Data filter
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to
Wavelength:
[Å]
Energy:
cm
-1
Show autoionization states:
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Maximum l:
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Diagram width:
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Sb II
U
[cm
-1
]
0
134100
51722.9
66291.6
66502.3
67887.5
76857.8
77139.4
78390.9
97637.3
78391.2
98049
107466.5
113204.5
111671.1
69137.3
97000
101320.9
112000
69535.7
97636.4
101537.8
112356.9
75274.5
104724.9
107825.6
112400
75898.9
107463.3
108309
112733
72389.9
111624.7
90323.2
128517
91225
76691.8
77726.9
106000
81083
106100
85094.1
105190.5
86027.3
104722.8
88259.8
91125
112200
91241.3
112600
91360.2
112404.1
0
3054.6
5658.2
12789.8
23905.5
146931.1
145273.3
145164.5
144564.5
127385.2
127381.9
127170.8
124693.2
123789.3
123083.6
131700.5
118938.8
112984.9
122695.4
112967.5
122468.5
112396.2
111927.1
122142.5
111432
111269
105591.1
116155.4
105470.2
116073.8
105400
116107.9
112444.7
112060
105267.7
116022.9
95211.1
96010.9
116157
124642.7
93853.2
95464.1
111266.3
114586.6
123830
87831
117155.6
93000.9
114112.4
123614.3
90900
91718
113843.2
123547.3
90700
91583.2
105500
123575.1
90646.5
90896.9
113194
123164.2
86183.6
90647.8
91718.2
105268.3
117222.1
85541.2
86494.5
90800
107564.2
117192
83825.8
86051.9
90353.8
105000
116879.8
89626.2
82221.8
84816.9
89562.6
90608.4
92543
111579.6
147000
~
~
23100
64630
87730
110830
5s5p
3
5
S
o
2
5s5p
3
, j=2
3
D
o
1
5s5p
3
, j=1
3
D
o
2
5s5p
3
, j=2
3
D
o
3
5s5p
3
, j=3
3
P
o
0
5s5p
3
, j=0
3
P
o
1
5s5p
3
, j=1
3
P
o
2
5s5p
3
, j=2
3
S
o
1
5s5p
3
, j=1
1
D
o
2
5s5p
3
, j=2
5s5p
3
, j=2
1
P
o
1
5s5p
3
, j=1
5s5p
3
, j=1
?
o
1
5s5p
3
, j=1
5s
2
5pns
2
P
0
3
P
o
0
5s
2
5p(
2
P
0
)6s, j=0
5s
2
5p(
2
P
0
)7s, j=0
5s
2
5p(
2
P
0
)7s, j=0
5s
2
5p(
2
P
0
)8s, j=0
3
P
o
1
5s
2
5p(
2
P
0
)6s, j=1
5s
2
5p(
2
P
0
)7s, j=1
5s
2
5p(
2
P
0
)7s, j=1
5s
2
5p(
2
P
0
)8s, j=1
3
P
o
2
5s
2
5p(
2
P
0
)6s, j=2
5s
2
5p(
2
P
0
)7s, j=2
5s
2
5p(
2
P
0
)7s, j=2
5s
2
5p(
2
P
0
)8s, j=2
1
P
o
1
5s
2
5p(
2
P
0
)6s, j=1
5s
2
5p(
2
P
0
)7s, j=1
5s
2
5p(
2
P
0
)7s, j=1
5s
2
5p(
2
P
0
)8s, j=1
5s
2
5pnd
2
P
0
1
D
o
2
5s
2
5p(
2
P
0
)5d, j=2
5s
2
5p(
2
P
0
)6d, j=2
1
P
o
1
5s
2
5p(
2
P
0
)5d, j=1
5s
2
5p(
2
P
0
)7d, j=1
1
F
o
3
5s
2
5p(
2
P
0
)5d, j=3
3
F
o
2
5s
2
5p(
2
P
0
)5d, j=2
3
F
o
3
5s
2
5p(
2
P
0
)5d, j=3
5s
2
5p(
2
P
0
)6d, j=3
3
F
o
4
5s
2
5p(
2
P
0
)5d, j=4
5s
2
5p(
2
P
0
)6d, j=4
3
D
o
1
5s
2
5p(
2
P
0
)5d, j=1
5s
2
5p(
2
P
0
)6d, j=1
3
D
o
2
5s
2
5p(
2
P
0
)5d, j=2
5s
2
5p(
2
P
0
)6d, j=2
3
D
o
3
5s
2
5p(
2
P
0
)5d, j=3
3
P
o
0
5s
2
5p(
2
P
0
)5d, j=0
5s
2
5p(
2
P
0
)6d, j=0
3
P
o
2
5s
2
5p(
2
P
0
)5d, j=2
5s
2
5p(
2
P
0
)6d, j=2
3
P
o
1
5s
2
5p(
2
P
0
)5d, j=1
5s
2
5p(
2
P
0
)6d, j=1
5s
2
5p
2
3
P
0
5s
2
5p
2
, j=0
3
P
1
5s
2
5p
2
, j=1
3
P
2
5s
2
5p
2
, j=2
1
D
2
5s
2
5p
2
, j=2
1
S
0
5s
2
5p
2
, j=0
5s5p
2
6s
2
D
1
D
2
5s5p
2
(
2
D)6s, j=2
3
D
3
5s5p
2
(
2
D)6s, j=3
3
D
2
5s5p
2
(
2
D)6s, j=2
3
D
1
5s5p
2
(
2
D)6s, j=1
4
P
3
P
1
5s5p
2
(
4
P)6s, j=1
3
P
0
5s5p
2
(
4
P)6s, j=0
3
P
2
5s5p
2
(
4
P)6s, j=2
5
P
3
5s5p
2
(
4
P)6s, j=3
5
P
2
5s5p
2
(
4
P)6s, j=2
5
P
1
5s5p
2
(
4
P)6s, j=1
5p
4
1
S
0
5p
4
, j=0
1
D
2
5p
4
, j=2
5s
2
5pnf
2
P
0
3
D
1
5s
2
5p(
2
P
0
)4f, j=1
5s
2
5p(
2
P
0
)5f, j=1
3
D
2
5s
2
5p(
2
P
0
)4f, j=2
5s
2
5p(
2
P
0
)5f, j=2
3
G
5
5s
2
5p(
2
P
0
)4f, j=5
3
D
3
5s
2
5p(
2
P
0
)4f, j=3
5s
2
5p(
2
P
0
)5f, j=3
3
G
4
5s
2
5p(
2
P
0
)4f, j=4
3
G
3
5s
2
5p(
2
P
0
)4f, j=3
3
F
2
5s
2
5p(
2
P
0
)4f, j=2
5s
2
5p(
2
P
0
)5f, j=2
3
F
3
5s
2
5p(
2
P
0
)4f, j=3
5s
2
5p(
2
P
0
)5f, j=3
3
F
4
5s
2
5p(
2
P
0
)4f, j=4
5s
2
5p(
2
P
0
)5f, j=4
1
G
4
5s
2
5p(
2
P
0
)4f, j=4
1
D
2
5s
2
5p(
2
P
0
)4f, j=2
1
F
3
5s
2
5p(
2
P
0
)4f, j=3
5s
2
5p(
2
P
0
)5f, j=3
5s
2
5pnp
2
P
0
1
S
0
5s
2
5p(
2
P
0
)6p, j=0
5s
2
5p(
2
P
0
)7p, j=0
5s
2
5p(
2
P
0
)7p, j=0
5s
2
5p(
2
P
0
)8p, j=0
1
D
2
5s
2
5p(
2
P
0
)6p, j=2
5s
2
5p(
2
P
0
)7p, j=2
5s
2
5p(
2
P
0
)8p, j=2
5s
2
5p(
2
P
0
)7p, j=2
5s
2
5p(
2
P
0
)8p, j=2
1
P
1
5s
2
5p(
2
P
0
)6p, j=1
5s
2
5p(
2
P
0
)8p, j=1
3
S
1
5s
2
5p(
2
P
0
)6p, j=1
5s
2
5p(
2
P
0
)7p, j=1
5s
2
5p(
2
P
0
)8p, j=1
3
P
2
5s
2
5p(
2
P
0
)7p, j=2
5s
2
5p(
2
P
0
)6p, j=2
5s
2
5p(
2
P
0
)7p, j=2
5s
2
5p(
2
P
0
)8p, j=2
3
D
3
5s
2
5p(
2
P
0
)7p, j=3
5s
2
5p(
2
P
0
)6p, j=3
5s
2
5p(
2
P
0
)8p, j=3
5s
2
5p(
2
P
0
)8p, j=3
3
P
1
5s
2
5p(
2
P
0
)6p, j=1
5s
2
5p(
2
P
0
)7p, j=1
5s
2
5p(
2
P
0
)7p, j=1
5s
2
5p(
2
P
0
)8p, j=1
3
D
2
5s
2
5p(
2
P
0
)6p, j=2
5s
2
5p(
2
P
0
)7p, j=2
5s
2
5p(
2
P
0
)6p, j=2
5s
2
5p(
2
P
0
)8p, j=2
5s
2
5p(
2
P
0
)8p, j=2
3
P
0
5s
2
5p(
2
P
0
)6p, j=0
5s
2
5p(
2
P
0
)6p, j=0
5s
2
5p(
2
P
0
)7p, j=0
5s
2
5p(
2
P
0
)7p, j=0
5s
2
5p(
2
P
0
)8p, j=0
3
D
1
5s
2
5p(
2
P
0
)6p, j=1
5s
2
5p(
2
P
0
)6p, j=1
5s
2
5p(
2
P
0
)7p, j=1
5s
2
5p(
2
P
0
)8p, j=1
5s
2
5p(
2
P
0
)8p, j=1
?
?
2
(?), j=2
?
1
(?), j=1
(?), j=1
(?), j=1
(?), j=1
(?), j=1
(?), j=1
5044.56
4766.91
5166.32
5176.55
5895.09
5238.94
4765.36
4757.81
4514.5
4033.56
4596.9
4647.32
4675.74
6053.41
4604.77
6647.44
6806.67
6688.01
764.43
944.49
950.08
943.68
3722.78
814.85
855.08
849.39
914.51
921.07
1073.81
3637.8
2225.15
2208.5
691.2
2851.09
3034.01
3520.47
3383.09
1736.43
2179.25
1317.54
1438.11
876.84
1296.36
950.66
1107.14
1024.2
1094.57
4015.7
4133.63
4202.7
4140.54
5464.08
5639.75
6079.8
6005.21
6130.04
6154.94
4219.07
5568.13
4195.17
4877.24
4506.92
4314.32
4832.82
4599.09
4802.01
6302.76
4711.26
4735.44
4947.4
6476.3
4344.83
4411.42
4446.48
4678
4784.03
4783
5354.24
2480.46
2528.54
1990.34
2141.8
1657.04
3498.46
3040.67
3850.22
2966.1
2980.96
2884.8
2656.55
2568.53
1869.1
1923.32
1878.51
3241.28
2054.73
2567.75
2170.86
2191.54
2190.85
1584.56
1168.68
1178.59
1181.12
1168.46
1166.83
1133.96
1135.46
1145.89
1184.8
1196.74
1258.88
1272.74
1274.67
1244.26
1230.3
1205.22
1210.63
1218.93
1132.43
1130.6
983.57
1001.13
1009.43
978.79
957.74
902.14
914.89
954.46
1015.4
1017.64
1087.2
1109.31
1125.8
1057.32
1056.27
1042.98
1046.91
1052.21
1274.98
1288.1
1554.01
1564.9
1565.51
1539.95
1524.37
1504.19
1505.63
1513.27
1576.11
1581.36
1677.86
1762.24
1814.96
1649.26
1643.55
1600.39
1606.98
1634.29
1498.55
1482.49
1356.26
1358.04
1365.42
1354.96
1349.81
1289.77
1325.04
1327.38
1372.79
1374.9
1423.68
1436.49
1442.27
1407.83
1398.98
1383.05
1384.66
1387.56
1861.76
Sb II
U
[eV]
0
16.6
18.2
~
~
2.9
8
10.9
13.7