Информационная система «Электронная структура атомов»
RU
EN
Элементы
Уровни
Переходы
Диаграммы
Спектры
О проекте
Описание
Коллектив
Публикации
Спонсоры
Дипломы
Библиография
Ссылки
Таблица
Диаграмма атома
W
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
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
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
W III
U
[cm
-1
]
0
209900
57231
60195.9
61488.4
62821.9
67111.2
65106.1
67187.4
67351.6
68838.6
67358.9
68976.8
72425.5
67731.9
70221.4
70681.6
70762.3
72073.8
73289.7
75697.2
72881.5
73135.8
77071.7
78408.4
79597.7
80493.9
73697.4
76134.6
73804.6
76378.1
74021.4
83571
74792
76039.8
76831.4
75142.7
75800.2
78786.5
79139.8
79699.8
80558.6
79216.2
89283.4
90492.3
89700.4
90097.2
91763.3
93358.1
91162
93226
78507.7
84389.3
91362.4
81013.5
81054.3
81293.4
82210.8
90511.3
93870.1
82502.1
82801.8
82980.2
85044.2
85527
86867.5
87621.2
83602
86865.1
83957
84127
84869
86271.5
87590.7
85223
87862
85834.9
86283.8
86578.4
88429.9
88813.1
85965.6
94374.6
97144.2
94508.5
96630.1
97531.1
95363.2
96530.8
98188.1
96561.1
98061.1
97227.6
101947.2
102576.2
102058.1
103272.5
103128
111196.2
77757
77827.6
85078.3
82095.4
83611.7
86487.1
88867.5
88885
89240.4
92358.7
89330
89631
89903
95137.1
95422
96704.9
97039.6
91776.2
92117.9
91973.6
92089.7
92882.1
93778.7
101383.3
93778.7
93867.3
102826.5
95134.6
102348.1
99424.2
99814.7
100203
105064.1
101307.9
104191.5
104287.9
104761.8
105670
107611.5
105033.3
106045
107269.2
105628.7
106700
107840.8
109818.4
116735.4
108249.4
109950.4
111063.1
111610.8
113709.4
115796
116774.1
118243.4
109744.1
113730.9
115620
109841.1
110863.5
112844.1
116620.3
119448.5
112353.7
120680.3
121296.6
125865.7
0
2256.2
4461.2
6277.8
7686.7
9904.3
12881
13701
13992.1
14899.8
16621.1
16723.2
18376.4
18380.9
19851.9
20432.5
20696.6
22212.1
23317.8
24097.1
25963.8
26588.5
29245.3
47577.8
55564.6
51002.7
50539.6
27726.2
57384.9
56732.4
56632.8
52568.1
43378.3
42616
41404
39344.9
39321.3
33972.3
36353.3
31838.6
37808.9
31821.8
36226.5
31211.8
30507.3
33631.4
36467.3
45388.6
41570
29855.8
29800.9
29512
41322.6
36904.4
35429
28977.4
47995.5
47181.6
46259.2
27252.5
23080.8
22955
24490.6
37769.8
28391.1
28063
19632.1
17380.4
15038
12427.1
10968.5
42000
84000
126000
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G)6s6p(
3
P
0
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2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
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0
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3
F
o
1
5d
2
(
1
G)6s6p(
3
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0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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3
F
o
2
5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
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0
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5d
2
(
1
G)6s6p(
3
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0
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3
H
o
6
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2
(
1
G)6s6p(
3
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0
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2
(
1
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1
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0
)
1
H
o
5
5d
2
(
1
G)6s6p(
1
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0
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1
G
o
4
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2
(
1
G)6s6p(
1
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0
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2
(
3
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1
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0
)
3
D
o
3
5d
2
(
3
P)6s6p(
1
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0
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4
5
D
0
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4
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5
D
1
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4
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5
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2
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4
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5
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3
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4
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5
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4
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4
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3
P2
0
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4
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3
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1
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4
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3
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4
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4
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3
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2
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4
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3
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3
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4
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3
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2
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4
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3
H
5
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4
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3
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4
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4
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3
H
6
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4
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3
G
3
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4
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3
G
4
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4
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3
D
2
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4
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3
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3
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4
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3
G
5
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4
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3
D
1
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4
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1
I
6
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4
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1
G2
4
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4
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1
F
3
5d
4
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1
D1
2
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4
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5d
2
6s
2
3
F
4
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2
6s
2
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3
F
3
5d
2
6s
2
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3
F
2
5d
2
6s
2
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1
S
0
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2
6s
2
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3
6s
2
D1
3
D
3
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3
(
2
D1)6s, j=3
3
D
1
5d
3
(
2
D1)6s, j=1
3
D
2
5d
3
(
2
D1)6s, j=2
2
F
1
F
3
5d
3
(
2
F)6s, j=3
3
F
4
5d
3
(
2
F)6s, j=4
3
F
3
5d
3
(
2
F)6s, j=3
3
F
2
5d
3
(
2
F)6s, j=2
2
D2
3
D
2
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3
(
2
D2)6s, j=2
3
D
3
5d
3
(
2
D2)6s, j=3
2
G
3
G
2
5d
3
(
2
G)6s, j=2
5d
3
(
2
G)6s, j=2
3
G
1
5d
3
(
2
G)6s, j=1
5d
3
(
2
G)6s, j=1
3
G
3
5d
3
(
2
G)6s, j=3
5d
3
(
2
G)6s, j=3
3
G
5
5d
3
(
2
G)6s, j=5
3
G
4
5d
3
(
2
G)6s, j=4
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3
(
2
G)6s, j=4
5d
3
(
2
G)6s, j=4
2
P
1
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2
5d
3
(
2
P)6s, j=2
1
P
1
5d
3
(
2
P)6s, j=1
3
P
1
5d
3
(
2
P)6s, j=1
3
P
2
5d
3
(
2
P)6s, j=2
3
P
0
5d
3
(
2
P)6s, j=0
2
H
1
H
5
5d
3
(
2
H)6s, j=5
3
H
5
5d
3
(
2
H)6s, j=5
3
H
6
5d
3
(
2
H)6s, j=6
3
H
4
5d
3
(
2
H)6s, j=4
4
P
3
P
1
5d
3
(
4
P)6s, j=1
3
P
4
5d
3
(
4
P)6s, j=4
3
P
2
5d
3
(
4
P)6s, j=2
5
P
3
5d
3
(
4
P)6s, j=3
5
P
1
5d
3
(
4
P)6s, j=1
5
P
2
5d
3
(
4
P)6s, j=2
5d
3
(
4
P)6s, j=2
4
F
3
F
4
5d
3
(
4
F)6s, j=4
3
F
3
5d
3
(
4
F)6s, j=3
3
F
2
5d
3
(
4
F)6s, j=2
5
F
5
5d
3
(
4
F)6s, j=5
5
F
4
5d
3
(
4
F)6s, j=4
5
F
3
5d
3
(
4
F)6s, j=3
5
F
2
5d
3
(
4
F)6s, j=2
5
F
1
5d
3
(
4
F)6s, j=1
1218.102
1661.248
1184.989
1484.583
1380.731
1449.766
1354.929
1309.273
1789.181
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1795.268
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1800.192
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1769.278
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1764.067
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1765.133
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1853.735
1857.034
1857.166
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1856.438
1856.294
1854.516
1855.103
1856.1
1869.643
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1880.981
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1879.502
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1883.081
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1835.612
1833.918
1834.536
