Диаграмма атома Fe ионы I II III IV V VI VII VIII

 
1
1
2
2
3
3
4
4
5
5
6
6
7
7
8
8
9
10
11
12
13
14
15
16
17
18
Лантаноиды
Актиноиды
Суперактиноиды
29
T
D
122Ubb
121Ubu
120Ubn
119Uue
118Og
117Ts
116Lv
115Mc
114Fl
113Nh
112Cn
111Rg
110Ds
109Mt
108Hs
107Bh
106Sg
105Db
104Rf
103Lr
102No
101Md
100Fm
99Es
98Cf
97Bk
96Cm
95Am
94Pu
93Np
92U
91Pa
90Th
89Ac
88Ra
87Fr
86Rn
85At
84Po
83Bi
82Pb
81Tl
80Hg
79Au
78Pt
77Ir
76Os
75Re
74W
73Ta
72Hf
71Lu
70Yb
69Tm
68Er
67Ho
66Dy
65Tb
64Gd
63Eu
62Sm
61Pm
60Nd
59Pr
58Ce
57La
56Ba
55Cs
54Xe
53I
52Te
51Sb
50Sn
49In
48Cd
47Ag
46Pd
45Rh
44Ru
43Tc
42Mo
41Nb
40Zr
39Y
38Sr
37Rb
36Kr
35Br
34Se
33As
32Ge
31Ga
30Zn
29Cu
28Ni
27Co
26Fe
25Mn
24Cr
23V
22Ti
21Sc
20Ca
19K
18Ar
17Cl
16S
15P
14Si
13Al
12Mg
11Na
10Ne
9F
8O
7N
6C
5B
4Be
3Li
3Li
2He
2He
1H
1H

Фильтр Значений

от
до
Длина волны: [Å]  
Энергия: см-1  
Показать автоионизационные состояния:  
Максимальное n:  
Максимальное l:  
Сгруппировать по мультеплетностям:  
Показать запрещенные линии (по мультиплетности):  
Показать запрещенные линии (по четности):  
Группировка уровней: По терму
По числу J
Без группировки
Автоопределение
  
Ширина диаграммы: px  
 
Fe II U[cm-1]0130563 38459 38660 38859 39013.2 39109.3 41968 42114.8 42237 42334.8 42401.3 42439.8 42658.2 43238.6 43621 88723.4 88853.5 89119.5 89128.6 89331.2 89471.4 89924.2 90067.3 90300.6 90487.8 90593.5 90648.2 91167.9 91575.1 44232.5 44446.9 44753.8 44784.8 45044.2 45079.9 45206.5 45289.8 46967.4 47389.8 47626.1 90386.5 90397.9 90638.8 90780.6 90901.1 91048.3 91070.5 91199.7 91208.9 92225.5 92314.8 59663.5 60402.3 61035.3 61332.8 61726.1 62689.9 62829.1 62962.2 61093.4 62125.6 64806.5 64834.1 66248.7 60625.4 60807.2 60837.6 60887.6 60956.8 60989.4 61041.7 61156.8 61347.6 61512.6 61527.6 61587.2 62083.1 62293.2 62322.4 62662.2 65363.6 65556.3 62065.5 62151.6 62158.1 62244.5 62945 63273 63465.1 63559.5 63876.3 63948.8 64040.9 64087.4 64286.3 64425.4 64831.9 65109.7 67000.5 67273.8 65580 65696 65931.3 66012.8 66078.3 66377.3 66411.7 66463.5 66522.3 66589 66612.7 66672.3 67516.3 68000.8 69606.6 69650.5 70314.6 70523.7 70986.7 71432.7 73603.5 73751.3 73966.8 73969.8 71964.7 72043 72169 72238.5 72352 72429.7 72524.6 72619.5 72650.7 72651.9 72213 73016.1 73054.9 73187.3 73189.1 74498.1 74606.8 75600.9 75915.2 72130.4 72261.7 73091.6 73143.3 76129.4 76577.5 77742.7 78137.4 78487.2 78690.8 78842 79243.6 83305.3 83868.5 83871.2 84359.8 86482.8 86547.5 86388.8 86544 86767.6 86929.6 90629.9 90839.5 90898.9 92274.1 89003.5 94700.7 95039.2 91843.5 89727.3 89890.4 90042.8 90211.7 92453.5 92647.5 92899.2 93129.9 93328.5 93395.4 93484.6 93487.7 92171.7 92216.3 92602.7 92695.4 95046.1 95079.6 97851.4 98278.8 98898.7 99757.1 99808.4 52299.4 52582.5 52965.8 61974.9 62049 62171.6 69102.4 69302.1 69427 79246.2 79285.1 79331.5 87341 87471.8 87537.7 87572.4 87602.3 87898.1 92089.3 92116.8 92166.6 92250.2 92282.5 92329.9 92358.6 92427 93988.2 94073.2 94148.5 94189.9 96062.1 96239.2 96279.5 96357 99635.5 99653.2 87635.9 87964.7 88059.4 88209.5 88614.5 89444.5 89625.9 94211.7 94739.2 94880.7 95767.7 95858.1 95995.7 96217.4 98338.3 97326.3 100400.4 103967.5 91850.7 91916 92018.7 92154.2 92300.3 92432.1 93831 93840.3 93987.5 94031.4 94057.8 94685.1 94763.2 98196 98354.7 98391.3 98505.1 98535.9 98596.7 98770.1 99007.7 101402.4 101573.9 102449.1 102503.8 103183.7 103334.1 102340.3 102489.9 102851.2 102951.5 102980.3 103120.9 103232.1 104659.3 104816.8 104937.8 105028.6 106183.1 106524.4 106690.2 107006.4 109149.7 109271.7 102831.3 102840.3 102851.4 102882.4 102887.1 102893.4 102942.2 102952.1 103019.7 103024.3 103034.8 103040.3 103110.8 103125.7 103326 103326.4 103340.6 103352.7 103364.8 103385.7 103391.3 103406.3 103417.9 103418.1 103420.2 103421.2 103437.3 103645.2 103661 103668.7 103676.2 103676.8 103680.6 103691.1 103698.4 103701.7 103711.6 103857.7 103869 103874 103882.7 103969.8 103987.9 104022.9 104046.4 122910.9 122952.7 122954.2 122990.6 123002.3 104761.1 108483.9 108570.6 108629.3 108631.1 108729.2 108809.3 108869 108906.6 0 384.8 667.7 862.6 977.1 77861.6 78237.7 78525.4 78725.8 78844 101698.5 102030.9 102334.1 102543.6 102666.7 7955.3 8391.9 8680.5 8846.8 79439.5 79885.5 80178 80346 102394.7 102802.3 103118.4 103265.7 20830.6 21812.1 22409.9 25787.6 26932.7 21251.6 21430.4 21581.6 21711.9 98130.1 98294.4 98445.4 98568.9 26170.2 26352.8 99093.5 99332.1 22637.2 22810.4 22939.4 23031.3 99573.2 99688.3 99824 99918.6 27314.9 27620.4 100492 100749.8 25428.8 25805.3 25981.6 26055.4 102585 102842.1 30388.5 30764.5 103608.9 103983.5 31364.4 31368.5 31387.9 31483.2 108804.7 36126.4 36252.9 32875.6 32909.9 108630.4 108648.7 33466.5 33501.3 37227.3 38164.2 38214.5 44915 44929.6 49101 49506.9 50212.8 54063.5 54902.3 50075.9 50142.8 50157.5 50187.8 54870.5 54904.2 58631.5 58666.3 109486.2 109473.7 109463.2 109455.3 109449.5 107219.5 106836 105234.1 103094.7 114173.2 106018.6 105763.3 105589.4 105524.5 105414.2 105398.9 105291 105288.8 105155.1 105063.6 104840 105238.8 104569.2 106097.5 106045.7 104807.2 104765.5 104622.3 104315.4 104119.7 104916.6 104192.5 104189.4 104174.3 104174.3 104064.7 103973.8 103878.3 103874.3 103832.1 103771.3 103751.7 103706.5 103644.8 103617.8 103600.4 105630.8 105449.5 105230.3 105211.1 105127.8 104873.2 104863.4 88189 88157.1 87985.6 86710.8 86599.7 86416.3 86124.3 85728.8 85679.7 85462.9 85184.7 85172.8 85048.6 84870.9 84863.4 84685.2 105288.5 105205.8 105065.6 104868.5 104593.3 104426.5 104380.9 104366.8 103950.6 103936.6 85495.3 105711.7 84938.2 84844.8 84710.7 84527.8 84424.4 104630.4 84326.9 104120.3 84296.8 84266.6 104000.8 112966.8 84131.6 104757.1 84035.1 83990.1 104588.7 83812.3 104828.2 83726.4 104411.7 83713.5 104705.4 83558.5 83459.7 83308.2 83136.5 82978.7 82853.7 81734.8 81639.3 78577.3 78185 77230.9 73637.3 73492.2 73395.9 73393.7 60445.3 60441 60384.4 60270.3 57578.5 57493.3 57411.1 54283.2 54275.6 54273.6 54232.2 23317.6 48039.1 47674.7 31999 31811.8 21308 20805.8 20517 20340.3 18886.8 18360.6 16369.4 15844.7 13904.8 13673.2 13474.4 3117.5 2838 2430.1 1872.6 26100 52200 78300 104400 3d6np 5D z6Do9/2 3d6(5D)4p, j=9/2 z6Do7/2 3d6(5D)4p, j=7/2 z6Do5/2 3d6(5D)4p, j=5/2 z6Do3/2 3d6(5D)4p, j=3/2 z6Do1/2 3d6(5D)4p, j=1/2 z6Fo11/2 3d6(5D)4p, j=11/2 z6Fo9/2 3d6(5D)4p, j=9/2 z6Fo7/2 3d6(5D)4p, j=7/2 z6Fo5/2 3d6(5D)4p, j=5/2 z6Fo3/2 3d6(5D)4p, j=3/2 z6Fo1/2 3d6(5D)4p, j=1/2 z6Po7/2 3d6(5D)4p, j=7/2 z6Po5/2 3d6(5D)4p, j=5/2 z6Po3/2 3d6(5D)4p, j=3/2 x6Do9/2 3d6(5D)5p, j=9/2 6Do7/2 3d6(5D)5p, j=7/2 6Do5/2 3d6(5D)5p, j=5/2 6Po7/2 3d6(5D)5p, j=7/2 6Do3/2 3d6(5D)5p, j=3/2 6Do1/2 3d6(5D)5p, j=1/2 x6Fo11/2 3d6(5D)5p, j=11/2 x6Fo9/2 3d6(5D)5p, j=9/2 x6Fo7/2 3d6(5D)5p, j=7/2 x6Fo5/2 3d6(5D)5p, j=5/2 x6Fo3/2 3d6(5D)5p, j=3/2 6Fo1/2 3d6(5D)5p, j=1/2 w6Po7/2 3d6(5D)5p, j=7/2 w6Po5/2 3d6(5D)5p, j=5/2 z4Fo9/2 3d6(5D)4p, j=9/2 z4Do7/2 3d6(5D)4p, j=7/2 z4Fo7/2 3d6(5D)4p, j=7/2 z4Do5/2 3d6(5D)4p, j=5/2 z4Do3/2 3d6(5D)4p, j=3/2 z4Fo5/2 3d6(5D)4p, j=5/2 z4Do1/2 3d6(5D)4p, j=1/2 z4Fo3/2 3d6(5D)4p, j=3/2 z4Po5/2 3d6(5D)4p, j=5/2 z4Po3/2 3d6(5D)4p, j=3/2 z4Po1/2 3d6(5D)4p, j=1/2 v4Fo9/2 3d6(5D)5p, j=9/2 u4Do7/2 3d6(5D)5p, j=7/2 u4Do5/2 3d6(5D)5p, j=5/2 v4Fo7/2 3d6(5D)5p, j=7/2 v4Po5/2 3d6(5D)5p, j=5/2 u4Do3/2 3d6(5D)5p, j=3/2 v4Fo5/2 3d6(5D)5p, j=5/2 u4Do1/2 3d6(5D)5p, j=1/2 x4Fo3/2 3d6(5D)5p, j=3/2 4Po3/2 3d6(5D)5p, j=3/2 4Po1/2 3d6(5D)5p, j=1/2 3P2 z4So3/2 3d6(3P2)4p, j=3/2 y4Po5/2 3d6(3P2)4p, j=5/2 y4Po1/2 3d6(3P2)4p, j=1/2 y4Po3/2 3d6(3P2)4p, j=3/2 y4Do7/2 3d6(3P2)4p, j=7/2 y4Do5/2 3d6(3P2)4p, j=5/2 y4Do1/2 3d6(3P2)4p, j=1/2 y4Do3/2 3d6(3P2)4p, j=3/2 z2Do5/2 3d6(3P2)4p, j=5/2 z2Do3/2 3d6(3P2)4p, j=3/2 z2Po1/2 3d6(3P2)4p, j=1/2 z2Po3/2 3d6(3P2)4p, j=3/2 z2So1/2 3d6(3P2)4p, j=1/2 3H z4Go11/2 3d6(3H)4p, j=11/2 z4Go9/2 3d6(3H)4p, j=9/2 z4Ho13/2 3d6(3H)4p, j=13/2 z4Ho11/2 3d6(3H)4p, j=11/2 z4Go7/2 3d6(3H)4p, j=7/2 z4Ho9/2 3d6(3H)4p, j=9/2 z4Go5/2 3d6(3H)4p, j=5/2 z4Ho7/2 3d6(3H)4p, j=7/2 z4Io15/2 3d6(3H)4p, j=15/2 z4Io9/2 3d6(3H)4p, j=9/2 z4Io13/2 3d6(3H)4p, j=13/2 z4Io11/2 3d6(3H)4p, j=11/2 z2Go9/2 3d6(3H)4p, j=9/2 z2Io13/2 3d6(3H)4p, j=13/2 z2Go7/2 3d6(3H)4p, j=7/2 z2Io11/2 3d6(3H)4p, j=11/2 z2Ho11/2 3d6(3H)4p, j=11/2 z2Ho9/2 3d6(3H)4p, j=9/2 3F2 y4Fo7/2 3d6(3F2)4p, j=7/2 y4Fo5/2 3d6(3F2)4p, j=5/2 y4Fo9/2 3d6(3F2)4p, j=9/2 y4Fo3/2 3d6(3F2)4p, j=3/2 x4Do7/2 3d6(3F2)4p, j=7/2 x4Do5/2 3d6(3F2)4p, j=5/2 x4Do3/2 3d6(3F2)4p, j=3/2 x4Do1/2 3d6(3F2)4p, j=1/2 y4Go11/2 3d6(3F2)4p, j=11/2 y4Go9/2 3d6(3F2)4p, j=9/2 y4Go7/2 3d6(3F2)4p, j=7/2 y4Go5/2 3d6(3F2)4p, j=5/2 z2Fo7/2 3d6(3F2)4p, j=7/2 z2Fo5/2 3d6(3F2)4p, j=5/2 y2Go9/2 3d6(3F2)4p, j=9/2 y2Go7/2 3d6(3F2)4p, j=7/2 y2Do5/2 3d6(3F2)4p, j=5/2 y2Do3/2 3d6(3F2)4p, j=3/2 3G x4Go11/2 3d6(3G)4p, j=11/2 x4Go9/2 3d6(3G)4p, j=9/2 x4Go7/2 3d6(3G)4p, j=7/2 x4Fo9/2 3d6(3G)4p, j=9/2 x4Go5/2 3d6(3G)4p, j=5/2 x4Fo7/2 3d6(3G)4p, j=7/2 y4Ho13/2 3d6(3G)4p, j=13/2 y4Ho11/2 3d6(3G)4p, j=11/2 x4Fo5/2 3d6(3G)4p, j=5/2 y4Ho9/2 3d6(3G)4p, j=9/2 x4Fo3/2 3d6(3G)4p, j=3/2 y4Ho7/2 3d6(3G)4p, j=7/2 y2Ho11/2 3d6(3G)4p, j=11/2 y2Ho9/2 3d6(3G)4p, j=9/2 y2Fo7/2 3d6(3G)4p, j=7/2 y2Fo5/2 3d6(3G)4p, j=5/2 x2Go9/2 3d6(3G)4p, j=9/2 x2Go7/2 3d6(3G)4p, j=7/2 1I z2Ko13/2 3d6(1I)4p, j=13/2 z2Ko15/2 3d6(1I)4p, j=15/2 w2Ho11/2 3d6(1I)4p, j=11/2 w2Ho9/2 3d6(1I)4p, j=9/2 y2Io13/2 3d6(1I)4p, j=13/2 y2Io11/2 3d6(1I)4p, j=11/2 3D 4Po5/2 3d6(3D)4p, j=5/2 4Po3/2 3d6(3D)4p, j=3/2 w4Fo3/2 3d6(3D)4p, j=3/2 w4Fo5/2 3d6(3D)4p, j=5/2 w4Fo7/2 3d6(3D)4p, j=7/2 4Po1/2 3d6(3D)4p, j=1/2 w4Do3/2 3d6(3D)4p, j=3/2 w4Do5/2 3d6(3D)4p, j=5/2 w4Fo9/2 3d6(3D)4p, j=9/2 w4Do7/2 3d6(3D)4p, j=7/2 ?o1/2 3d6(3D)4p, j=1/2 x2Fo7/2 3d6(3D)4p, j=7/2 x2Fo5/2 3d6(3D)4p, j=5/2 y2Po1/2 3d6(3D)4p, j=1/2 y2Po3/2 3d6(3D)4p, j=3/2 x2Do3/2 3d6(3D)4p, j=3/2 x2Do5/2 3d6(3D)4p, j=5/2 w2Fo7/2 3d6(3D)4p, j=7/2 w2Fo5/2 3d6(3D)4p, j=5/2 1G2 x2Ho9/2 3d6(1G2)4p, j=9/2 x2Ho11/2 3d6(1G2)4p, j=11/2 w2Go9/2 3d6(1G2)4p, j=9/2 w2Go7/2 3d6(1G2)4p, j=7/2 1S2 x2Po3/2 3d6(1S2)4p, j=3/2 x2Po1/2 3d6(1S2)4p, j=1/2 1D2 v2Fo5/2 3d6(1D2)4p, j=5/2 v2Fo7/2 3d6(1D2)4p, j=7/2 w2Do3/2 3d6(1D2)4p, j=3/2 w2Do5/2 3d6(1D2)4p, j=5/2 w2Po1/2 3d6(1D2)4p, j=1/2 w2Po3/2 3d6(1D2)4p, j=3/2 1F v2Go7/2 3d6(1F)4p, j=7/2 v2Do5/2 3d6(1F)4p, j=5/2 v2Go9/2 3d6(1F)4p, j=9/2 v2Do3/2 3d6(1F)4p, j=3/2 u2Fo7/2 3d6(1F)4p, j=7/2 u2Fo5/2 3d6(1F)4p, j=5/2 3P1 v4Do1/2 3d6(3P1)4p, j=1/2 v4Do3/2 3d6(3P1)4p, j=3/2 v4Do5/2 3d6(3P1)4p, j=5/2 v4Do7/2 3d6(3P1)4p, j=7/2 4So3/2 3d6(3P1)4p, j=3/2 4Po1/2 3d6(3P1)4p, j=1/2 4Po3/2 3d6(3P1)4p, j=3/2 4Po5/2 3d6(3P1)4p, j=5/2 2So1/2 3d6(3P1)4p, j=1/2 2Do5/2 3d6(3P1)4p, j=5/2 2Po3/2 3d6(3P1)4p, j=3/2 w6Po3/2 3d6(3P1)4p, j=3/2 3F1 4Go5/2 3d6(3F1)4p, j=5/2 4Go7/2 3d6(3F1)4p, j=7/2 w4Go9/2 3d6(3F1)4p, j=9/2 4Go11/2 3d6(3F1)4p, j=11/2 4Do1/2 3d6(3F1)4p, j=1/2 4Do3/2 3d6(3F1)4p, j=3/2 4Do5/2 3d6(3F1)4p, j=5/2 4Do7/2 3d6(3F1)4p, j=7/2 u4Fo3/2 3d6(3F1)4p, j=3/2 u4Fo5/2 3d6(3F1)4p, j=5/2 u4Fo9/2 3d6(3F1)4p, j=9/2 u4Fo7/2 3d6(3F1)4p, j=7/2 u2Go9/2 3d6(3F1)4p, j=9/2 u2Do3/2 3d6(3F1)4p, j=3/2 u2Go7/2 3d6(3F1)4p, j=7/2 u2Do5/2 3d6(3F1)4p, j=5/2 2Fo5/2 3d6(3F1)4p, j=5/2 2Fo7/2 3d6(3F1)4p, j=7/2 1G1 2Ho9/2 3d6(1G1)4p, j=9/2 2Ho11/2 3d6(1G1)4p, j=11/2 2Fo7/2 3d6(1G1)4p, j=7/2 2Go9/2 3d6(1G1)4p, j=9/2 2Go7/2 3d6(1G1)4p, j=7/2 3d5(6S)4s4p(3P0) z8Po5/2 3d5(6S)4s4p(3P0), j=5/2 z8Po7/2 3d5(6S)4s4p(3P0), j=7/2 z8Po9/2 3d5(6S)4s4p(3P0), j=9/2 y6Po3/2 3d5(6S)4s4p(3P0), j=3/2 y6Po5/2 3d5(6S)4s4p(3P0), j=5/2 y6Po7/2 3d5(6S)4s4p(3P0), j=7/2 x4Po5/2 3d5(6S)4s4p(3P0), j=5/2 x4Po3/2 3d5(6S)4s4p(3P0), j=3/2 x4Po1/2 3d5(6S)4s4p(3P0), j=1/2 3d5(6S)4s4p(1P0) x6Po3/2 3d5(6S)4s4p(1P0), j=3/2 x6Po5/2 3d5(6S)4s4p(1P0), j=5/2 x6Po7/2 3d5(6S)4s4p(1P0), j=7/2 3d5(4G)4s4p(3P0) y6Fo11/2 3d5(4G)4s4p(3P0), j=11/2 y6Fo9/2 3d5(4G)4s4p(3P0), j=9/2 y6Fo7/2 3d5(4G)4s4p(3P0), j=7/2 y6Fo5/2 3d5(4G)4s4p(3P0), j=5/2 y6Fo3/2 3d5(4G)4s4p(3P0), j=3/2 y6Fo1/2 3d5(4G)4s4p(3P0), j=1/2 x4Ho7/2 3d5(4G)4s4p(3P0), j=7/2 x4Ho9/2 3d5(4G)4s4p(3P0), j=9/2 x4Ho11/2 3d5(4G)4s4p(3P0), j=11/2 x4Ho13/2 3d5(4G)4s4p(3P0), j=13/2 v4Fo7/2 3d5(4G)4s4p(3P0), j=7/2 v4Fo5/2 3d5(4G)4s4p(3P0), j=5/2 v4Fo3/2 3d5(4G)4s4p(3P0), j=3/2 v4Fo9/2 3d5(4G)4s4p(3P0), j=9/2 w4Go5/2 3d5(4G)4s4p(3P0), j=5/2 w4Go7/2 3d5(4G)4s4p(3P0), j=7/2 w4Go9/2 3d5(4G)4s4p(3P0), j=9/2 w4Go11/2 3d5(4G)4s4p(3P0), j=11/2 v2Ho11/2 3d5(4G)4s4p(3P0), j=11/2 v2Ho9/2 3d5(4G)4s4p(3P0), j=9/2 t2Fo5/2 3d5(4G)4s4p(3P0), j=5/2 t2Fo7/2 3d5(4G)4s4p(3P0), j=7/2 2Go7/2 3d5(4G)4s4p(3P0), j=7/2 2Go9/2 3d5(4G)4s4p(3P0), j=9/2 3d5(4P)4s4p(3P0) 6Do1/2 3d5(4P)4s4p(3P0), j=1/2 6Do3/2 3d5(4P)4s4p(3P0), j=3/2 6Do5/2 3d5(4P)4s4p(3P0), j=5/2 6Do7/2 3d5(4P)4s4p(3P0), j=7/2 6Do9/2 3d5(4P)4s4p(3P0), j=9/2 6Po5/2 3d5(4P)4s4p(3P0), j=5/2 6Po3/2 3d5(4P)4s4p(3P0), j=3/2 4Po5/2 3d5(4P)4s4p(3P0), j=5/2 4Po3/2 3d5(4P)4s4p(3P0), j=3/2 4Po1/2 3d5(4P)4s4p(3P0), j=1/2 4Do1/2 3d5(4P)4s4p(3P0), j=1/2 4Do3/2 3d5(4P)4s4p(3P0), j=3/2 4Do5/2 3d5(4P)4s4p(3P0), j=5/2 4Do7/2 3d5(4P)4s4p(3P0), j=7/2 4So3/2 3d5(4P)4s4p(3P0), j=3/2 2Po3/2 3d5(4P)4s4p(3P0), j=3/2 2Do5/2 3d5(4P)4s4p(3P0), j=5/2