Information system «Electronic structure of atoms»
RU
EN
Elements
Levels
Transitions
Charts
Spectra
About
About project
Team
Articles
Funding
Links
Table
Atomic charts
F
ions
I
II
III
IV
V
VI
VII
VIII
IX
19
F
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
Lanthanide
Actinide
Superactinide
29
T
D
122
Ubb
121
Ubu
120
Ubn
119
Uue
118
Og
117
Ts
116
Lv
115
Mc
114
Fl
113
Nh
112
Cn
111
Rg
110
Ds
109
Mt
108
Hs
107
Bh
106
Sg
105
Db
104
Rf
103
Lr
102
No
101
Md
100
Fm
99
Es
98
Cf
97
Bk
96
Cm
95
Am
94
Pu
93
Np
92
U
91
Pa
90
Th
89
Ac
88
Ra
87
Fr
86
Rn
85
At
84
Po
83
Bi
82
Pb
81
Tl
80
Hg
79
Au
78
Pt
77
Ir
76
Os
75
Re
74
W
73
Ta
72
Hf
71
Lu
70
Yb
69
Tm
68
Er
67
Ho
66
Dy
65
Tb
64
Gd
63
Eu
62
Sm
61
Pm
60
Nd
59
Pr
58
Ce
57
La
56
Ba
55
Cs
54
Xe
53
I
52
Te
51
Sb
50
Sn
49
In
48
Cd
47
Ag
46
Pd
45
Rh
44
Ru
43
Tc
42
Mo
41
Nb
40
Zr
39
Y
38
Sr
37
Rb
36
Kr
35
Br
34
Se
33
As
32
Ge
31
Ga
30
Zn
29
Cu
28
Ni
27
Co
26
Fe
25
Mn
24
Cr
23
V
22
Ti
21
Sc
20
Ca
19
K
18
Ar
17
Cl
16
S
15
P
14
Si
13
Al
12
Mg
11
Na
10
Ne
9
F
8
O
7
N
6
C
5
B
4
Be
3
Li
2
He
1
H
Data filter
from
to
Wavelength:
[Å]
Energy:
cm
-1
Show autoionization states:
Maximum n:
Maximum l:
Group by multiplicity:
Show prohibited lines (by multiplicity):
Show prohibited lines (by parity):
Level grouping:
By term
By J
No grouping
Auto
Diagram width:
px
F II
U
[cm
-1
]
0
282058.6
164797.9
165106.7
165279.2
239605.3
176493.9
235150.6
255498.6
264969.3
270143.5
182864.4
236960.8
256262.5
265357.6
270373.8
211866.1
269549
289706.3
211887.2
269563.9
289710.2
211900.3
269573.6
215069.6
270508.3
290142.5
227228.4
289223.7
229550.1
286701.3
229551.8
286706.1
229554.5
286708.9
230997.7
253474.7
263874.3
269495.2
230998.6
253475.3
263874.7
269495.2
230999.8
253476
263874.7
269495.2
231000.8
253476
263874.9
231001.3
253476
263874.9
232063.3
254014.8
264077.7
269736.8
232064.2
254015.4
264075.4
269735.9
232066.3
254016.5
264072.6
269733.7
264952.7
264958.3
264965.7
265255.6
287649.3
265267.4
287658.8
265288.9
287660.1
265472.3
265498.4
265516.6
266360.6
266453.9
266498.7
266516.4
264994.3
265309.7
287697.2
266270.1
266548.5
267399.9
282544.8
282569.1
282586.5
282896.3
282912.5
282947
283353.8
283357.7
283374.5
282775
283409.7
284225.2
264490.9
269859.3
273096.3
275197.1
264490.9
269859.3
273096.3
275197.1
264490.9
269859.3
273096.3
275197.1
264490.9
269859.3
273096.3
275197.1
264490.9
269859.3
273096.3
275197.1
264491
269859.3
273095.9
264491
269859.3
273095.9
264491
269859.3
273095.9
298580.5
298580.5
298615.1
298615.1
0
341
489.9
20873.4
44918.1
388000
306127.2
306125.6
306122
306118.9
306116.7
306115.5
306109.8
306107.7
306106.9
306101.7
306100.1
306097.9
288642
298549.1
288640.9
298548.7
288638.9
298546.2
288638.8
298546
288634.6
288664.8
298546.4
298576.2
288634.1
288663.6
298546.6
298575.4
288631.1
288682.6
298540.4
298590.5
288630.4
288673.6
298537.9
298579.8
288629.1
288654
298538.8
298567.3
288628.6
288684.3
298538.4
298591.2
288627.3
288655.7
298543.3
298568.5
288626.7
288673.5
298537.3
298579.7
254546.5
264456.2
269837.6
273081.3
254546.3
264456.2
269837.6
273081.3
254546.1
264456
269837.6
273081.3
254541.5
264451.1
269834.7
273080.2
275186.1
254541.5
264451.1
269834.7
273080.2
275186.1
254541.5
264451.1
269834.7
273080.2
275186.1
254541.4
264451
269834.7
273080.2
275186.1
254541.4
264451
269834.7
273080.2
275186.1
266338.7
258930.1
296777.3
255606.2
295588.6
257290.8
257267.3
257252.8
254723.3
295278.1
254716.7
295276.1
254701.6
295270.9
253312.5
240179.2
278416.2
240152.7
278397.1
240092.6
278368
237508.9
277902.8
237508.2
277892.6
237507.7
277881.7
236195.1
277517.8
236172.6
277521.8
236169.9
277520.4
246283.6
280250.2
238323.4
278159.2
235642.5
277188.9
207703.8
246682.1
260496.8
267550.5
207702
246654.7
260520.6
207699.1
246662
260512.2
267554
202480.3
243469.3
259184.4
266914.9
271292.8
202460.7
243462.8
259181.5
266913.4
271291.8
202449.4
243458.9
259179.6
266912.4
271291.3
390000
~
~
36400
172940
209340
245740
2s2p
5
3
P
o
2
2s2p
5
, j=2
3
P
o
1
2s2p
5
, j=1
3
P
o
0
2s2p
5
, j=0
1
P
o
1
2s2p
5
, j=1
2s
2
2p
3
ns
4
S
0
5
S
o
2
2s
2
2p
3
(
4
S
0
)3s, j=2
2s
2
2p
3
(
4
S
0
)4s, j=2
2s
2
2p
3
(
4
S
0
)5s, j=2
2s
2
2p
3
(
4
S
0
)6s, j=2
2s
2
2p
3
(
4
S
0
)7s, j=2
3
S
o
1
2s
2
2p
3
(
4
S
0
)3s, j=1
2s
2
2p
3
(
4
S
0
)4s, j=1
2s
2
2p
3
(
4
S
0
)5s, j=1
2s
2
2p
3
(
4
S
0
)6s, j=1
2s
2
2p
3
(
4
S
0
)7s, j=1
2
D
0
3
D
o
3
2s
2
2p
3
(
2
D
0
)3s, j=3
2s
2
2p
3
(
2
D
0
)4s, j=3
2s
2
2p
3
(
2
D
0
)5s, j=3
3
D
o
2
2s
2
2p
3
(
2
D
0
)3s, j=2
2s
2
2p
3
(
2
D
0
)4s, j=2
2s
2
2p
3
(
2
D
0
)5s, j=2
3
D
o
1
2s
2
2p
3
(
2
D
0
)3s, j=1
2s
2
2p
3
(
2
D
0
)4s, j=1
1
D
o
2
2s
2
2p
3
(
2
D
0
)3s, j=2
2s
2
2p
3
(
2
D
0
)4s, j=2
2s
2
2p
3
(
2
D
0
)5s, j=2
2
P
0
1
P
o
1
2s
2
2p
3
(
2
P
0
)3s, j=1
2s
2
2p
3
(
2
P
0
)4s, j=1
3
P
o
2
2s
2
2p
3
(
2
P
0
)3s, j=2
2s
2
2p
3
(
2
P
0
)4s, j=2
3
P
o
1
2s
2
2p
3
(
2
P
0
)3s, j=1
2s
2
2p
3
(
2
P
0
)4s, j=1
3
P
o
0
2s
2
2p
3
(
2
P
0
)3s, j=0
2s
2
2p
3
(
2
P
0
)4s, j=0
2s
2
2p
3
nd
4
S
0
5
D
o
4
2s
2
2p
3
(
4
S
0
)3d, j=4
2s
2
2p
3
(
4
S
0
)4d, j=4
2s
2
2p
3
(
4
S
0
)5d, j=4
2s
2
2p
3
(
4
S
0
)6d, j=4
5
D
o
3
2s
2
2p
3
(
4
S
0
)3d, j=3
2s
2
2p
3
(
4
S
0
)4d, j=3
2s
2
2p
3
(
4
S
0
)5d, j=3
2s
2
2p
3
(
4
S
0
)6d, j=3
5
D
o
2
2s
2
2p
3
(
4
S
0
)3d, j=2
2s
2
2p
3
(
4
S
0
)4d, j=2
2s
2
2p
3
(
4
S
0
)5d, j=2
2s
2
2p
3
(
4
S
0
)6d, j=2
5
D
o
1
2s
2
2p
3
(
4
S
0
)3d, j=1
2s
2
2p
3
(
4
S
0
)4d, j=1
2s
2
2p
3
(
4
S
0
)5d, j=1
5
D
o
0
2s
2
2p
3
(
4
S
0
)3d, j=0
2s
2
2p
3
(
4
S
0
)4d, j=0
2s
2
2p
3
(
4
S
0
)5d, j=0
3
D
o
1
2s
2
2p
3
(
4
S
0
)3d, j=1
2s
2
2p
3
(
4
S
0
)4d, j=1
2s
2
2p
3
(
4
S
0
)5d, j=1
2s
2
2p
3
(
4
S
0
)6d, j=1
3
D
o
2
2s
2
2p
3
(
4
S
0
)3d, j=2
2s
2
2p
3
(
4
S
0
)4d, j=2
2s
2
2p
3
(
4
S
0
)5d, j=2
2s
2
2p
3
(
4
S
0
)6d, j=2
3
D
o
3
2s
2
2p
3
(
4
S
0
)3d, j=3
2s
2
2p
3
(
4
S
0
)4d, j=3
2s
2
2p
3
(
4
S
0
)5d, j=3
2s
2
2p
3
(
4
S
0
)6d, j=3
2
D
0
3
F
o
2
2s
2
2p
3
(
2
D
0
)3d, j=2
3
F
o
3
2s
2
2p
3
(
2
D
0
)3d, j=3
3
F
o
4
2s
2
2p
3
(
2
D
0
)3d, j=4
3
G
o
5
2s
2
2p
3
(
2
D
0
)3d, j=5
2s
2
2p
3
(
2
D
0
)4d, j=5
3
G
o
4
2s
2
2p
3
(
2
D
0
)3d, j=4
2s
2
2p
3
(
2
D
0
)4d, j=4
3
G
o
3
2s
2
2p
3
(
2
D
0
)3d, j=3
2s
2
2p
3
(
2
D
0
)4d, j=3
3
D
o
3
2s
2
2p
3
(
2
D
0
)3d, j=3
3
D
o
2
2s
2
2p
3
(
2
D
0
)3d, j=2
3
D
o
1
2s
2
2p
3
(
2
D
0
)3d, j=1
3
S
o
1
2s
2
2p
3
(
2
D
0
)3d, j=1
3
P
o
2
2s
2
2p
3
(
2
D
0
)3d, j=2
3
P
o
1
2s
2
2p
3
(
2
D
0
)3d, j=1
3
P
o
0
2s
2
2p
3
(
2
D
0
)3d, j=0
1
S
o
0
2s
2
2p
3
(
2
D
0
)3d, j=0
1
G
o
4
2s
2
2p
3
(
2
D
0
)3d, j=4
2s
2
2p
3
(
2
D
0
)4d, j=4
1
D
o
2
2s
2
2p
3
(
2
D
0
)3d, j=2
1
F
o
3
2s
2
2p
3
(
2
D
0
)3d, j=3
1
P
o
1
2s
2
2p
3
(
2
D
0
)3d, j=1
2
P
0
3
F
o
4
2s
2
2p
3
(
2
P
0
)3d, j=4
3
F
o
3
2s
2
2p
3
(
2
P
0
)3d, j=3
3
F
o
2
2s
2
2p
3
(
2
P
0
)3d, j=2
3
P
o
0
2s
2
2p
3
(
2
P
0
)3d, j=0
3
P
o
1
2s
2
2p
3
(
2
P
0
)3d, j=1
3
P
o
2
2s
2
2p
3
(
2
P
0
)3d, j=2
3
D
o
1
2s
2
2p
3
(
2
P
0
)3d, j=1
3
D
o
2
2s
2
2p
3
(
2
P
0
)3d, j=2
3
D
o
3
2s
2
2p
3
(
2
P
0
)3d, j=3
1
D
o
2
2s
2
2p
3
(
2
P
0
)3d, j=2
1
F
o
3
2s
2
2p
3
(
2
P
0
)3d, j=3
1
P
o
1
2s
2
2p
3
(
2
P
0
)3d, j=1
2s
2
2p
3
ng
4
S
0
5
G
o
2
2s
2
2p
3
(
4
S
0
)5g, j=2
2s
2
2p
3
(
4
S
0
)6g, j=2
2s
2
2p
3
(
4
S
0
)7g, j=2
2s
2
2p
3
(
4
S
0
)8g, j=2
5
G
o
3
2s
2
2p
3
(
4
S
0
)5g, j=3
2s
2
2p
3
(
4
S
0
)6g, j=3
2s
2
2p
3
(
4
S
0
)7g, j=3
2s
2
2p
3
(
4
S
0
)8g, j=3
5
G
o
4
2s
2
2p
3
(
4
S
0
)5g, j=4
2s
2
2p
3
(
4
S
0
)6g, j=4
2s
2
2p
3
(
4
S
0
)7g, j=4
2s
2
2p
3
(
4
S
0
)8g, j=4
5
G
o
5
2s
2
2p
3
(
4
S
0
)5g, j=5
2s
2
2p
3
(
4
S
0
)6g, j=5
2s
2
2p
3
(
4
S
0
)7g, j=5
2s
2
2p
3
(
4
S
0
)8g, j=5
5
G
o
6
2s
2
2p
3
(
4
S
0
)5g, j=6
2s
2
2p
3
(
4
S
0
)6g, j=6
2s
2
2p
3
(
4
S
0
)7g, j=6
2s
2
2p
3
(
4
S
0
)8g, j=6
3
G
o
3
2s
2
2p
3
(
4
S
0
)5g, j=3
2s
2
2p
3
(
4
S
0
)6g, j=3
2s
2
2p
3
(
4
S
0
)7g, j=3
3
G
o
4
2s
2
2p
3
(
4
S
0
)5g, j=4
2s
2
2p
3
(
4
S
0
)6g, j=4
2s
2
2p
3
(
4
S
0
)7g, j=4
3
G
o
5
2s
2
2p
3
(
4
S
0
)5g, j=5
2s
2
2p
3
(
4
S
0
)6g, j=5
2s
2
2p
3
(
4
S
0
)7g, j=5
2
D
0
2
[13/2]
o
7
2s
2
2p
3
(
2
D
0
)5g, j=7
2
[13/2]
o
6
2s
2
2p
3
(
2
D
0
)5g, j=6
2
[11/2]
o
6
2s
2
2p
3
(
2
D
0
)5g, j=6
2
[11/2]
o
5
2s
2
2p
3
(
2
D
0
)5g, j=5
2s
2
2p
4
3
P
2
2s
2
2p
4
, j=2
3
P
1
2s
2
2p
4
, j=1
3
P
0
2s
2
2p
4
, j=0
1
D
2
2s
2
2p
4
, j=2
1
S
0
2s
2
2p
4
, j=0
2p
6
1
S
0
2p
6
, j=0
2s
2
2p
3
nf
2
P
0
c
4
2s
2
2p
3
(
2
P
0
)4f, j=4
d
3
2s
2
2p
3
(
2
P
0
)4f, j=3
c
3
2s
2
2p
3
(
2
P
0
)4f, j=3
a
1
2s
2
2p
3
(
2
P
0
)4f, j=1
c
2
2s
2
2p
3
(
2
P
0
)4f, j=2
b
2
2s
2
2p
3
(
2
P
0
)4f, j=2
b
4
2s
2
2p
3
(
2
P
0
)4f, j=4
b
3
2s
2
2p
3
(
2
P
0
)4f, j=3
a
2
2s
2
2p
3
(
2
P
0
)4f, j=2
a
4
2s
2
2p
3
(
2
P
0
)4f, j=4
a
5
2s
2
2p
3
(
2
P
0
)4f, j=5
a
3
2s
2
2p
3
(
2
P
0
)4f, j=3
2
D
0
2
[1/2]
0
2s
2
2p
3
(
2
D
0
)4f, j=0
2s
2
2p
3
(
2
D
0
)5f, j=0
2
[1/2]
1
2s
2
2p
3
(
2
D
0
)4f, j=1
2s
2
2p
3
(
2
D
0
)5f, j=1
2
[11/2]
6
2s
2
2p
3
(
2
D
0
)4f, j=6
2s
2
2p
3
(
2
D
0
)5f, j=6
2
[11/2]
5
2s
2
2p
3
(
2
D
0
)4f, j=5
2s
2
2p
3
(
2
D
0
)5f, j=5
2
[5/2]
3
2s
2
2p
3
(
2
D
0
)4f, j=3
2s
2
2p
3
(
2
D
0
)4f, j=3
2s
2
2p
3
(
2
D
0
)5f, j=3
2s
2
2p
3
(
2
D
0
)5f, j=3
2
[5/2]
2
2s
2
2p
3
(
2
D
0
)4f, j=2
2s
2
2p
3
(
2
D
0
)4f, j=2
2s
2
2p
3
(
2
D
0
)5f, j=2
2s
2
2p
3
(
2
D
0
)5f, j=2
2
[3/2]
1
2s
2
2p
3
(
2
D
0
)4f, j=1
2s
2
2p
3
(
2
D
0
)4f, j=1
2s
2
2p
3
(
2
D
0
)5f, j=1
2s
2
2p
3
(
2
D
0
)5f, j=1
2
[9/2]
4
2s
2
2p
3
(
2
D
0
)4f, j=4
2s
2
2p
3
(
2
D
0
)4f, j=4
2s
2
2p
3
(
2
D
0
)5f, j=4
2s
2
2p
3
(
2
D
0
)5f, j=4
2
[7/2]
3
2s
2
2p
3
(
2
D
0
)4f, j=3
2s
2
2p
3
(
2
D
0
)4f, j=3
2s
2
2p
3
(
2
D
0
)5f, j=3
2s
2
2p
3
(
2
D
0
)5f, j=3
2
[3/2]
2
2s
2
2p
3
(
2
D
0
)4f, j=2
2s
2
2p
3
(
2
D
0
)4f, j=2
2s
2
2p
3
(
2
D
0
)5f, j=2
2s
2
2p
3
(
2
D
0
)5f, j=2
2
[7/2]
4
2s
2
2p
3
(
2
D
0
)4f, j=4
2s
2
2p
3
(
2
D
0
)4f, j=4
2s
2
2p
3
(
2
D
0
)5f, j=4
2s
2
2p
3
(
2
D
0
)5f, j=4
2
[9/2]
5
2s
2
2p
3
(
2
D
0
)4f, j=5
2s
2
2p
3
(
2
D
0
)4f, j=5
2s
2
2p
3
(
2
D
0
)5f, j=5
2s
2
2p
3
(
2
D
0
)5f, j=5
4
S
0
3
F
2
2s
2
2p
3
(
4
S
0
)4f, j=2
2s
2
2p
3
(
4
S
0
)5f, j=2
2s
2
2p
3
(
4
S
0
)6f, j=2
2s
2
2p
3
(
4
S
0
)7f, j=2
3
F
3
2s
2
2p
3
(
4
S
0
)4f, j=3
2s
2
2p
3
(
4
S
0
)5f, j=3
2s
2
2p
3
(
4
S
0
)6f, j=3
2s
2
2p
3
(
4
S
0
)7f, j=3
3
F
4
2s
2
2p
3
(
4
S
0
)4f, j=4
2s
2
2p
3
(
4
S
0
)5f, j=4
2s
2
2p
3
(
4
S
0
)6f, j=4
2s
2
2p
3
(
4
S
0
)7f, j=4
5
F
1
2s
2
2p
3
(
4
S
0
)4f, j=1
2s
2
2p
3
(
4
S
0
)5f, j=1
2s
2
2p
3
(
4
S
0
)6f, j=1
2s
2
2p
3
(
4
S
0
)7f, j=1
2s
2
2p
3
(
4
S
0
)8f, j=1
5
F
3
2s
2
2p
3
(
4
S
0
)4f, j=3
2s
2
2p
3
(
4
S
0
)5f, j=3
2s
2
2p
3
(
4
S
0
)6f, j=3
2s
2
2p
3
(
4
S
0
)7f, j=3
2s
2
2p
3
(
4
S
0
)8f, j=3
5
F
2
2s
2
2p
3
(
4
S
0
)4f, j=2
2s
2
2p
3
(
4
S
0
)5f, j=2
2s
2
2p
3
(
4
S
0
)6f, j=2
2s
2
2p
3
(
4
S
0
)7f, j=2
2s
2
2p
3
(
4
S
0
)8f, j=2
5
F
4
2s
2
2p
3
(
4
S
0
)4f, j=4
2s
2
2p
3
(
4
S
0
)5f, j=4
2s
2
2p
3
(
4
S
0
)6f, j=4
2s
2
2p
3
(
4
S
0
)7f, j=4
2s
2
2p
3
(
4
S
0
)8f, j=4
5
F
5
2s
2
2p
3
(
4
S
0
)4f, j=5
2s
2
2p
3
(
4
S
0
)5f, j=5
2s
2
2p
3
(
4
S
0
)6f, j=5
2s
2
2p
3
(
4
S
0
)7f, j=5
2s
2
2p
3
(
4
S
0
)8f, j=5
2s
2
2p
3
np
2
P
0
1
S
0
2s
2
2p
3
(
2
P
0
)3p, j=0
1
D
2
2s
2
2p
3
(
2
P
0
)3p, j=2
2s
2
2p
3
(
2
P
0
)4p, j=2
1
P
1
2s
2
2p
3
(
2
P
0
)3p, j=1
2s
2
2p
3
(
2
P
0
)4p, j=1
3
P
2
2s
2
2p
3
(
2
P
0
)3p, j=2
3
P
1
2s
2
2p
3
(
2
P
0
)3p, j=1
3
P
0
2s
2
2p
3
(
2
P
0
)3p, j=0
3
D
1
2s
2
2p
3
(
2
P
0
)3p, j=1
2s
2
2p
3
(
2
P
0
)4p, j=1
3
D
2
2s
2
2p
3
(
2
P
0
)3p, j=2
2s
2
2p
3
(
2
P
0
)4p, j=2
3
D
3
2s
2
2p
3
(
2
P
0
)3p, j=3
2s
2
2p
3
(
2
P
0
)4p, j=3
3
S
1
2s
2
2p
3
(
2
P
0
)3p, j=1
2
D
0
3
P
0
2s
2
2p
3
(
2
D
0
)3p, j=0
2s
2
2p
3
(
2
D
0
)4p, j=0
3
P
1
2s
2
2p
3
(
2
D
0
)3p, j=1
2s
2
2p
3
(
2
D
0
)4p, j=1
3
P
2
2s
2
2p
3
(
2
D
0
)3p, j=2
2s
2
2p
3
(
2
D
0
)4p, j=2
3
F
2
2s
2
2p
3
(
2
D
0
)3p, j=2
2s
2
2p
3
(
2
D
0
)4p, j=2
3
F
3
2s
2
2p
3
(
2
D
0
)3p, j=3
2s
2
2p
3
(
2
D
0
)4p, j=3
3
F
4
2s
2
2p
3
(
2
D
0
)3p, j=4
2s
2
2p
3
(
2
D
0
)4p, j=4
3
D
3
2s
2
2p
3
(
2
D
0
)3p, j=3
2s
2
2p
3
(
2
D
0
)4p, j=3
3
D
2
2s
2
2p
3
(
2
D
0
)3p, j=2
2s
2
2p
3
(
2
D
0
)4p, j=2
3
D
1
2s
2
2p
3
(
2
D
0
)3p, j=1
2s
2
2p
3
(
2
D
0
)4p, j=1
1
D
2
2s
2
2p
3
(
2
D
0
)3p, j=2
2s
2
2p
3
(
2
D
0
)4p, j=2
1
F
3
2s
2
2p
3
(
2
D
0
)3p, j=3
2s
2
2p
3
(
2
D
0
)4p, j=3
1
P
1
2s
2
2p
3
(
2
D
0
)3p, j=1
2s
2
2p
3
(
2
D
0
)4p, j=1
4
S
0
3
P
2
2s
2
2p
3
(
4
S
0
)3p, j=2
2s
2
2p
3
(
4
S
0
)4p, j=2
2s
2
2p
3
(
4
S
0
)5p, j=2
2s
2
2p
3
(
4
S
0
)6p, j=2
3
P
0
2s
2
2p
3
(
4
S
0
)3p, j=0
2s
2
2p
3
(
4
S
0
)4p, j=0
2s
2
2p
3
(
4
S
0
)5p, j=0
3
P
1
2s
2
2p
3
(
4
S
0
)3p, j=1
2s
2
2p
3
(
4
S
0
)4p, j=1
2s
2
2p
3
(
4
S
0
)5p, j=1
2s
2
2p
3
(
4
S
0
)6p, j=1
5
P
3
2s
2
2p
3
(
4
S
0
)3p, j=3
2s
2
2p
3
(
4
S
0
)4p, j=3
2s
2
2p
3
(
4
S
0
)5p, j=3
2s
2
2p
3
(
4
S
0
)6p, j=3
2s
2
2p
3
(
4
S
0
)7p, j=3
5
P
2
2s
2
2p
3
(
4
S
0
)3p, j=2
2s
2
2p
3
(
4
S
0
)4p, j=2
2s
2
2p
3
(
4
S
0
)5p, j=2
2s
2
2p
3
(
4
S
0
)6p, j=2
2s
2
2p
3
(
4
S
0
)7p, j=2
5
P
1
2s
2
2p
3
(
4
S
0
)3p, j=1
2s
2
2p
3
(
4
S
0
)4p, j=1
2s
2
2p
3
(
4
S
0
)5p, j=1
2s
2
2p
3
(
4
S
0
)6p, j=1
2s
2
2p
3
(
4
S
0
)7p, j=1
4789.45
204120
293250
472
393.68
435.64
471.95
546.85
422.01
1129.76
430.91
605.67
2225.58
375.3
375.24
353.42
375.43
348.79
606.804
471.92
376.68
4904.56
4868.99
4447.148
4446.721
4446.69
4447.12
4933.26
4734.38
4447.19
4859.39
5104.54
5345.28
5320.45
5313.06
5347.38
5353.13
5389.46
5387.94
5307.4
5302.29
4299.165
5103.76
5101.59
5173.25
5243.6
5300.23
5246.44
5002
4246.23
4104.01
4103.87
4109.16
4112.72
4116.54
4112.97
4103.71
4103.51
4025.01
4024.73
4025.49
4083.91
4103.21
4103.08
4116.99
4118.75
4246.59
4246.39
4246.77
4246.84
4277.53
4275.36
5589.27
4244.12
4157.75
4119.21
4207.15
4225.06
4225.16
4278.93
4446.53
6318.65
6215.94
6205.73
6182.62
6329.69
6526.53
7211.79
7179.9
6685.48
6528.6
6110.68
6247.9
5610.9
6056.11
5609.68
5602.93
5611.11
5610.68
5741.15
6031.9
5748.68
5835.42
9984.78
9991.87
10235.07
9980.24
9107.92
8817.23
10236.65
9156.05
9575.84
671500
10481.54
10523.96
8610.37
10435.17
10413.32
10305.23
10312.94
10405.72
10283.9
8342.69
8021.54
8022.2
8024.04
8024.69
8459.62
8017.37
5405.11
6685.4
8016.01
8025.01
8020.77
8314.85
8328.4
8299.58
8454.56
8306.26
8310.73
8303.57
3582.87
3587.39
3582.51
3587.09
3585.75
3587.94
3585.16
3583.19
3586.1
3598.62
3603.99
3606.84
3603.78
3602.84
3601.39
3598.69
3590.52
3595.9
3582.23
3589.33
3541.77
3545.57
3546.06
3546.43
3546.76
3544.41
3542.1
3541.28
3607.06
3541.93
3546.87
3547.24
3569.43
3571.65
3574.91
3563.83
3548.48
3547.39
3547.62
3547.75
3577.23
3792.37
3785.92
3792.03
3794.59
3798.39
3781.62
3752.38
3746.45
3746.96
3747.88
3805.83
3898.83
10052.82
10047.98
3539.41
10245.9
3974.78
3901.93
3903.82
3972.67
3739.57
3710.35
3641.86
3641.93
3641.94
3642.03
3641.86
3640.97
3640.88
3640.89
3640.96
3642.68
3642.69
3704.53
3706.45
3708.43
3679.65
3669.05
3642.77
3642.78
3656.51
3608.94
3505.628
1523.2
1523.58
1521.59
1515.03
1514.79
1523.93
1566.96
1609.8
1585.06
1567.64
1567.44
1462.84
1419.49
1335.59
1343.6
1333.59
1332.51
1332.04
1344.04
1344.3
1410.62
1407.14
1400.61
1375.32
1650.2
1700.19
1885.44
1886.15
1885.05
1747.39
1745.55
1929.79
1959.76
2058.52
3538.51
1960.98
1960.26
1744.75
1734.49
1701.99
1702.13
1700.83
1700.77
1700.69
1704.7
1704.73
1731.05
1730.12
1729.67
1704.83
1328.11
1327.06
422.88
431.55
422.62
417.87
407.5
431.83
436.28
472.71
472.68
457.18
436.57
407.04
405.64
377.13
379.72
375.93
375.78
375.7
380.9
380.9
400.58
394.44
394.21
381.82
473.02
484.6
1135.94
1221.24
1133.71
1118.02
1115.95
1221.54
1225.85
1321.52
1228.76
1226.27
1226.16
1112.3
1112.11
548.32
548.52
547.87
514.94
513.64
606.288
606.92
832.04
694.8
608.06
607.472
2058.73
2055.66
3410.8
3411.61
3408.99
3408.68
3406.89
3412.02
3414.65
3433.72
3438.68
3417
3416.8
3416.45
3406.56
3405.98
2974.03
2974.42
2973.77
2973.42
2973.25
2976.63
3059.99
3401.03
3264.08
3202.761
3153.49
3442.45
3468.3
3505.368
3505.513
3503.109
3502.964
3502.84
3513.02
3514.19
3536.87
3535.19
3522.89
3516.34
3501.572
3501.449
3474.78
3475.68
3473.62
3473.31
3472.96
3475.8
3476.32
3501.39
3493.2
3484.23
3482.34
2157.63
2947.14
2375.68
2437.32
2347.11
2346.94
2346.86
2466.15
2496.5
2946.31
2556.11
2522.45
2497.74
2334.94
2334.84
2279.26
2328.11
2262.34
2242.61
2159.08
2329.97
2330.22
2334.48
2334.13
2333.8
2332.97
2646.64
2574.17
2883.66
2885.4
2871.4
2692.75
2873.14
2874.21
2875.87
2876.48
2867.29
2886.12
2904.65
2906.42
2739.56
2897.12
2783.63
2817.32
2816.9
2874.79
1493.09
3851.67
3849.99
3847.09
3972.04
1493.31
3607.4
1424.74
1493.24
1209.35
F II
U
[eV]
0
35
48.4
~
~
4.5
21.4
26
30.5
[Open in new window]
