特性X線 および 吸収端エネルギー (keV)

Last update:

International Tables for Crystallography (2006). Vol. C. ch. 4.2, pp. 209-211
https://onlinelibrary.wiley.com/iucr/itc/Cb/ch4o2v0001/table4o2o2o4/
https://onlinelibrary.wiley.com/iucr/itc/Cb/ch4o2v0001/table4o2o2o5/
をもとにして、単位をエネルギーに変換

T/E: Theoretical or Experimental

\(K\alpha_2\) \(K\alpha_1\) \(K\beta_3\) \(K\beta_1\) \(K\beta^{II}_2\) \(K\beta^I_2\) \(K abs. edge\) \(L\alpha_2\) \(L\alpha_1\) \(L\beta_1\) \(L\beta_2\) \(L_I\ abs. edge\)\(L_{II}\ abs.
edge\)
\(L_{III}\ abs. edge\)
\(\rm_{1}H\)T
E
\(\rm_{2}He\)T
E
\(\rm_{3}Li\)T
E0.0544
\(\rm_{4}Be\)T
E0.1085
\(\rm_{5}B\)T
E0.1833
\(\rm_{6}C\)T
E0.277
\(\rm_{7}N\)T
E0.3924
\(\rm_{8}O\)T
E0.5249
\(\rm_{9}F\)T
E0.677250(36)
\(\rm_{10}Ne\)T0.84909(54)0.84917(54)0.87073(15)
E0.84861(25)0.84861(25)0.85789(43)0.85789(43)0.8669005(90)
\(\rm_{11}Na\)T1.04177(51)1.04194(51)1.08015(15)
E1.04098(11)1.04098(11)1.07112(27)1.07112(27)1.07167(13)
\(\rm_{12}Mg\)T1.25414(49)1.25439(49)1.31229(13)
E1.253438(12)1.253688(11)1.30220(41)1.30220(41)1.303404(20)
\(\rm_{13}Al\)T1.48712(48)1.48753(46)1.56128(96)1.56956(13)
E1.486295(10)1.486708(10)1.55757(58)1.55757(58)1.559893(14)
\(\rm_{14}Si\)T1.73967(46)1.74116(46)1.84180(71)1.85026(12)
E1.739394(34)1.739985(19)1.83596(40)1.83596(40)1.84005(40)
\(\rm_{15}P\)T2.01316(45)2.01473(45)2.14379(59)2.14083(99)2.15423(12)
E2.01270(49)2.01368(49)2.1391(11)2.1391(11)2.14353(55)
\(\rm_{16}S\)T2.30703(42)2.30879(42)2.46971(59)2.46754(73)2.48171(11)
E2.306700(38)2.307885(33)2.46407(14)2.470503(73)
\(\rm_{17}Cl\)T2.62127(44)2.62367(42)2.81904(63)2.81758(49)2.83277(11)
E2.620846(39)2.622440(39)2.81560(28)2.81560(28)2.819636(96)
\(\rm_{18}Ar\)T2.95589(43)2.95791(42)3.19131(58)3.19147(57)3.20744(11)
E2.955566(16)2.957682(16)3.19049(24)3.19049(24)3.202933(61)
\(\rm_{19}K\)T3.31197(44)3.31460(42)3.59178(71)3.59150(60)3.61622(11)
E3.3111959(60)3.3139478(49)3.58963(31)3.58963(31)3.60781(15)
\(\rm_{20}Ca\)T3.68756(42)3.69098(41)4.01432(58)4.01468(58)4.04935(11)0.43849(49)0.35040(39)0.346611(65)
E3.688129(48)3.691720(48)4.01276(38)4.01276(38)4.03811(19)0.34126(28)0.34126(28)0.34497(28)0.35292(15)0.34934(14)
\(\rm_{21}Sc\)T4.08543(44)4.09015(41)4.46116(80)4.46293(78)4.50168(11)0.40063(59)0.40535(62)0.49801(30)0.40362(22)0.39855(46)
E4.0859528(84)4.090735(18)4.46044(48)4.46044(48)4.4889(24)0.39548(55)0.39548(55)0.39969(38)
\(\rm_{22}Ti\)T4.50406(44)4.51039(42)4.93087(84)4.93446(88)4.97792(11)0.45557(61)0.46189(63)0.56104(60)0.46000(23)0.453980(59)
E4.5049204(93)4.5108993(93)4.931828(58)4.931828(58)4.96458(14)0.45217(49)0.45217(49)0.45835(50)0.45432(24)0.45432(24)
\(\rm_{23}V\)T4.94359(45)4.95178(41)5.42441(87)5.43000(95)5.47828(11)0.51354(63)0.52173(65)0.62685(60)0.51972(19)0.51220(21)
E4.944672(59)4.952217(59)5.427320(71)5.427320(71)5.463758(50)0.51128(92)0.51128(92)0.5192(12)
\(\rm_{24}Cr\)T5.40406(44)5.41387(42)5.94073(91)5.94711(99)5.99566(11)0.57294(63)0.57694(29)0.58274(65)0.69638(58)0.58356(49)0.57435(13)
E5.4055387(70)5.4148048(70)5.946823(11)5.946823(11)5.989016(40)0.5729(11)0.5729(11)0.58291(41)0.7424(66)0.6926(58)0.5990(43)
\(\rm_{25}Mn\)T5.88621(44)5.89811(42)6.48538(94)6.4927(10)6.55212(12)0.63942(65)0.64045(69)0.65131(68)0.76947(90)0.64988(19)0.63889(14)
E5.8876863(83)5.8988014(84)6.490585(13)6.490585(13)6.537667(19)0.63745(49)0.63745(49)0.6488(10)
\(\rm_{26}Fe\)T6.38952(46)6.40312(42)7.0532(10)7.0599(10)7.12586(12)0.70747(68)0.70836(68)0.72109(71)0.8486(19)0.71980(38)0.70686(14)
E6.3910267(98)6.4040066(99)7.058175(16)7.058175(16)7.110747(19)0.7049(12)0.7049(12)0.71833(62)0.72074(31)0.70746(29)
\(\rm_{27}Co\)T6.91409(46)6.92963(42)7.6455(10)7.6515(11)7.72426(12)0.77870(68)0.77953(73)0.79426(71)0.92526(59)0.79340(71)0.77836(21)
E6.9155384(38)6.9303784(38)7.649445(14)7.649445(14)7.708777(20)0.77625(43)0.77625(43)0.79142(60)0.79384(37)0.77903(36)
\(\rm_{28}Ni\)T7.45998(44)7.47772(43)8.2624(10)8.2676(11)8.34742(13)0.85318(70)0.85389(70)0.87092(73)1.0084(10)0.8700(14)0.85273(33)
E7.4610348(44)7.4782526(45)8.264775(16)8.264775(16)8.331487(20)0.85147(25)0.85147(25)0.86877(54)0.87054(45)0.85358(43)
\(\rm_{29}Cu\)T8.02838(48)8.04811(44)8.9040(10)8.9068(11)8.98796(14)0.92935(69)0.92970(76)0.94912(72)1.0980(15)0.9526(10)0.93267(44)
E8.0278421(25)8.0478232(26)8.905413(38)8.905413(38)8.980476(20)0.92968(30)0.92968(30)0.94984(32)0.95268(10)0.93304(10)
\(\rm_{30}Zn\)T8.61622(50)8.63910(44)9.5708(12)9.5736(11)9.66854(15)1.01188(74)1.01221(74)1.03476(80)1.1966(13)1.04494(58)1.0218(11)
E8.615823(71)8.638906(72)9.57203(22)9.57203(22)9.65805(22)9.65805(22)9.660756(30)1.01177(36)1.01177(36)1.03465(37)0.9493(10)1.04520(13)1.02203(12)
\(\rm_{31}Ga\)T9.22510(49)9.25190(44)10.2618(11)10.2658(11)10.37050(21)10.37776(15)1.09802(74)1.09859(75)1.12482(79)1.3026(15)1.14362(30)1.11657(29)
E9.224836(27)9.251675(66)10.26028(63)10.26419(28)10.36642(26)10.36642(26)10.3681(13)1.09796(14)1.09796(14)1.12476(30)1.3028(10)1.14501(78)1.11695(15)
\(\rm_{32}Ge\)T9.85567(50)9.88667(45)10.9794(12)10.9840(12)11.10584(36)11.11383(15)1.18792(77)1.18866(77)1.21891(82)1.4129(19)1.24808(33)1.21733(54)
E9.85542(10)9.88652(10)10.9781(12)10.98219(29)11.10097(29)11.10097(29)11.10375(73)1.18801(13)1.18801(13)1.21849(17)1.41323(24)1.24932(18)1.21706(17)
\(\rm_{33}As\)T10.50784(50)10.54348(46)11.7216(12)11.7272(12)11.86793(63)11.86638(22)11.87673(18)1.28157(79)1.28242(79)1.31722(82)1.5322(24)1.35974(25)1.32392(40)
E10.50750(15)10.5432680(80)11.71986(84)11.72574(36)11.86433(49)11.86433(49)11.8643(17)1.28202(15)1.28202(15)1.31699(16)1.52933(28)1.35872(22)1.32361(21)
\(\rm_{34}Se\)T11.18183(52)11.22254(47)12.4903(12)12.4965(11)12.65638(73)12.65512(33)12.66673(19)1.37892(79)1.37987(79)1.41964(84)1.6536(28)1.4742(10)1.43424(12)
E11.18153(31)11.22252(12)12.48973(99)12.49603(66)12.65229(95)12.65229(95)12.65461(19)1.37911(11)1.37911(11)1.41924(12)1.65244(33)1.47476(26)1.43399(24)
\(\rm_{35}Br\)T11.87769(53)11.92402(48)13.2849(12)13.2921(11)13.47151(71)13.47083(40)13.48386(19)1.47995(81)1.48103(81)1.52628(86)1.7819(35)1.59632(71)1.54998(58)
E11.87775(34)11.92435(34)13.2847(10)13.29156(42)13.46960(43)13.46960(43)13.4705(21)1.48046(13)1.48046(13)1.52592(13)1.7816(18)1.5992(15)1.5529(14)
\(\rm_{36}Kr\)T12.59558(53)12.64800(49)14.1057(12)14.1132(12)14.31343(59)14.31409(57)14.32807(19)1.58462(83)1.58588(83)1.63706(86)1.9204(12)1.73090(50)1.67907(38)
E12.595424(56)12.648002(51)14.10496(11)14.112816(80)14.3151(24)14.3151(24)14.32461(24)1.585411(26)1.585411(26)1.636876(21)1.9163(44)1.72967(36)1.67725(34)
\(\rm_{37}Rb\)T13.33575(55)13.39505(50)14.9527(12)14.9616(12)15.18560(61)15.18655(61)15.20775(22)1.69317(85)1.69461(83)1.75245(89)2.06606(37)1.8659(16)1.8062(17)
E13.33588(21)13.39549(18)14.95187(79)14.96143(54)15.18554(81)15.18554(81)15.2025(13)1.69257(10)1.694141(69)1.75218(10)2.0636(25)1.86608(42)1.80680(39)
\(\rm_{38}Sr\)T14.09802(57)14.16480(51)15.8262(12)15.8363(11)16.08567(68)16.08684(41)16.11526(23)1.80540(86)1.80709(84)1.87219(93)2.21618(63)2.00744(22)1.94048(25)
E14.09804(24)14.16520(24)15.82517(88)15.83588(60)16.08467(91)16.08467(91)16.1072(15)1.80477(11)1.806586(78)1.87174(12)2.2171(29)2.00846(48)1.94117(45)
\(\rm_{39}Y\)T14.88300(57)14.95813(52)16.7268(13)16.7384(11)17.01208(63)17.01530(49)17.04789(23)1.92107(89)1.92325(86)1.99620(93)2.37078(24)2.15347(30)2.07825(52)
E14.88293(26)14.95854(27)16.72589(99)16.73809(67)17.0156(13)17.0156(13)17.036613(49)1.92048(13)1.922563(89)1.99585(14)2.3765(33)2.15396(56)2.07954(52)
\(\rm_{40}Zr\)T15.69061(59)15.77487(54)17.6541(13)17.6675(12)17.96667(72)17.97146(54)18.00815(25)2.04035(90)2.04311(87)2.12458(94)2.53090(21)2.30570(64)2.22130(59)
E15.690646(49)15.774915(54)17.652629(75)17.666579(75)17.9703(15)17.9703(15)17.995871(80)2.04035(90)2.042489(26)2.124394(27)2.21940(17)2.5411(38)2.30535(64)2.22230(59)
\(\rm_{41}Nb\)T16.52136(61)16.61566(55)18.6088(13)18.6240(12)18.94832(89)18.95557(63)18.9901(27)2.16279(90)2.16657(87)2.25709(94)2.69546(25)2.46254(30)2.36824(44)
E16.52129(33)16.61517(33)18.6065(12)18.62268(83)18.9529(17)18.9529(17)18.982961(40)2.16302(16)2.16589(11)2.25739(18)2.36702(19)2.7100(43)2.46436(73)2.37059(67)
\(\rm_{42}Mo\)T17.37417(60)17.47911(54)19.5899(13)19.6070(11)19.9600(11)19.96715(67)20.00881(28)2.28960(93)2.29371(89)2.39453(97)2.52074(37)2.86720(26)2.62598(33)2.5211(15)
E17.37430(29)17.479373(10)19.59026(40)19.60835(40)19.96528(96)19.96528(96)20.000352(20)2.289876(50)2.293188(50)2.394830(55)2.51833(15)2.8806(49)2.62728(83)2.52354(77)
\(\rm_{43}Tc\)T18.25127(64)18.36757(57)20.5995(13)20.6187(12)20.9992(14)21.00605(78)21.05048(30)2.42024(94)2.42445(90)2.53650(98)2.67548(75)2.79445(81)2.67790(54)
E18.2510(11)18.3672(11)20.5992(20)20.6190(20)21.0054(26)21.0054(26)21.04748(53)2.42399(20)2.53681(62)3.0552(55)2.79489(94)2.67779(86)
\(\rm_{44}Ru\)T19.15065(65)19.27951(59)21.6357(13)21.6575(12)22.0711(17)22.07747(86)22.12770(31)2.55422(94)2.55907(89)2.68306(98)2.83840(84)3.2251(13)2.96745(55)2.83862(20)
E19.15049(18)19.27916(18)21.63465(15)21.65676(15)22.0743(17)22.0743(17)22.11957(59)2.554332(52)2.558579(39)2.683264(25)2.83595(19)3.2329(62)2.9661(10)2.83775(97)
\(\rm_{45}Rh\)T20.07347(68)20.21575(59)22.6998(14)22.7241(12)23.1699(20)23.17561(95)23.23023(32)2.69209(93)2.69730(93)2.8343(10)3.00371(87)3.4123(15)3.14638(43)3.00400(36)
E20.07367(19)20.21612(20)22.69884(17)22.72359(17)23.1730(12)23.1730(12)23.22199(30)2.692078(75)2.696774(76)2.834439(38)3.00127(21)3.4164(69)3.14476(59)3.00207(53)
\(\rm_{46}Pd\)T21.02061(71)21.17726(65)23.7920(13)23.8196(12)24.2971(21)24.3022(24)24.35763(35)2.83373(97)2.83899(97)2.9904(10)3.17192(81)3.60474(63)3.33066(46)3.17375(50)
E21.02014(21)21.17709(16)23.79113(18)23.81869(18)24.29940(28)24.29940(28)24.35259(20)2.833309(64)2.838638(48)2.990250(53)3.171820(47)3.6072(15)3.33035(13)3.17301(12)
\(\rm_{47}Ag\)T21.99066(70)22.16299(67)24.9128(14)24.9431(12)25.4556(28)25.4578(19)25.52371(38)2.9787(10)2.98462(93)3.1510(10)3.34785(90)3.80741(33)3.52524(26)3.35258(48)
E21.99030(10)22.162918(30)24.91155(30)24.94242(30)25.45671(30)25.45671(30)25.51559(29)2.978240(52)2.984341(31)3.150974(35)3.347842(39)3.80734(17)3.52583(15)3.35096(13)
\(\rm_{48}Cd\)T22.98447(76)23.17375(64)26.0614(14)26.0951(12)26.6441(35)26.6434(16)26.72058(40)3.1274(10)3.13408(95)3.3167(10)3.52874(97)4.01968(22)3.72853(32)3.53889(45)
E22.98405(19)23.17398(19)26.06133(38)26.09545(38)26.64407(57)26.64407(57)26.71329(20)3.126950(70)3.133756(46)3.316605(52)3.528159(59)4.01900(19)3.72801(16)3.53760(15)
\(\rm_{49}In\)T24.00231(78)24.20980(70)27.2386(14)27.2761(13)27.8607(36)27.8609(16)27.94969(44)3.2798(10)3.28731(95)3.4873(10)3.71437(92)4.23830(27)3.93871(58)3.73085(47)
E24.00203(27)24.20975(21)27.23750(24)27.27555(24)27.86118(93)27.86118(93)27.94039(30)3.279322(77)3.286982(51)3.487244(57)3.713847(48)4.23727(21)3.93932(18)3.73025(16)
\(\rm_{50}Sn\)T25.04428(80)25.27133(72)28.4447(15)28.4863(13)29.09607(81)29.1092(17)29.20979(46)3.4360(10)3.44429(95)3.6631(10)3.90532(94)4.46502(11)4.15623(78)3.92951(87)
E25.04404(23)25.27136(23)28.44443(33)28.48626(33)29.10967(82)29.10967(82)29.20039(19)3.437356(56)3.444011(42)3.662839(47)3.904893(54)4.46478(24)4.15728(20)3.92883(18)
\(\rm_{51}Sb\)T26.11073(82)26.35870(72)29.6800(15)29.7261(13)30.3870(42)30.3880(18)30.50127(48)3.5959(10)3.60510(97)3.8439(10)4.10102(90)4.69915(12)4.38122(78)4.13300(90)
E26.11078(24)26.35886(25)29.67920(29)29.72553(22)30.38984(55)30.38984(55)30.49049(20)3.595358(92)3.604755(61)3.843615(70)4.100827(59)4.69844(26)4.3819(11)4.13232(20)
\(\rm_{52}Te\)T27.20174(83)27.47207(79)30.9447(16)30.9954(13)31.6965(45)31.6986(21)31.82428(52)3.7595(10)3.76973(98)4.0299(11)4.30188(91)4.93965(98)4.61305(14)4.34235(53)
E27.20200(26)27.47257(26)30.94460(45)30.99597(34)31.70076(72)31.70076(72)31.8115(12)3.75879(14)3.76938(10)4.02963(11)4.30171(17)4.93973(29)4.61261(25)4.34188(22)
\(\rm_{53}I\)T28.31763(84)28.61196(79)32.2392(16)32.2951(14)33.0373(47)33.0418(25)33.17946(54)3.9269(10)3.9382(10)4.2212(11)4.50801(88)5.18838(80)4.85200(58)4.55712(53)
E28.31750(64)28.61232(48)32.23971(49)32.29505(49)33.0417(26)33.0417(26)33.1672(13)3.92609(11)3.93770(11)4.22076(12)4.50758(19)5.1919(16)4.8541(14)4.5588(12)
\(\rm_{54}Xe\)T29.4584(29)29.7783(28)33.5630(36)33.6247(34)34.4089(68)34.408(11)34.5665(26)4.0977(10)4.1103(10)4.4176(10)4.71889(84)5.45257(16)5.10672(19)4.78647(16)
E29.458252(49)29.77878(10)33.56321(11)33.62424(11)34.4147(42)34.4147(42)34.593(71)4.097378(29)4.110089(20)4.417668(29)5.45290(35)5.10383(31)4.78216(27)
\(\rm_{55}Cs\)T30.62487(98)30.97204(85)34.9185(16)34.9857(15)35.8132(50)35.8230(38)35.99193(61)4.2729(10)4.2866(10)4.6200(11)4.93536(92)5.7199(76)5.3592(39)5.01299(32)
E30.62540(44)30.97313(45)34.91969(58)34.98731(98)35.8217(31)35.8217(31)35.9880(15)4.27231(44)4.28649(44)4.61983(51)4.93599(58)5.7206(19)5.35817(34)5.01141(30)
\(\rm_{56}Ba\)T31.81660(97)32.19290(91)36.3040(17)36.3776(16)37.249(15)37.2629(13)37.45023(63)4.4515(10)4.4666(10)4.8278(11)5.15696(55)5.9904(43)5.62332(30)5.24672(21)
E31.816616(60)32.193264(70)36.30334(11)36.377448(80)37.2577(16)37.2577(16)37.4524(16)4.45094(11)4.46630(11)4.82758(13)5.15658(19)5.9959(21)5.62330(38)5.24703(33)
\(\rm_{57}La\)T33.03426(96)33.44164(90)37.7205(18)37.8009(16)38.717(15)38.7328(13)38.93945(67)4.6338(11)4.6504(10)5.0412(11)5.38343(56)6.27117(88)5.89511(28)5.48705(48)
E33.03439(26)33.44212(27)37.72060(67)37.80145(50)38.7303(12)38.7303(12)38.9343(90)4.63426(10)4.65102(12)5.04217(15)5.38287(22)6.2681(23)5.8891(20)5.4836(36)
\(\rm_{58}Ce\)T34.2796(10)34.72009(94)39.1727(18)39.2610(17)40.219(15)40.2375(13)40.44657(71)4.8220(11)4.8411(10)5.2625(11)5.61413(53)6.5489(24)6.16579(42)5.7245(10)
E34.27928(28)34.71999(29)39.17045(73)39.25778(37)40.2331(19)40.2331(19)40.4536(97)4.82318(33)4.84005(32)5.26293(40)5.61268(43)6.5481(25)6.1609(22)5.7241(39)
\(\rm_{59}Pr\)T35.5505(10)36.02627(98)40.6546(18)40.7509(17)41.754(15)41.7743(13)41.99412(75)5.0129(11)5.0343(10)5.4887(11)5.85008(55)6.8320(12)6.4372(12)5.96236(63)
E35.55059(30)36.02671(31)40.65327(98)40.74867(79)41.7745(42)41.7745(42)42.002(10)5.01364(89)5.03379(61)5.4889(10)5.8499(16)6.8344(27)6.4390(24)5.9633(21)
\(\rm_{60}Nd\)T36.8482(10)37.3614(10)42.1685(18)42.2736(18)43.322(15)43.3449(14)43.57527(79)5.2076(11)5.2314(10)5.7208(11)6.09097(53)7.12946(73)6.72464(58)6.21114(59)
E36.847505(79)37.360741(69)42.16624(57)42.27090(57)43.336(22)43.336(22)43.574(11)5.2077(11)5.230240(35)5.721446(50)6.09125(26)7.12950(61)6.72355(54)6.20936(46)
\(\rm_{61}Pm\)T38.1727(11)38.7256(10)43.7149(20)43.8293(18)44.923(15)44.9489(14)45.18977(87)5.4061(11)5.4325(10)5.9591(12)6.33623(58)
E38.17154(69)38.72512(71)43.7127(90)43.8255(68)44.938(24)44.938(24)45.198(12)5.4079(13)5.4326(10)5.9616(16)6.3389(28)7.4356(32)7.0141(29)6.46044(50)
\(\rm_{62}Sm\)T39.5243(11)40.1193(10)45.2940(19)45.4181(19)46.530(15)46.5882(15)46.83904(90)5.6088(12)5.6375(10)6.2039(13)6.58702(59)7.73929(57)7.31492(56)6.7188(15)
E39.523387(99)40.118484(59)45.2887(49)45.4131(49)46.576(26)46.576(26)46.849(13)5.609053(60)5.635970(33)6.204074(93)6.58717(14)7.74795(72)7.31328(64)6.71735(54)
\(\rm_{63}Eu\)T40.9035(12)41.5433(11)46.9065(21)47.0409(19)48.230(15)48.2611(15)48.52377(96)5.8150(11)5.8461(11)6.4548(12)6.84100(60)8.04752(88)7.61433(98)6.97453(62)
E40.90234(40)41.54263(41)46.9040(13)47.0384(13)48.2566(22)48.2566(22)48.5196(28)5.81659(46)5.84646(26)6.45573(57)6.84183(64)8.06076(78)7.61986(70)6.98058(58)
\(\rm_{64}Gd\)T42.3096(12)42.9968(11)48.5506(20)48.6957(21)49.9354(46)49.9697(15)50.25167(97)6.0240(11)6.0578(10)6.7111(12)7.10177(56)8.3817(14)7.9343(11)7.24664(88)
E42.30930(43)42.99672(44)48.5557(57)48.6969(57)49.9606(88)49.9606(88)50.2339(30)6.02500(87)6.05738(88)6.7134(10)7.1030(12)8.38626(85)7.93133(76)7.24321(63)
\(\rm_{65}Tb\)T43.7456(13)44.4829(12)50.2330(22)50.3890(22)51.6782(45)51.7140(16)51.9995(10)6.2398(11)6.2749(11)6.9771(12)7.36349(61)8.7138(60)8.2549(43)7.5131(20)
E43.74462(46)44.48275(47)50.2298(61)50.3829(61)51.725(64)51.725(64)52.0037(32)6.23810(94)6.27282(95)6.9778(17)7.3667(13)8.71704(91)8.25285(82)7.51547(68)
\(\rm_{66}Dy\)T45.2091(13)45.9994(12)51.9477(21)52.1157(21)53.4518(27)53.4832(12)53.7923(10)6.4580(11)6.4953(11)7.2483(12)7.62994(56)9.0461(27)8.5802(11)7.7859(16)
E45.20828(49)45.99895(51)51.9580(65)52.1196(65)53.511(69)53.511(69)53.7932(35)6.45772(14)6.49527(14)7.24778(42)7.63586(47)9.05510(99)8.58307(89)7.78981(73)
\(\rm_{67}Ho\)T46.7010(14)47.5474(13)53.6970(23)53.8776(23)55.2711(44)55.3122(16)55.6208(11)6.6800(11)6.7196(11)7.5264(12)7.90625(55)9.3958(19)8.9139(17)8.0712(17)
E46.69998(14)47.54710(76)53.7114(69)53.8771(70)55.325(74)55.325(74)55.6200(37)6.678484(53)6.719675(61)7.52567(14)7.91135(25)9.3997(10)8.91639(96)8.06758(78)
\(\rm_{68}Er\)T48.2230(14)49.1287(13)55.4823(24)55.6763(24)57.1235(42)57.1670(16)57.4874(11)6.9058(11)6.9479(11)7.8115(12)8.18453(54)9.7514(10)9.2669(18)8.3593(15)
E48.22162(20)49.12725(12)55.47972(34)55.67352(17)57.215(79)57.215(79)57.4852(19)6.90450(17)6.947913(77)7.81020(42)8.18913(70)9.7578(11)9.2621(10)8.35743(84)
\(\rm_{69}Tm\)T49.7738(15)50.7422(14)57.3029(24)57.5110(25)59.0123(42)59.0589(17)59.3912(12)7.1355(11)7.1801(11)8.1038(12)8.46765(54)10.1119(23)9.6155(20)8.6481(16)
E49.77267(12)50.741478(91)57.3030(79)57.50876(15)59.096(84)59.096(84)59.379(21)7.133716(77)7.180114(29)8.102266(37)8.4687(17)10.1210(12)9.6170(11)8.64954(90)
\(\rm_{70}Yb\)T51.3546(15)52.3891(14)59.1601(26)59.3833(27)60.9391(41)60.9885(17)61.3333(13)7.3691(12)7.4163(11)8.4035(13)8.75569(55)10.4835(53)9.97146(56)8.9468(64)
E51.35461(63)52.38947(66)59.153(42)59.3672(85)60.986(89)60.986(89)61.305(22)7.36740(32)7.41570(26)8.40188(42)8.75891(45)10.4910(13)9.9760(12)8.94405(96)
\(\rm_{71}Lu\)T52.9653(16)54.0695(15)61.0518(26)61.2912(27)62.9039(41)62.9576(18)63.3227(13)7.6049(12)7.6558(11)8.7091(12)9.04954(56)10.8717(20)10.34966(51)9.24529(64)
E52.96557(67)54.07040(70)61.048(17)61.283(13)62.968(95)62.968(95)63.305(23)7.60493(34)7.65555(20)8.70913(26)9.04901(29)10.8737(14)10.3448(12)9.2490(10)
\(\rm_{72}Hf\)T54.6064(17)55.7841(16)62.9808(27)63.2372(28)64.9074(44)64.9653(19)65.3520(14)7.8447(12)7.8991(11)9.0223(13)9.34854(54)11.2704(24)10.7346(92)9.558(10)
E54.6120(10)55.7909(11)62.980(18)63.234(14)64.98(10)64.98(10)65.316(25)7.84470(36)7.89907(37)9.02280(48)9.34735(52)11.268586(50)10.735876(20)9.558286(50)
\(\rm_{73}Ta\)T56.2787(17)57.5339(16)64.9477(28)65.2221(29)66.9667(43)67.0293(19)67.4319(15)8.0882(12)8.1465(11)9.3434(13)9.66879(55)11.6799(33)11.1328(13)9.8787(26)
E56.2776(15)57.5332(15)64.9496(10)65.2233(20)66.9494(46)67.0134(43)67.4036(54)8.08793(15)8.14617(16)9.34319(30)9.65189(22)11.6821(16)11.1324(14)9.8767(11)
\(\rm_{74}W\)T57.9819(18)59.3188(17)66.9521(29)67.2456(30)69.0354(46)69.1022(20)69.5330(15)8.3352(12)8.3976(11)9.6721(13)9.96300(56)13.5348(41)11.5408(40)10.2009(83)
E57.98178(13)59.318851(51)66.95219(25)67.2450(10)69.0324(57)69.1012(38)69.5084(58)8.33534(16)8.398242(54)9.672572(98)9.964134(78)12.09974(87)11.5386(16)10.2001(12)
\(\rm_{75}Re\)T59.7183(19)61.1412(18)68.9968(30)69.3104(31)71.1596(44)71.2319(20)71.6875(16)8.5862(12)8.6528(11)10.0091(13)10.27646(57)12.5277(26)11.9595(23)10.5363(24)
E59.71858(43)61.14101(90)68.9952(16)69.3103(17)71.1518(61)71.2321(36)71.6576(62)8.58627(44)8.65254(35)10.01003(24)10.27535(50)12.5311(18)11.9547(17)10.5311(13)
\(\rm_{76}Os\)T61.4866(20)62.9999(18)71.0805(31)71.4153(32)73.3265(47)73.4040(21)73.8840(17)8.8410(12)8.9120(11)10.3543(13)10.59608(56)12.9714(48)12.38868(70)10.8756(21)
E61.48729(91)63.00106(96)71.0782(17)71.4139(18)73.3187(65)73.4032(38)73.8559(65)8.84110(46)8.91183(47)10.35542(64)10.5987(10)12.9716(20)12.3808(18)10.8680(14)
\(\rm_{77}Ir\)T63.2881(20)64.8965(19)73.2046(32)73.5617(33)75.5310(50)75.6141(23)76.1175(18)9.0996(12)9.1752(12)10.7080(13)10.91591(69)13.418(17)12.8248(23)11.2167(22)
E63.28730(96)64.8962(10)73.2034(12)73.5617(13)75.5301(69)75.6195(46)76.1003(70)9.09962(49)9.17518(29)10.70835(40)10.92047(42)13.4239(21)12.8201(19)11.2120(15)
\(\rm_{78}Pt\)T65.1226(20)66.8311(19)75.3691(32)75.7500(34)77.7880(48)77.8772(22)78.4042(18)9.3620(12)9.4422(12)11.0705(13)11.25077(64)13.879(21)13.2752(38)11.5657(38)
E65.1233(20)66.8329(21)75.3687(20)75.7491(20)77.7857(73)77.8785(73)78.3807(74)9.36196(21)9.44239(31)11.07084(29)11.25066(44)13.88070(29)13.271894(29)11.562755(20)
\(\rm_{79}Au\)T66.9931(23)68.8069(21)77.5773(35)77.9830(36)80.0825(51)80.1779(24)80.7347(21)9.6281(12)9.7134(12)11.4420(13)11.58212(57)14.3528(74)13.7359(18)11.9205(30)
E66.99073(22)68.80450(17)77.57502(63)77.97980(37)80.077(15)80.1864(67)80.7213(38)9.62805(32)9.71344(33)11.44245(46)11.58475(47)14.35529(49)13.734195(69)11.919695(59)
\(\rm_{80}Hg\)T68.8943(23)70.8190(21)79.8241(35)80.2561(37)82.4251(51)82.5277(25)83.1112(21)9.8981(12)9.9886(12)11.8228(14)11.92633(58)14.8402(76)14.2122(42)12.2855(36)
E68.8951(16)70.8195(17)79.8233(22)80.2542(22)82.435(16)82.545(16)83.1094(83)9.89767(79)9.98891(59)11.82270(83)11.9242(11)14.8429(26)14.2149(24)12.2864(18)
\(\rm_{81}Tl\)T70.8327(24)72.8738(22)82.1160(36)82.5756(38)84.8118(53)84.9213(44)85.5382(21)10.1718(12)10.2678(11)12.2129(14)12.2721(24)15.3455(28)14.6986(13)12.6575(32)
E70.8325(12)72.8725(12)82.1184(48)82.5767(40)84.8382(87)84.9486(87)85.5347(88)10.17291(36)10.26862(50)12.21345(70)12.27171(53)15.3425(28)14.7003(26)12.6604(19)
\(\rm_{82}Pb\)T72.8067(25)74.9701(24)84.4517(38)84.9403(39)87.2441(54)87.3620(46)88.0128(23)10.4495(13)10.5512(12)12.6131(14)12.6230(24)15.8604(48)15.1988(33)13.0355(30)
E72.80542(23)74.97011(17)84.45048(57)84.93909(33)87.238(18)87.3670(92)88.0056(46)10.44959(65)10.55159(26)12.61380(56)12.6229(12)15.857993(99)15.198993(29)13.035065(30)
\(\rm^{209}_{83}Bi\)T74.8168(26)77.1089(24)86.8319(39)87.3514(40)89.7239(56)89.8495(46)90.5365(24)10.7308(13)10.8387(12)13.0229(15)12.9791(24)16.389(12)15.7121(17)13.4201(15)
E74.81624(90)77.1092(22)86.8358(66)87.3441(33)89.7318(97)89.8619(97)90.5377(99)10.73106(13)10.83894(28)13.02366(17)12.98000(80)16.3760(32)15.7199(29)13.4268(21)
\(\rm^{209}_{84}Po\)T76.8641(27)79.2912(25)89.2579(40)89.8098(42)92.2525(58)92.3868(47)93.1100(25)11.0160(12)11.1303(11)13.4432(14)13.3414(25)16.910(29)16.2442(27)13.8136(13)
E76.8646(71)79.2930(76)89.247(19)89.797(19)92.263(20)92.400(20)11.01595(72)11.13087(58)13.4472(43)13.3405(10)
\(\rm^{210}_{85}At\)T78.9485(28)81.5174(26)91.7299(42)92.3158(43)94.8292(60)94.9728(48)95.7334(26)11.3052(13)11.4261(12)13.8741(14)13.7084(25)16.7846(29)
E78.945(15)81.514(16)91.723(40)92.304(40)94.846(42)94.991(42)11.30494(76)11.42695(77)13.8762(20)
\(\rm^{222}_{86}Rn\)T81.0707(29)83.7886(27)94.2488(43)94.8702(44)97.4551(60)97.6091(50)98.4081(27)11.5981(13)11.7259(12)14.3160(15)14.0803(23)17.3378(31)
E81.066(23)83.783(24)94.247(53)94.867(53)97.478(56)97.639(56)11.59808(80)11.72709(82)14.3159(21)
\(\rm^{223}_{87}Fr\)T83.2333(31)86.1074(29)96.8173(45)97.4767(46)100.1340(63)100.2981(51)101.1412(29)11.8950(12)12.0299(12)14.7691(15)14.4586(25)17.9064(33)15.027(49)
E83.232(24)86.105(26)96.808(55)97.478(56)100.155(59)100.325(60)11.89507(84)12.03140(86)14.7704(22)14.450(50)
\(\rm^{226}_{88}Ra\)T85.4351(31)88.4734(30)99.4347(46)100.1338(47)102.8648(65)103.0393(51)103.9277(30)12.1957(13)12.3381(12)15.2340(15)14.8425(28)19.2376(44)18.4839(33)15.44459(84)
E85.436(11)88.477(11)99.435(11)100.137(12)102.862(11)103.045(11)12.19627(88)12.33987(90)15.2359(13)14.8416(13)19.2370(44)18.4855(41)15.4438(28)
\(\rm^{227}_{89}Ac\)T87.6782(33)90.8888(31)102.1033(47)102.8442(49)105.6487(65)105.8358(53)106.7682(31)12.5003(13)12.6505(12)15.7108(15)15.2304(26)19.0833(38)
E87.676(18)90.8848(79)102.102(25)102.847(25)105.679(27)105.868(27)12.50099(93)12.65216(95)15.7133(25)
\(\rm^{232}_{90}Th\)T89.9567(34)93.3480(33)104.8172(49)105.6020(50)108.4812(67)108.6808(54)109.6582(32)12.8085(13)12.9670(12)16.1998(15)15.6242(25)20.4699(37)19.6907(34)16.3000(21)
E89.95704(20)93.34739(25)104.81654(69)105.60151(53)108.509(14)108.718(12)109.651(14)12.809499(30)12.967937(20)16.201556(29)15.623961(29)20.4625(50)19.6828(46)16.2985(32)
\(\rm^{231}_{91}Pa\)T92.2835(35)95.8648(34)107.5912(51)108.4223(52)111.3876(69)111.6005(56)112.6016(34)13.1215(13)13.2887(12)16.7027(15)16.0350(24)21.1005(43)20.3135(30)16.7330(21)
E92.2834(19)95.8664(20)107.5853(19)108.4173(19)111.404(30)111.625(30)13.1223(10)13.2908(10)16.7020(16)16.0246(31)
\(\rm^{238}_{92}U\)T94.6532(37)98.4336(35)110.4182(52)111.2985(53)114.3292(70)114.5561(57)115.6082(35)13.4382(13)13.6146(12)17.2187(16)16.4300(26)21.7560(14)20.9458(23)17.1647(12)
E94.65085(56)98.43158(28)110.41567(64)111.29508(64)114.406(15)114.607(15)115.622(16)13.43897(18)13.61487(19)17.22015(28)16.42845(28)21.7703(57)20.9465(53)17.1650(35)
\(\rm^{237}_{93}Np\)T97.0676(38)101.0572(37)113.3001(53)114.2313(55)117.3403(73)117.5819(59)118.6742(37)13.7572(13)13.9430(13)17.7469(16)16.8404(25)
E97.0684(29)101.0563(29)113.3073(40)114.2432(29)117.331(34)117.568(34)118.6900(70)13.75983(19)13.94427(20)17.75037(33)16.84016(29)22.445(13)21.612(13)17.60799(50)
\(\rm^{244}_{94}Pu\)T99.5247(39)103.7341(39)116.2395(55)117.2249(57)120.4095(74)120.6666(61)121.7941(39)14.0834(13)14.2791(12)18.2928(16)17.2565(26)
E99.5293(19)103.7403(19)116.2412(19)117.2322(19)120.4053(30)120.6742(30)23.1094(64)22.2509(59)18.0548(39)
\(\rm^{243}_{95}Am\)T102.0302(41)106.4698(41)119.2372(58)120.2790(59)123.5420(77)123.8153(63)124.9842(41)14.4119(14)14.6175(13)18.8516(16)17.6782(25)
E102.0313(20)106.4733(30)119.2392(19)120.2792(19)123.5472(29)123.8162(29)
\(\rm^{248}_{96}Cm\)T104.5807(43)109.2620(42)122.2920(60)123.3931(61)126.7350(81)127.0253(65)128.2417(43)14.7439(14)14.9599(14)19.4252(17)18.1048(25)
E104.5903(20)109.2723(20)122.3022(20)123.4032(19)126.7272(29)127.0392(19)
\(\rm^{249}_{97}Bk\)T107.1807(45)112.1156(43)125.4093(60)126.5731(63)130.0001(83)130.3082(67)131.5615(44)15.0803(13)15.3069(13)20.0152(17)18.5428(26)
E107.1943(50)112.1273(49)125.4142(69)126.5773(69)131.5481(69)25.272(25)24.382(24)19.449(29)
\(\rm^{250}_{98}Cf\)T109.8301(46)115.0311(45)128.5970(62)129.8264(65)133.3354(87)133.6623(69)134.9569(47)15.4284(14)15.6660(13)20.6295(17)18.9906(25)
E109.8373(79)115.0353(80)128.626(11)129.845(12)133.357(11)133.675(12)134.968(14)26.0160(50)25.1080(49)19.9012(60)
\(\rm^{251}_{99}Es\)T112.5300(48)118.0105(48)131.8416(64)133.1401(67)136.7214(90)137.0683(71)138.3999(49)15.7732(14)16.0220(13)21.2537(17)19.4263(24)
E112.501(10)118.0179(99)131.848(19)133.187(20)138.394(14)
\(\rm^{254}_{100}Fm\)T115.2808(50)121.0546(49)135.1505(66)136.5217(69)140.1834(93)140.5514(71)141.9274(51)16.1212(14)16.3818(12)21.8948(18)19.8748(26)
E115.319(15)121.095(15)135.184(14)136.555(14)140.220(15)140.592(15)141.963(13)16.122(12)16.384(12)21.898(13)19.879(13)27.5729(79)26.6438(68)20.8678(70)
\(K\alpha_2\) \(K\alpha_1\) \(K\beta_3\) \(K\beta_1\)\(K\beta^{II}_2\) \(K\beta^I_2\)\(K abs. edge\) \(L\alpha_2\)\(L\alpha_1\) \(L\beta_1\)\(L\beta_2\)\(L_I\ abs. edge\)\(L_{II}\ abs.
edge\)
\(L_{III}\ abs. edge\)

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Stupidity has a certain charm; ignorance does not. Frank Zappa