In120

§

In120m

§

In120m1

§

In119

§

In119m

§

In128

§

In128m

§

In128m1

§

In127

§

In127m

§

In127m1

§

In115

§

In115m

§

In114

§

In114m

§

In113

§

In113m

§

In112

§

In112m

§

In111

§

In111m

§

In110

§

In110m

§

In109

§

In109m

§

In109m1

§

In118

§

In118m

§

In118m1

§

In117

§

In117m

§

In116

§

In116m

§

In116m1

§

In104

§

In104m

§

In103

§

In103m

§

In102

§

In101

§

In101m

§

In100

§

In99

§

In108

§

In108m

§

In107

§

In107m

§

In106

§

In106m

§

In105

§

In105m

§

In98

§

In98m

§

In97

§

In96

§

Sn99

§

Sn101

§

Sn100

§

Sn103

§

Sn102

§

Sn105

§

Sn104

§

Sn107

§

Sn106

§

Sn109

§

Sn108

§

Sn110

§

Sn112

§

Sn111

§

Sn114

§

Sn113

§

Sn113m

§

Sn116

§

Sn115

§

Sn118

§

Sn117

§

Sn117m

§

Sn119

§

Sn119m

§

Sn121

§

Sn121m

§

Sn120

§

Sn123

§

Sn123m

§

Sn122

§

Sn125

§

Sn125m

§

Sn124

§

Sn127

§

Sn127m

§

Sn126

§

Sn129

§

Sn129m

§

Sn128

§

Sn128m

§

Sn130

§

Sn130m

§

Sn132

§

Sn131

§

Sn131m

§

Sn134

§

Sn133

§

Sn136

§

Sn135

§

Sn138

§

Sn137

§

Sn139

§

Sn140

§

Sb105

§

Sb104

§

Sb107

§

Sb106

§

Sb109

§

Sb108

§

Sb110

§

Sb112

§

Sb111

§

Sb114

§

Sb113

§

Sb116

§

Sb116m

§

Sb115

§

Sb118

§

Sb118m

§

Sb117

§

Sb120

§

Sb120m

§

Sb119

§

Sb119m

§

Sb121

§

Sb123

§

Sb122

§

Sb122m

§

Sb125

§

Sb124

§

Sb124m

§

Sb124m1

§

Sb127

§

Sb126

§

Sb126m

§

Sb126m1

§

Sb129

§

Sb129m

§

Sb128

§

Sb128m

§

Sb130

§

Sb130m

§

Sb132

§

Sb132m

§

Sb131

§

Sb134

§

Sb134m

§

Sb133

§

Sb136

§

Sb135

§

Sb138

§

Sb137

§

Sb140

§

Sb139

§

Sb141

§

Sb142

§

Te106

§

Te107

§

Te104

§

Te105

§

Te110

§

Te111

§

Te108

§

Te109

§

Te113

§

Te114

§

Te112

§

Te117

§

Te117m

§

Te118

§

Te115

§

Te115m

§

Te116

§

Te121

§

Te121m

§

Te119

§

Te119m

§

Te120

§

Te124

§

Te125

§

Te125m

§

Te122

§

Te123

§

Te123m

§

Te128

§

Te129

§

Te129m

§

Te126

§

Te127

§

Te127m

§

Te130

§

Te131

§

Te131m

§

Te131m1

§

Te132

§

Te135

§

Te136

§

Te133

§

Te133m

§

Te134

§

Te139

§

Te140

§

Te137

§

Te138

§

Te141

§

Te142

§

Te143

§

Te144

§

Te145

§

I108

§

I109

§

I112

§

I110

§

I111

§

I115

§

I116

§

I113

§

I114

§

I114m

§

I119

§

I120

§

I120m

§

I117

§

I118

§

I118m

§

I121

§

I122

§

I123

§

I126

§

I127

§

I124

§

I125

§

I130

§

I130m

§

I131

§

I128

§

I129

§

I132

§

I132m

§

I133

§

I133m

§

I134

§

I134m

§

I137

§

I138

§

I135

§

I136

§

I136m

§

I141

§

I142

§

I139

§

I140

§

I140m

§

I140m1

§

I144

§

I145

§

I143

§

I146

§

I147

§

Xe125

§

Xe125m

§

Xe124

§

Xe129

§

Xe129m

§

Xe128

§

Xe127

§

Xe127m

§

Xe126

§

Xe133

§

Xe133m

§

Xe132

§

Xe131

§

Xe131m

§

Xe130

§

Xe136

§

Xe135

§

Xe135m

§

Xe134

§

Xe134m

§

Xe140

§

Xe139

§

Xe138

§

Xe137

§

Xe143

§

Xe142

§

Xe141

§

Xe147

§

Xe146

§

Xe145

§

Xe144

§

Xe150

§

Xe149

§

Xe148

§

Xe111

§

Xe110

§

Xe109

§

Xe108

§

Xe113

§

Xe112

§

Xe114

§

Xe118

§

Xe117

§

Xe116

§

Xe115

§

Xe122

§

Xe121

§

Xe120

§

Xe119

§

Xe123

§

Cs113

§

Cs112

§

Cs114

§

Cs116

§

Cs116m

§

Cs115

§

Cs120

§

Cs120m

§

Cs119

§

Cs119m

§

Cs118

§

Cs118m

§

Cs117

§

Cs117m

§

Cs124

§

Cs124m

§

Cs123

§

Cs123m

§

Cs122

§

Cs122m

§

Cs122m1

§

Cs121

§

Cs121m

§

Cs127

§

Cs126

§

Cs125

§

Cs131

§

Cs130

§

Cs130m

§

Cs129

§

Cs128

§

Cs134

§

Cs134m

§

Cs133

§

Cs132

§

Cs138

§

Cs138m

§

Cs137

§

Cs136

§

Cs136m

§

Cs135

§

Cs135m

§

Cs142

§

Cs141

§

Cs140

§

Cs139

§

Cs144

§

Cs143

§

Cs145

§

Cs149

§

Cs148

§

Cs147

§

Cs146

§

Cs152

§

Cs151

§

Cs150

§

Ba148

§

Ba149

§

Ba150

§

Ba151

§

Ba146

§

Ba147

§

Ba152

§

Ba153

§

Ba154

§

Ba114

§

Ba115

§

Ba116

§

Ba117

§

Ba118

§

Ba123

§

Ba124

§

Ba125

§

Ba119

§

Ba120

§

Ba121

§

Ba122

§

Ba126

§

Ba127

§

Ba127m

§

Ba128

§

Ba129

§

Ba129m

§

Ba134

§

Ba135

§

Ba135m

§

Ba130

§

Ba131

§

Ba131m

§

Ba132

§

Ba133

§

Ba133m

§

Ba137

§

Ba137m

§

Ba138

§

Ba139

§

Ba140

§

Ba136

§

Ba136m

§

Ba145

§

Ba141

§

Ba142

§

Ba143

§

Ba144

§

La117

§

La120

§

La125

§

La125m

§

La126

§

La126m

§

La121

§

La122

§

La123

§

La124

§

La124m

§

La128

§

La128m

§

La129

§

La129m

§

La130

§

La131

§

La127

§

La127m

§

La136

§

La136m

§

La132

§

La132m

§

La133

§

La134

§

La135

§

La139

§

La140

§

La141

§

La142

§

La137

§

La138

§

La143

§

La144

§

La145

§

La146

§

La146m

§

La150

§

La151

§

La152

§

La153

§

La147

§

La148

§

La149

§

La154

§

La155

§

La156

§

La157

§

Ce158

§

Ce121

§

Ce122

§

Ce127

§

Ce127m

§

Ce123

§

Ce124

§

Ce125

§

Ce125m

§

Ce126

§

Ce130

§

Ce131

§

Ce131m

§

Ce132

§

Ce133

§

Ce133m

§

Ce128

§

Ce129

§

Ce134

§

Ce135

§

Ce135m

§

Ce136

§

Ce137

§

Ce137m

§

Ce141

§

Ce142

§

Ce143

§

Ce144

§

Ce138

§

Ce138m

§

Ce139

§

Ce139m

§

Ce140

§

Ce145

§

Ce146

§

Ce147

§

Ce152

§

Ce153

§

Ce154

§

Ce155

§

Ce148

§

Ce149

§

Ce150

§

Ce151

§

Ce156

§

Ce157

§

Pr159

§

Pr160

§

Pr161

§

Pr144

§

Pr144m

§

Pr143

§

Pr146

§

Pr145

§

Pr140

§

Pr139

§

Pr142

§

Pr142m

§

Pr141

§

Pr148

§

Pr148m

§

Pr147

§

Pr149

§

Pr155

§

Pr154

§

Pr157

§

Pr156

§

Pr151

§

Pr150

§

Pr153

§

Pr152

§

Pr158

§

Pr121

§

Pr124

§

Pr126

§

Pr125

§

Pr128

§

Pr127

§

Pr133

§

Pr133m

§

Pr132

§

Pr135

§

Pr134

§

Pr134m

§

Pr129

§

Pr131

§

Pr131m

§

Pr130

§

Pr130m

§

Pr137

§

Pr136

§

Pr138

§

Pr138m

§

Nd163

§

Nd161

§

Nd162

§

Nd160

§

Nd134

§

Nd133

§

Nd133m

§

Nd132

§

Nd131

§

Nd130

§

Nd139

§

Nd139m

§

Nd138

§

Nd137

§

Nd137m

§

Nd136

§

Nd135

§

Nd135m

§

Nd145

§

Nd144

§

Nd143

§

Nd142

§

Nd141

§

Nd141m

§

Nd140

§

Nd149

§

Nd148

§

Nd147

§

Nd146

§

Nd156

§

Nd155

§

Nd154

§

Nd153

§

Nd152

§

Nd151

§

Nd150

§

Nd159

§

Nd158

§

Nd157

§

Nd129

§

Nd129m

§

Nd128

§

Nd127

§

Nd126

§

Nd125

§

Pm130

§

Pm129

§

Pm128

§

Pm136

§

Pm136m

§

Pm135

§

Pm135m

§

Pm134

§

Pm134m

§

Pm133

§

Pm133m

§

Pm132

§

Pm131

§

Pm140

§

Pm140m

§

Pm139

§

Pm139m

§

Pm138

§

Pm137

§

Pm137m

§

Pm147

§

Pm146

§

Pm145

§

Pm144

§

Pm143

§

Pm142

§

Pm141

§

Pm150

§

Pm149

§

Pm148

§

Pm148m

§

Pm158

§

Pm157

§

Pm156

§

Pm156m

§

Pm155

§

Pm154

§

Pm154m

§

Pm153

§

Pm152

§

Pm152m

§

Pm152m1

§

Pm151

§

Pm160

§

Pm160m

§

Pm159

§

Pm165

§

Pm161

§

Pm162

§

Pm163

§

Pm164

§

Sm129

§

Sm130

§

Sm131

§

Sm139

§

Sm139m

§

Sm140

§

Sm141

§

Sm141m

§

Sm132

§

Sm133

§

Sm133m

§

Sm134

§

Sm135

§

Sm136

§

Sm137

§

Sm138

§

Sm150

§

Sm151

§

Sm142

§

Sm143

§

Sm143m

§

Sm144

§

Sm145

§

Sm146

§

Sm147

§

Sm148

§

Sm149

§

Sm164

§

Sm163

§

Sm162

§

Sm168

§

Sm167

§

Sm166

§

Sm165

§

Sm161

§

Sm152

§

Sm153

§

Sm154

§

Sm155

§

Sm156

§

Sm157

§

Sm158

§

Sm159

§

Sm160

§

Eu170

§

Eu169

§

Eu164

§

Eu163

§

Eu166

§

Eu165

§

Eu168

§

Eu167

§

Eu130

§

Eu131

§

Eu132

§

Eu141

§

Eu141m

§

Eu142

§

Eu142m

§

Eu134

§

Eu135

§

Eu136

§

Eu136m

§

Eu137

§

Eu138

§

Eu139

§

Eu140

§

Eu140m

§

Eu152

§

Eu152m

§

Eu152m1

§

Eu143

§

Eu144

§

Eu145

§

Eu146

§

Eu147

§

Eu148

§

Eu149

§

Eu150

§

Eu150m

§

Eu151

§

Eu153

§

Eu154

§

Eu154m

§

Eu155

§

Eu156

§

Eu157

§

Eu158

§

Eu159

§

Eu160

§

Eu160m

§

Eu161

§

Eu162

§

Eu162m

§

Gd143

§

Gd143m

§

Gd134

§

Gd136

§

Gd135

§

Gd138

§

Gd137

§

Gd140

§

Gd139

§

Gd139m

§

Gd142

§

Gd141

§

Gd141m

§

Gd145

§

Gd145m

§

Gd144

§

Gd147

§

Gd146

§

Gd149

§

Gd148

§

Gd151

§

Gd150

§

Gd153

§

Gd152

§

Gd154

§

Gd156

§

Gd155

§

Gd158

§

Gd157

§

Gd160

§

Gd159

§

Gd162

§

Gd161

§

Gd163

§

Gd163m

§

Gd168

§

Gd167

§

Gd166

§

Gd165

§

Gd164

§

Gd172

§

Gd171

§

Gd170

§

Gd169

§

Tb166

§

Tb165

§

Tb168

§

Tb167

§

Tb174

§

Tb173

§

Tb170

§

Tb169

§

Tb172

§

Tb171

§

Tb145

§

Tb147

§

Tb147m

§

Tb146

§

Tb146m

§

Tb149

§

Tb149m

§

Tb148

§

Tb148m

§

Tb151

§

Tb151m

§

Tb150

§

Tb150m

§

Tb153

§

Tb152

§

Tb152m

§

Tb154

§

Tb154m

§

Tb154m1

§

Tb156

§

Tb156m

§

Tb156m1

§

Tb155

§

Tb158

§

Tb158m

§

Tb157

§

Tb160

§

Tb159

§

Tb162

§

Tb162m

§

Tb161

§

Tb164

§

Tb164m

§

Tb163

§

Tb135

§

Tb138

§

Tb140

§

Tb139

§

Tb142

§

Tb142m

§

Tb141

§

Tb144

§

Tb144m

§

Tb143

§

Tb143m

§

Dy141

§

Dy142

§

Dy139

§

Dy140

§

Dy145

§

Dy145m

§

Dy143

§

Dy143m

§

Dy144

§

Dy148

§

Dy149

§

Dy149m

§

Dy146

§

Dy146m

§

Dy147

§

Dy147m

§

Dy152

§

Dy153

§

Dy150

§

Dy151

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Dy154

§

Dy155

§

Dy156

§

Dy159

§

Dy160

§

Dy157

§

Dy158

§

Dy163

§

Dy164

§

Dy161

§

Dy162

§

Dy165

§

Dy165m

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Dy176

§

Dy168

§

Dy167

§

Dy166

§

Dy172

§

Dy172m

§

Dy171

§

Dy170

§

Dy169

§

Dy175

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Dy174

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Dy173

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Ho140

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Ho143

§

Ho144

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Ho141

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Ho142

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Ho145

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Ho146

§

Ho147

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Ho150

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Ho150m

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Ho151

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Ho151m

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Ho148

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Ho148m

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Ho149

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Ho149m

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Ho154

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Ho154m

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Ho155

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Ho152

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Ho153

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Ho153m

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Ho156

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Ho156m

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Ho156m1

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Ho157

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Ho158

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Ho158m

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Ho158m1

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Ho161

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Ho161m

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Ho162

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Ho162m

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Ho159

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Ho159m

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Ho160

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Ho160m

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Ho160m1

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Ho165

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Ho166

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Ho166m

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Ho163

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Ho163m

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Ho164

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Ho164m

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Ho168

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Ho168m

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Ho167

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Ho170

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Ho170m

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Ho169

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Ho172

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Ho171

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Ho174

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Ho173

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Ho176

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Ho175

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Ho177

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Ho178

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Er176

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Er175

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Er174

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Er174m

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Er173

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Er172

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Er171

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Er170

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Er169

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Er168

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Er177

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Er180

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Er179

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Er178

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Er146

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Er145

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Er144

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Er143

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Er147

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Er147m

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Er149

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Er148

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Er153

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Er152

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Er151

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Er150

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Er156

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Er155

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Er154

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Er160

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Er159

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Er158

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Er164

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Er163

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Er162

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Er161

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Er167

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Er167m

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Er166

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Er165

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Tm144

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Tm148

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Tm147

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Tm146m

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Tm146m1

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Tm145

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Tm151

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Tm151m

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Tm150

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Tm149

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Tm155

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Tm154

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Tm153

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Tm152m

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Tm158

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Tm157

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Tm156

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Tm162

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Tm162m

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Tm161

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Tm161m

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Tm160

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Tm160m

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Tm159

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Tm166

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Tm166m

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Tm165

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Tm164

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Tm164m

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Tm163

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Tm168

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Tm167

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Tm178

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Tm177

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Tm177m

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Tm174

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Tm174m

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Tm173

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Tm176

§

Tm175

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Tm170

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Tm169

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Tm172

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Tm171

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Tm181

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Tm180

§

Tm179

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Yb149

§

Yb159

§

Yb156

§

Yb155

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Yb158

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Yb157

§

Yb152

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Yb151

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Yb151m

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Yb154

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Yb153

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Yb150

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Yb167

§

Yb166

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Yb169

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Yb169m

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Yb168

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Yb163

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Yb162

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Yb165

§

Yb164

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Yb161

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Yb160

§

Yb171

§

Yb170

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Yb182

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Yb181

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Yb180

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Yb175

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Yb174

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Yb173

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Yb172

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Yb179

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Yb178

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Yb177

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Yb177m

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Yb176

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Yb176m

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Yb185

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Yb184

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Yb183

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Lu173

§

Lu172

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Lu172m

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Lu175

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Lu174

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Lu174m

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Lu177

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Lu177m

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Lu176

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Lu176m

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Lu179

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Lu178

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Lu178m

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Lu180

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Lu182

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Lu181

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Lu171

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Lu171m

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Lu184

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Lu183

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Lu186

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Lu185

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Lu188

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Lu187

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Lu158

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Lu157

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Lu157m

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Lu160

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Lu160m

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Lu159

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Lu154

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Lu154m

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Lu153

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Lu156

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Lu156m

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Lu155

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Lu155m

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Lu152

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Lu151

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Lu151m

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Lu169

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Lu169m

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Lu168

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Lu168m

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Lu170

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Lu170m

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Lu165

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Lu164

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Lu167

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Lu167m

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Lu166

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Lu166m

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Lu166m1

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Lu161

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Lu163

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Lu162

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Lu162m

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Lu162m1

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Lu150

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Hf161

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Hf159

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Hf160

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Hf158

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Hf156

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Hf170

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Hf168

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Hf166

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Hf167

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Hf164

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Hf165

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Hf162

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Hf163

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Hf181

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Hf180

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Hf179

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Hf178

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Hf177

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Hf176

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Hf175

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Hf174

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Hf172

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Hf182

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Hf190

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Hf189

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Hf188

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Hf187

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Hf186

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Hf185

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Hf184

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Hf183

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Ta161

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Ta161m

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Ta162

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Ta159

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Ta159m

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Ta160

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Ta160m

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Ta157

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Ta158

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Ta155

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Ta156

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Ta170

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Ta171

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Ta168

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Ta169

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Ta166

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Ta167

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Ta164

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Ta165

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Ta163

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Ta181

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Ta180

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Ta180m

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Ta182

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Ta182m

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Ta182m1

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Ta177

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Ta176

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Ta179

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Ta178

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Ta178m

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Ta178m1

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Ta173

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Ta175

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Ta174

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Ta194

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Ta193

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Ta192

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Ta191

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Ta188

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Ta188m

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Ta187

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Ta187m

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Ta187m1

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Ta190

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Ta189

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Ta184

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Ta183

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Ta186

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Ta186m

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Ta186m1

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Ta185

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W191

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W192

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W193

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W187

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W188

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W189

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W190

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W184

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W185

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W185m

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W186

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W194

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W195

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W196

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W197

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W180

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W181

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W182

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W183

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W183m

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W176

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W177

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W178

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W179

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W179m

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W174

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W175

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W163

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W162

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W161

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W160

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W159

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W158

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W157

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W173

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W172

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W171

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W170

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W169

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W168

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W167

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W166

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W165

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W164

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Re193

§

Re194

§

Re194m

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Re194m1

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Re191

§

Re192

§

Re185

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Re186

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Re186m

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Re189

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Re190

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Re190m

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Re187

§

Re188

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Re188m

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Re196

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Re197

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Re195

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Re198

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Re199

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Re182

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Re182m

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Re183

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Re180

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Re181

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Re184

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Re184m

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Re175

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Re178

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Re179

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Re176

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Re177

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Re164

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Re164m

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Re163

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Re163m

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Re162

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Re162m

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Re161

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Re161m

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Re160

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Re159

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Re174

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Re173

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Re172

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Re171

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Re170

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Re169

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Re168

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Re167

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Os166

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Os167

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Os168

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Os169

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Os170

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Os171

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Os172

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Os173

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Os174

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Os175

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Os161

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Os162

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Os163

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Os164

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Os165

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Os202

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Os203

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Os196

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Os197

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Os198

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Os199

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Os200

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Os201

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Os191

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Os191m

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Os192

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Os192m

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Os193

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Os194

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Os195

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Os195m

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Os186

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Os187

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Os188

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Os189

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Os190

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Os180

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Os181

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Os182

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Os183

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Os183m

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Os184

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Os185

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Os176

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Os177

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Os178

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Os179

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Ir200

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Ir201

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Ir198

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Ir199

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Ir197

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Ir197m

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Ir204

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Ir205

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Ir202

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Ir203

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Ir189

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Ir190

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Ir190m

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Ir190m1

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Ir187

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Ir187m

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Ir188

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Ir195

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Ir195m

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Ir196

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Ir196m

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Ir193

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Ir193m

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Ir194

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Ir194m

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Ir191

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Ir191m

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Ir191m1

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Ir192

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Ir192m

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Ir192m1

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Ir178

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Ir179

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Ir177

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Ir186

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Ir186m

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Ir184

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Ir185

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Ir182

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Ir183

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Ir180

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Ir181

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Ir167

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Ir167m

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Ir168

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Ir168m

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Ir169

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Ir169m

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Ir170

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Ir170m

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Ir171

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Ir171m

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Ir172

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Ir172m

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Ir173

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Ir173m

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Ir174

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Ir174m

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Ir175

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Ir175m

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Ir176

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Ir164

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Ir165

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Ir165m

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Ir166

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Ir166m

§

Pt208

§

Pt178

§

Pt179

§

Pt184

§

Pt185

§

Pt185m

§

Pt186

§

Pt187

§

Pt180

§

Pt181

§

Pt182

§

Pt183

§

Pt183m

§

Pt188

§

Pt189

§

Pt190

§

Pt195

§

Pt195m

§

Pt196

§

Pt197

§

Pt197m

§

Pt191

§

Pt192

§

Pt193

§

Pt193m

§

Pt194

§

Pt198

§

Pt199

§

Pt199m

§

Pt200

§

Pt201

§

Pt206

§

Pt207

§

Pt202

§

Pt203

§

Pt203m

§

Pt204

§

Pt205

§

Pt166

§

Pt165

§

Pt167

§

Pt169

§

Pt168

§

Pt171

§

Pt170

§

Pt173

§

Pt172

§

Pt175

§

Pt174

§

Pt177

§

Pt176

§

Au171

§

Au171m

§

Au170

§

Au170m

§

Au173

§

Au173m

§

Au172

§

Au172m

§

Au175

§

Au175m

§

Au174

§

Au174m

§

Au177

§

Au177m

§

Au176

§

Au176m

§

Au178

§

Au178m

§

Au188

§

Au179

§

Au182

§

Au183

§

Au180

§

Au181

§

Au186

§

Au187

§

Au187m

§

Au184

§

Au184m

§

Au185

§

Au185m

§

Au189

§

Au189m

§

Au190

§

Au190m

§

Au193

§

Au193m

§

Au194

§

Au194m

§

Au194m1

§

Au191

§

Au191m

§

Au192

§

Au192m

§

Au197

§

Au197m

§

Au198

§

Au198m

§

Au195

§

Au195m

§

Au196

§

Au196m

§

Au196m1

§

Au200

§

Au200m

§

Au201

§

Au199

§

Au204

§

Au205

§

Au205m

§

Au202

§

Au203

§

Au208

§

Au206

§

Au207

§

Au209

§

Au210

§

Hg170

§

Hg174

§

Hg173

§

Hg172

§

Hg171

§

Hg178

§

Hg177

§

Hg176

§

Hg175

§

Hg179

§

Hg183

§

Hg184

§

Hg185

§

Hg185m

§

Hg186

§

Hg187

§

Hg187m

§

Hg188

§

Hg189

§

Hg189m

§

Hg190

§

Hg191

§

Hg191m

§

Hg192

§

Hg193

§

Hg193m

§

Hg194

§

Hg195

§

Hg195m

§

Hg196

§

Hg197

§

Hg197m

§

Hg198

§

Hg199

§

Hg199m

§

Hg200

§

Hg201

§

Hg202

§

Hg203

§

Hg204

§

Hg180

§

Hg181

§

Hg182

§

Hg205

§

Hg206

§

Hg207

§

Hg208

§

Hg209

§

Hg210

§

Hg211

§

Hg212

§

Hg213

§

Hg214

§

Hg215

§

Hg216

§

Tl192

§

Tl192m

§

Tl193

§

Tl193m

§

Tl191

§

Tl191m

§

Tl189

§

Tl189m

§

Tl190

§

Tl190m

§

Tl187

§

Tl187m

§

Tl188

§

Tl188m

§

Tl185

§

Tl185m

§

Tl186

§

Tl186m

§

Tl186m1

§

Tl183

§

Tl184

§

Tl184m

§

Tl184m1

§

Tl203

§

Tl204

§

Tl201

§

Tl202

§

Tl200

§

Tl198

§

Tl198m

§

Tl199

§

Tl196

§

Tl196m

§

Tl197

§

Tl197m

§

Tl194

§

Tl194m

§

Tl195

§

Tl195m

§

Tl181

§

Tl182

§

Tl182m

§

Tl214

§

Tl215

§

Tl212

§

Tl213

§

Tl211

§

Tl209

§

Tl210

§

Tl207

§

Tl207m

§

Tl208

§

Tl205

§

Tl206

§

Tl206m

§

Tl216

§

Tl217

§

Tl176

§

Tl177

§

Tl178

§

Tl179

§

Tl180

§

Pb178

§

Pb179

§

Pb180

§

Pb181

§

Pb198

§

Pb199

§

Pb199m

§

Pb200

§

Pb201

§

Pb201m

§

Pb194

§

Pb195

§

Pb195m

§

Pb196

§

Pb197

§

Pb197m

§

Pb202

§

Pb202m

§

Pb203

§

Pb203m

§

Pb203m1

§

Pb204

§

Pb204m

§

Pb187

§

Pb187m

§

Pb188

§

Pb189

§

Pb189m

§

Pb190

§

Pb183

§

Pb183m

§

Pb184

§

Pb185

§

Pb185m

§

Pb186

§

Pb191

§

Pb191m

§

Pb192

§

Pb193

§

Pb193m

§

Pb182

§

Pb220

§

Pb216

§

Pb217

§

Pb218

§

Pb219

§

Pb209

§

Pb210

§

Pb211

§

Pb205

§

Pb206

§

Pb207

§

Pb207m

§

Pb208

§

Pb212

§

Pb213

§

Pb214

§

Pb215

§

Bi203

§

Bi203m

§

Bi204

§

Bi196

§

Bi196m

§

Bi196m1

§

Bi197

§

Bi197m

§

Bi194

§

Bi194m

§

Bi194m1

§

Bi195

§

Bi195m

§

Bi200

§

Bi200m

§

Bi200m1

§

Bi201

§

Bi201m

§

Bi198

§

Bi198m

§

Bi198m1

§

Bi199

§

Bi199m

§

Bi202

§

Bi193

§

Bi193m

§

Bi185

§

Bi186

§

Bi184

§

Bi189

§

Bi190

§

Bi190m

§

Bi187

§

Bi188

§

Bi188m

§

Bi191

§

Bi191m

§

Bi192

§

Bi192m

§

Bi223

§

Bi224

§

Bi218

§

Bi219

§

Bi216

§

Bi216m

§

Bi217

§

Bi222

§

Bi220

§

Bi221

§

Bi214

§

Bi214m

§

Bi215

§

Bi215m

§

Bi213

§

Bi207

§

Bi208

§

Bi205

§

Bi206

§

Bi211

§

Bi212

§

Bi212m

§

Bi212m1

§

Bi209

§

Bi210

§

Bi210m

§

Po205

§

Po206

§

Po207

§

Po207m

§

Po208

§

Po209

§

Po210

§

Po211

§

Po211m

§

Po212

§

Po212m

§

Po213

§

Po214

§

Po215

§

Po216

§

Po217

§

Po218

§

Po219

§

Po220

§

Po221

§

Po222

§

Po223

§

Po224

§

Po225

§

Po226

§

Po227

§

Po186

§

Po187

§

Po188

§

Po189

§

Po190

§

Po191

§

Po192

§

Po193

§

Po193m

§

Po194

§

Po195

§

Po195m

§

Po196

§

Po197

§

Po197m

§

Po198

§

Po199

§

Po199m

§

Po200

§

Po201

§

Po201m

§

Po202

§

Po203

§

Po203m

§

Po204

§

At193

§

At194

§

At194m

§

At191

§

At192

§

At192m

§

At204

§

At204m

§

At202

§

At202m

§

At202m1

§

At203

§

At200

§

At200m

§

At200m1

§

At201

§

At198

§

At198m

§

At199

§

At199m

§

At196

§

At197

§

At197m

§

At195

§

At195m

§

At213

§

At214

§

At211

§

At212

§

At212m

§

At209

§

At210

§

At207

§

At208

§

At205

§

At206

§

At215

§

At224

§

At222

§

At223

§

At220

§

At221

§

At218

§

At219

§

At216

§

At217

§

At225

§

At226

§

At229

§

At227

§

At228

§

Rn214

§

Rn213

§

Rn215

§

Rn210

§

Rn209

§

Rn212

§

Rn211

§

Rn206

§

Rn208

§

Rn207

§

Rn226

§

Rn225

§

Rn224

§

Rn221

§

Rn220

§

Rn223

§

Rn222

§

Rn217

§

Rn216

§

Rn219

§

Rn218

§

Rn231

§

Rn228

§

Rn227

§

Rn230

§

Rn229

§

Rn195

§

Rn195m

§

Rn194

§

Rn193

§

Rn203

§

Rn203m

§

Rn202

§

Rn205

§

Rn204

§

Rn199

§

Rn199m

§

Rn198

§

Rn201

§

Rn201m

§

Rn200

§

Rn197

§

Rn196

§

Fr226

§

Fr225

§

Fr224

§

Fr219

§

Fr218

§

Fr217

§

Fr223

§

Fr222

§

Fr221

§

Fr220

§

Fr216

§

Fr215

§

Fr214

§

Fr213

§

Fr208

§

Fr207

§

Fr212

§

Fr211

§

Fr210

§

Fr209

§

Fr230

§

Fr229

§

Fr228

§

Fr227

§

Fr233

§

Fr232

§

Fr231

§

Fr205

§

Fr204

§

Fr204m

§

Fr204m1

§

Fr203

§

Fr203m

§

Fr202

§

Fr202m

§

Fr206

§

Fr206m

§

Fr206m1

§

Fr197

§

Fr201

§

Fr201m

§

Fr200

§

Fr199

§

Fr198

§

Fr198m

§

Ra225

§

Ra224

§

Ra227

§

Ra226

§

Ra219

§

Ra218

§

Ra221

§

Ra220

§

Ra223

§

Ra222

§

Ra214

§

Ra213

§

Ra216

§

Ra215

§

Ra217

§

Ra208

§

Ra210

§

Ra209

§

Ra212

§

Ra211

§

Ra228

§

Ra230

§

Ra229

§

Ra232

§

Ra231

§

Ra234

§

Ra233

§

Ra203

§

Ra202

§

Ra205

§

Ra205m

§

Ra204

§

Ra207

§

Ra206

§

Ra201

§

Ra201m

§

Ac208

§

Ac207

§

Ac206

§

Ac206m

§

Ac205

§

Ac234

§

Ac233

§

Ac232

§

Ac231

§

Ac230

§

Ac229

§

Ac236

§

Ac235

§

Ac212

§

Ac211

§

Ac210

§

Ac209

§

Ac218

§

Ac217

§

Ac216

§

Ac215

§

Ac214

§

Ac213

§

Ac223

§

Ac222

§

Ac222m

§

Ac221

§

Ac220

§

Ac219

§

Ac228

§

Ac227

§

Ac226

§

Ac225

§

Ac224

§

Th238

§

Th235

§

Th234

§

Th237

§

Th236

§

Th231

§

Th230

§

Th233

§

Th232

§

Th228

§

Th227

§

Th229

§

Th224

§

Th223

§

Th226

§

Th225

§

Th220

§

Th222

§

Th221

§

Th217

§

Th216

§

Th219

§

Th218

§

Th213

§

Th212

§

Th215

§

Th214

§

Th211

§

Th210

§

Th209

§

Th208

§

Pa211

§

Pa215

§

Pa214

§

Pa213

§

Pa212

§

Pa219

§

Pa218

§

Pa217

§

Pa216

§

Pa220

§

Pa222

§

Pa221

§

Pa226

§

Pa225

§

Pa224

§

Pa223

§

Pa230

§

Pa229

§

Pa228

§

Pa227

§

Pa233

§

Pa232

§

Pa231

§

Pa237

§

Pa236

§

Pa235

§

Pa234

§

Pa234m

§

Pa239

§

Pa238

§

U215

§

U222

§

U224

§

U223

§

U226

§

U225

§

U217

§

U216

§

U219

§

U218

§

U221

§

U233

§

U232

§

U235

§

U235m

§

U234

§

U237

§

U236

§

U228

§

U227

§

U230

§

U229

§

U231

§

U242

§

U239

§

U238

§

U241

§

U240

§

Np222

§

Np220

§

Np219

§

Np226

§

Np225

§

Np224

§

Np223

§

Np242

§

Np242m

§

Np241

§

Np240

§

Np240m

§

Np239

§

Np238

§

Np244

§

Np243

§

Np232

§

Np231

§

Np230

§

Np229

§

Np228

§

Np227

§

Np237

§

Np236

§

Np236m

§

Np235

§

Np234

§

Np233

§

Pu246

§

Pu245

§

Pu247

§

Pu244

§

Pu244m

§

Pu243

§

Pu242

§

Pu239

§

Pu238

§

Pu241

§

Pu240

§

Pu235

§

Pu234

§

Pu237

§

Pu237m

§

Pu236

§

Pu232

§

Pu231

§

Pu233

§

Pu228

§

Pu230

§

Pu229

§

Am230

§

Am229

§

Am234

§

Am233

§

Am232

§

Am237

§

Am236

§

Am236m

§

Am235

§

Am241

§

Am240

§

Am239

§

Am238

§

Am244

§

Am244m

§

Am243

§

Am242

§

Am242m

§

Am247

§

Am246

§

Am246m

§

Am245

§

Am223

§

Cm237

§

Cm236

§

Cm234

§

Cm233

§

Cm235

§

Cm246

§

Cm246m

§

Cm248

§

Cm247

§

Cm239

§

Cm238

§

Cm241

§

Cm240

§

Cm243

§

Cm242

§

Cm245

§

Cm244

§

Cm250

§

Cm249

§

Cm251

§

Bk238

§

Bk239

§

Bk240

§

Bk241

§

Bk242

§

Bk243

§

Bk244

§

Bk245

§

Bk246

§

Bk247

§

Bk248

§

Bk248m

§

Bk233

§

Bk234

§

Bk236

§

Bk237

§

Bk249

§

Bk250

§

Bk251

§

Bk252

§

Bk253

§

Cf246

§

Cf247

§

Cf244

§

Cf245

§

Cf242

§

Cf243

§

Cf240

§

Cf241

§

Cf238

§

Cf239

§

Cf248

§

Cf237

§

Cf255

§

Cf256

§

Cf253

§

Cf254

§

Cf251

§

Cf252

§

Cf249

§

Cf250

§

Es246

§

Es247

§

Es248

§

Es242

§

Es243

§

Es244

§

Es245

§

Es240

§

Es241

§

Es257

§

Es253

§

Es254

§

Es254m

§

Es255

§

Es256

§

Es256m

§

Es249

§

Es250

§

Es250m

§

Es251

§

Es252

§

Fm241

§

Fm245

§

Fm244

§

Fm243

§

Fm242

§

Fm249

§

Fm248

§

Fm247

§

Fm247m

§

Fm246

§

Fm252

§

Fm251

§

Fm250

§

Fm250m

§

Fm256

§

Fm255

§

Fm254

§

Fm253

§

Fm259

§

Fm258

§

Fm257

§

Md252

§

Md251

§

Md251m

§

Md254

§

Md254m

§

Md253

§

Md256

§

Md255

§

Md258

§

Md258m

§

Md257

§

Md260

§

Md259

§

Md245

§

Md244

§

Md247

§

Md247m

§

Md246

§

Md246m

§

Md249

§

Md249m

§

Md248

§

Md250

§

Md250m

§

No260

§

No259

§

No258

§

No257

§

No256

§

No255

§

No254

§

No254m

§

No253

§

No252

§

No252m

§

No262

§

No251

§

No251m

§

No250

§

No249

§

Lr262

§

Lr261

§

Lr258

§

Lr257

§

Lr257m

§

Lr260

§

Lr259

§

Lr254

§

Lr254m

§

Lr253

§

Lr253m

§

Lr256

§

Lr255

§

Lr255m

§

Lr264

§

Lr266

§

Lr251

§

Lr251m

§

Lr252

§

Rf267

§

Rf265

§

Rf260

§

Rf259

§

Rf258

§

Rf257

§

Rf257m

§

Rf263

§

Rf262

§

Rf261

§

Rf261m

§

Rf256

§

Rf255

§

Rf254

§

Rf253

§

Db268

§

Db270

§

Db267

§

Db266

§

Db258

§

Db258m

§

Db257

§

Db257m

§

Db260

§

Db259

§

Db262

§

Db261

§

Db263

§

Db256

§

Db255

§

Db255m

§

Sg264

§

Sg263

§

Sg263m

§

Sg262

§

Sg261

§

Sg260

§

Sg259

§

Sg259m

§

Sg258

§

Sg265

§

Sg265m

§

Sg267

§

Sg266

§

Sg271

§

Sg269

§

Bh278

§

Bh262

§

Bh262m

§

Bh261

§

Bh264

§

Bh260

§

Bh267

§

Bh272

§

Bh274

§

Bh271

§

Bh270

§

Bh266

§

Bh265

§

Hs267

§

Hs267m

§

Hs266

§

Hs266m

§

Hs265

§

Hs271

§

Hs270

§

Hs269

§

Hs268

§

Hs275

§

Hs273

§

Hs264

§

Hs263

§

Hs277

§

Mt277

§

Mt276

§

Mt276m

§

Mt278

§

Mt270

§

Mt275

§

Mt274

§

Mt266

§

Mt268

§

Ds267

§

Ds269

§

Ds281

§

Ds280

§

Ds282

§

Ds270

§

Ds277

§

Ds273

§

Ds271

§

Ds271m

§

Ds279

§

Ds279m

§

Rg286

§

Rg282

§

Rg281

§

Rg278

§

Rg274

§

Rg272

§

Rg279

§

Rg280

§

Cn277

§

Cn281

§

Cn286

§

Cn282

§

Cn283

§

Cn284

§

Cn285

§

Nh278

§

Nh282

§

Nh284

§

Nh285

§

Nh283

§

Nh286

§

Nh290

§

Fl284

§

Fl285

§

Fl286

§

Fl287

§

Fl288

§

Fl289

§

Fl290

§

Mc290

§

Mc288

§

Mc289

§

Mc287

§

Lv290

§

Lv291

§

Lv292

§

Lv293

§

Ts293

§

Ts294

§

Og294

§

Ru103m

§

Na24m

§

Na36

§

K32

§

K33

§

K34

§

Rb71

§

Cs125m

§

Cs144m

§

Fr214m

§

Fr218m

§

Be5

§

Mg39

§

Ba130m

§

Ra203m

§

Ra207m

§

Ra213m

§

Ca34

§

Xe132m

§

Rn197m

§

Br67

§

At196m

§

O27

§

Po191m

§

Po205m1

§

Po205m

§

As60

§

As61

§

As62

§

Sb103

§

Bi184m

§

Bi186m

§

Bi187m

§

Bi189m

§

Bi204m1

§

Bi204m

§

Bi208m

§

P24

§

N25

§

Zn61m1

§

Zn61m

§

Zn73m1

§

Zn73m

§

Cu52

§

Cu76m

§

Co49

§

V40

§

V41

§

Mn45

§

V46m

§

Ti38

§

Sc36

§

Sc37

§

Sc38

§

Y88m

§

Y88m1

§

Nb90m1

§

Tc86m

§

Tc117m

§

Pd117m

§

Ag95m

§

Ag95m1

§

Ag95m2

§

Ag114m

§

Ta157m

§

Ta157m1

§

Ta158m

§

Ta176m

§

Ta176m1

§

Ta179m

§

Ta179m1

§

Ta185m

§

W180m

§

W186m

§

W190m

§

Re183m

§

Ir164m

§

Ir188m

§

Ir189m

§

Ir189m1

§

Ir194m1

§

Pt184m

§

Au169

§

Au192m1

§

Hg205m

§

La117m

§

La118

§

La119

§

Ce119

§

Ce120

§

Ce132m

§

Pr122

§

Pr123

§

Nd124

§

Pm126

§

Pm127

§

Pm138m

§

Pm142m

§

Sm128

§

Sm143m1

§

Sm153m

§

Eu133

§

Eu136m1

§

Gd155m

§

Tb136

§

Tb137

§

Tb141m

§

Tb145m

§

Tb146m1

§

Dy138

§

Dy157m

§

Ho148m1

§

Ho155m

§

Er157m

§

Yb148

§

Yb171m

§

Yb175m

§

Lu153m

§

Lu155m1

§

Lu161m

§

Lu177m1

§

Lu179m

§

Lu180m

§

B6

§

Ga56

§

Ga57

§

Ga58

§

In114m1

§

Tl179m

§

Tl181m

§

Tl183m

§

Tl188m1

§

Tl198m1

§

Tl199m

§

Tl200m

§

Tl201m

§

Ac208m

§

Ac216m

§

Pa217m

§

Pa240

§

U220

§

Am231

§

Am242m1

§

Am248

§

Am249

§

Cm244m

§

Bk235

§

Bk254

§

Es247m

§

Es258

§

Fm260

§

Md245m

§

Md261

§

No261

§

Lr263

§

C21

§

Ge58

§

Pb181m

§

Pb205m

§

Rf264

§

Db264

§

Db265

§

Bh263

§

Bh269

§

Hs265m

§

Mt265

§

Mt266m

§

Mt267

§

Mt269

§

Mt271

§

Mt273

§

Ds268

§

Ds270m

§

Ds272

Implementations§

Source§

impl Nuclide

Source

pub fn get_mass_yield_66( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=66

Source

pub fn get_mass_yield_67( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=67

Source

pub fn get_mass_yield_68( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=68

Source

pub fn get_mass_yield_69( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=69 after this no more vanadium

Source

pub fn get_mass_yield_70( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=70

Source

pub fn get_mass_yield_71( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=71

Source

pub fn get_mass_yield_72( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=72

Source

pub fn get_mass_yield_73( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=73

Source

pub fn get_mass_yield_74( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=74

Source

pub fn get_mass_yield_75( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=75

Source

pub fn get_mass_yield_76( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=76

Source

pub fn get_mass_yield_77( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=77

Source

pub fn get_mass_yield_78( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=78

Source

pub fn get_mass_yield_79( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=79

Source

pub fn get_mass_yield_80( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=80

Source

pub fn get_mass_yield_81( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=81

Source

pub fn get_mass_yield_82( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=82

Source

pub fn get_mass_yield_83( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=83

Source

pub fn get_mass_yield_84( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=84

Source

pub fn get_mass_yield_85( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=85

Source

pub fn get_mass_yield_86( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=86

Source

pub fn get_mass_yield_87( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=87

Source

pub fn get_mass_yield_88( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=88

Source

pub fn get_mass_yield_89( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=89

Source

pub fn get_mass_yield_90( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=90

Source

pub fn get_mass_yield_91( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=91

Source

pub fn get_mass_yield_92( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=92

Source

pub fn get_mass_yield_93( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=93

Source

pub fn get_mass_yield_94( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=94

Source

pub fn get_mass_yield_95( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=95

Source

pub fn get_mass_yield_96( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=96

Source

pub fn get_mass_yield_97( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=97

Source

pub fn get_mass_yield_98( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=98

Source

pub fn get_mass_yield_99( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=99

Source

pub fn get_mass_yield_100( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=100

Source§

impl Nuclide

Source

pub fn get_mass_yield_101( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=101

Source

pub fn get_mass_yield_102( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=102

Source

pub fn get_mass_yield_103( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=103

Source

pub fn get_mass_yield_104( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=104

Source

pub fn get_mass_yield_105( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=105

Source

pub fn get_mass_yield_106( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=106

Source

pub fn get_mass_yield_107( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=107

Source

pub fn get_mass_yield_108( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=108

Source

pub fn get_mass_yield_109( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=109

Source

pub fn get_mass_yield_110( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=110

Source

pub fn get_mass_yield_111( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=111

Source

pub fn get_mass_yield_112( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=112

Source

pub fn get_mass_yield_113( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=113

Source

pub fn get_mass_yield_114( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=114

Source

pub fn get_mass_yield_115( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=115

Source

pub fn get_mass_yield_116( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=116

Source

pub fn get_mass_yield_117( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=117

Source

pub fn get_mass_yield_118( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=118

Source

pub fn get_mass_yield_119( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=119

Source

pub fn get_mass_yield_120( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=120

Source

pub fn get_mass_yield_121( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=121

Source

pub fn get_mass_yield_122( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=122

Source

pub fn get_mass_yield_123( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=123

Source

pub fn get_mass_yield_124( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=124

Source

pub fn get_mass_yield_125( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=125

Source

pub fn get_mass_yield_126( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=126

Source

pub fn get_mass_yield_127( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=127

Source

pub fn get_mass_yield_128( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=128

Source

pub fn get_mass_yield_129( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=129

Source

pub fn get_mass_yield_130( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=130

Source

pub fn get_mass_yield_131( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=131

Source

pub fn get_mass_yield_132( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=132

Source

pub fn get_mass_yield_133( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=133

Source

pub fn get_mass_yield_134( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=134

Source

pub fn get_mass_yield_135( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=135

Source§

impl Nuclide

Source

pub fn get_mass_yield_136( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=136

Source

pub fn get_mass_yield_137( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=137

Source

pub fn get_mass_yield_138( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=138

Source

pub fn get_mass_yield_139( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=139

Source

pub fn get_mass_yield_140( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=140

Source

pub fn get_mass_yield_141( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=141

Source

pub fn get_mass_yield_142( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=142

Source

pub fn get_mass_yield_143( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=143

Source

pub fn get_mass_yield_144( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=144

Source

pub fn get_mass_yield_145( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=145

Source

pub fn get_mass_yield_146( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=146

Source

pub fn get_mass_yield_147( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=147

Source

pub fn get_mass_yield_148( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=148

Source

pub fn get_mass_yield_149( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=149

Source

pub fn get_mass_yield_150( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=150

Source

pub fn get_mass_yield_151( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=151

Source

pub fn get_mass_yield_152( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=152

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pub fn get_mass_yield_153( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=153

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pub fn get_mass_yield_154( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=154

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pub fn get_mass_yield_155( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=155

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pub fn get_mass_yield_156( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=156

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pub fn get_mass_yield_157( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=157

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pub fn get_mass_yield_158( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=158

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pub fn get_mass_yield_159( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=159

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pub fn get_mass_yield_160( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=160

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pub fn get_mass_yield_161( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=161

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pub fn get_mass_yield_162( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=162

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pub fn get_mass_yield_163( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=163

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pub fn get_mass_yield_164( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=164

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pub fn get_mass_yield_165( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=165

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pub fn get_mass_yield_166( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=166

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pub fn get_mass_yield_167( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=167

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pub fn get_mass_yield_168( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=168

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pub fn get_mass_yield_169( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=169

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pub fn get_mass_yield_170( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=170

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pub fn get_mass_yield_171( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=171

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pub fn get_mass_yield_172( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> f64

gets mass yield for A=172

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impl Nuclide

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pub fn get_mass_yield_vector( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> Vec<(u32, f64)>

generates a fission yield vector for all nuclides with mass 66 to 172 assuming neutron comes in to cause fission

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impl Nuclide

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pub fn get_mass_distribution_vector( &self, neutron_energy: Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>, ) -> Vec<(u32, f64)>

generates a mass distribution vector for said nuclide

the vector will be in a tuple form,

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impl Nuclide

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pub fn get_mass_excess( &self, ) -> Quantity<dyn Dimension<N = Z0, I = Z0, Kind = dyn Kind, M = PInt<UInt<UTerm, B1>>, T = NInt<UInt<UInt<UTerm, B1>, B0>>, J = Z0, Th = Z0, L = PInt<UInt<UInt<UTerm, B1>, B0>>>, dyn Units<f64, mass = kilogram, time = second, electric_current = ampere, luminous_intensity = candela, amount_of_substance = mole, thermodynamic_temperature = kelvin, length = meter>, f64>

returns the proton number and nucleon number for the given nuclide

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impl Nuclide

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pub fn get_z_a(&self) -> (u32, u32)

returns the proton number and nucleon number for the given nuclide

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pub fn get_zaid_number(&self) -> u32

the zaid number is just a naming convention for the isotopes this is 1000*z + a

excited states have the different zaid identifier as the ground state

for excited state, the formula is

ZAID = z * 1000 + a + s * 400 https://mcnp.lanl.gov/pdf_files/TechReport_2023_LANL_LA-UR-23-30559_Kleedtke.pdf this is mcnp convention

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impl Nuclide

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pub fn try_get_nuclide_from_zaid(zaid: u32) -> Option<Nuclide>

converts a zaid code to a nuclide not all numbers will match though!

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pub fn try_get_nuclide_from_z_a_and_energy_state( z: u32, a: u32, excited_state: ExcitationState, ) -> Option<Nuclide>

get nuclide from (z,a) and excited state

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pub fn try_get_nuclide_from_z_a_and_ground_state( z: u32, a: u32, ) -> Option<Nuclide>

get nuclide from (z,a) and assume ground state

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impl Nuclide

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pub fn get_exicted_state(&self) -> ExcitationState

gets excited state for nuclide ground, m (1st excited state) m1 (2nd excited state, sometimes denoted n in the fission yield database in JANIS) m2 (3rd excited state)

Trait Implementations§

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impl Clone for Nuclide

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fn clone(&self) -> Nuclide

Returns a duplicate of the value. Read more
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fn clone_from(&mut self, source: &Self)

Performs copy-assignment from source. Read more
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impl Debug for Nuclide

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fn fmt(&self, f: &mut Formatter<'_>) -> Result<(), Error>

Formats the value using the given formatter. Read more
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impl FromStr for Nuclide

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type Err = ParseError

The associated error which can be returned from parsing.
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fn from_str(s: &str) -> Result<Nuclide, <Nuclide as FromStr>::Err>

Parses a string s to return a value of this type. Read more
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impl PartialEq for Nuclide

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fn eq(&self, other: &Nuclide) -> bool

Tests for self and other values to be equal, and is used by ==.
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fn ne(&self, other: &Rhs) -> bool

Tests for !=. The default implementation is almost always sufficient, and should not be overridden without very good reason.
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impl TryFrom<&str> for Nuclide

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type Error = ParseError

The type returned in the event of a conversion error.
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fn try_from(s: &str) -> Result<Nuclide, <Nuclide as TryFrom<&str>>::Error>

Performs the conversion.
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impl Copy for Nuclide

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impl Eq for Nuclide

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impl StructuralPartialEq for Nuclide

Auto Trait Implementations§

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impl<T> Any for T
where T: 'static + ?Sized,

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fn type_id(&self) -> TypeId

Gets the TypeId of self. Read more
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impl<T> Borrow<T> for T
where T: ?Sized,

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fn borrow(&self) -> &T

Immutably borrows from an owned value. Read more
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impl<T> BorrowMut<T> for T
where T: ?Sized,

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fn borrow_mut(&mut self) -> &mut T

Mutably borrows from an owned value. Read more
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impl<T> CloneToUninit for T
where T: Clone,

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unsafe fn clone_to_uninit(&self, dest: *mut u8)

🔬This is a nightly-only experimental API. (clone_to_uninit)
Performs copy-assignment from self to dest. Read more
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impl<T> From<T> for T

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fn from(t: T) -> T

Returns the argument unchanged.

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impl<T, U> Into<U> for T
where U: From<T>,

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fn into(self) -> U

Calls U::from(self).

That is, this conversion is whatever the implementation of From<T> for U chooses to do.

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impl<T> Same for T

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type Output = T

Should always be Self
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impl<T> ToOwned for T
where T: Clone,

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type Owned = T

The resulting type after obtaining ownership.
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fn to_owned(&self) -> T

Creates owned data from borrowed data, usually by cloning. Read more
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fn clone_into(&self, target: &mut T)

Uses borrowed data to replace owned data, usually by cloning. Read more
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impl<T, U> TryFrom<U> for T
where U: Into<T>,

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type Error = Infallible

The type returned in the event of a conversion error.
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fn try_from(value: U) -> Result<T, <T as TryFrom<U>>::Error>

Performs the conversion.
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impl<T, U> TryInto<U> for T
where U: TryFrom<T>,

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type Error = <U as TryFrom<T>>::Error

The type returned in the event of a conversion error.
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fn try_into(self) -> Result<U, <U as TryFrom<T>>::Error>

Performs the conversion.