Информационная система «Электронная структура атомов»
RU
EN
Элементы
Уровни
Переходы
Диаграммы
Спектры
О проекте
Описание
Коллектив
Публикации
Спонсоры
Дипломы
Библиография
Ссылки
Таблица
Диаграмма атома
Nb
ионы
I
II
III
IV
V
VI
VII
VIII
IX
X
XI
XII
93
Nb
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
Nb I
U
[cm
-1
]
0
0
16672
16981
17304
17937.3
18435.1
18791.1
18876.5
19036.6
19427.9
19624
19765.2
19916.7
19993.8
20315.7
20432.1
20733.9
31056.6
31485.2
31551.5
32004.6
32013.4
32333.2
32572.7
32923.9
33011.5
33872.2
34168.9
20107.4
20383.6
20838
21512.2
22647
23022.6
23243.9
23536.8
23574.1
24015.1
24203.1
24506.5
45364.8
45978.8
46011.5
46170
46470.7
46543.6
46724.2
46812.6
47022.8
47080.8
47275.6
47680.6
27855.1
28433.7
29622.7
29775.8
25879.8
26067.1
26386.4
26832.4
27419.6
28652.7
28973.1
30059.6
34644.2
34703.7
34867.7
36371.1
42324.3
42473.2
42642.9
43332.7
27498.9
27666.5
27782.6
28079.1
28445.3
28549.4
29209.4
31174.7
33902.2
34253
34807.6
27797.4
28535.4
28278.3
29272
29519.1
30191.3
38903
39248.3
39530.5
39620.1
39885.7
40008.5
40421.9
40482
36048.1
36333.7
36510
45110.1
45259
36511.5
29846.5
40079.3
40555.3
40921.2
41371.2
38982.2
39380.8
46954.4
47155.2
31687.5
31800.7
32213.9
38448.8
39020.8
32623
33087
33389.9
35099.8
35178.8
41070
41082.2
34004.1
34235
34319.1
34323.2
34752.7
35497.5
35119.7
41676.8
42339.6
42551.6
42719.2
37865.4
38180.3
42888.8
42890
44063.5
46004.3
39981.2
40209.7
40362
40853.9
42801.7
42960.1
43187
43414.4
39426.8
39637.8
43342.9
43553.2
42894.2
43022.6
43173
43395.8
40469.7
40735.2
22006.7
23006.9
23684.4
25930
26060.7
26440.3
26717.7
26936.9
27359.7
27596.7
23984.9
24164.8
24283.3
24396.8
24543.1
24769.9
24904.9
25199.8
25680.4
26552.4
26713.3
26983.3
27427.1
27974.9
23525.8
23910.9
24773
28208.5
32066.1
32248.7
32545.5
33003.9
26896.7
27331.8
34415.5
34838.3
38251.3
38583
29359.6
29762.7
30117.3
30657.6
32156
32382.2
32672.4
33116.4
36460.3
36717.1
36976.1
37254.4
29779.4
29987.5
30161.6
30279.2
32501.3
32802.4
33428.2
35920.5
36016.3
36180.1
36334.2
35829.5
35928.4
37814.6
38231.9
42190
42193.7
30716.5
31025.5
31707.9
31807.6
31973.2
32605.4
37536.6
37955
38393.5
38709.7
38730.2
38763.3
38854.1
36866.6
36979.2
38183
38446.8
31907.7
32139.8
32452
33136.3
34654.8
34853.5
35156.9
35630.6
37624.5
37866.1
38143.8
38513.9
35344.9
35496.4
41571.6
41895.7
31933.7
32087.6
32654.5
32899.1
35270
36275.8
37111.7
37188.3
37286.6
37343.5
37523.5
37539.7
37760.6
37831.6
40460
40470
40473.9
42310
42316.9
45297.3
45300
45719.1
45982.6
39845.5
40003
40953.4
41829.1
41987.4
26165.8
27614.1
40009.8
41615.4
46919.5
41140
41461
47537.7
27918.9
28442.2
43880.2
43890
47528.5
48242.4
51780
51788.3
41554.9
41746.3
41873.9
41930.9
44905.5
44930
44939.1
45170.9
46500
46509.8
46509.8
46932.1
47146.1
33717
0
154.2
392
695.3
1050.3
8410.9
8705.3
9043.1
9497.5
10922.7
11044.1
11247.9
11524.7
16828.5
17476.2
12018.3
12136.9
12357.7
13012.2
18036
12288.3
12692.1
12982.4
13145.7
13629.2
14211.3
14899.3
15282.4
15439.3
15460.8
15467.1
37410.2
37578.7
37842.4
38177.7
38567.9
39408.9
39100.7
38638.5
38276.6
38021.4
37871.3
18332
16918.8
11344.7
13515.2
13404.8
12503
12102.1
11318.1
10237.5
10126.1
9439.1
9328.9
8827
5965.5
5297.9
4998.2
2805.4
2154.1
1586.9
1142.8
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3
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4
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11/2
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3
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3
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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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3
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2
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3
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2
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3
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2
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9/2
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1
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2
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1
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2
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1
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2
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2
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1
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2
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1
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2
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2
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2
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1
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z
2
I
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11/2
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3
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1
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2
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1
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2
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3
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1
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2
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13/2
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1
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3
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v
2
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3
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3
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2
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3
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4
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4
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4
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4
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4
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3
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2
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2
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2
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2
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3
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2
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3
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2
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4
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4
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3
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4
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3
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4
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3
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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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4
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3
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4
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7/2
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3
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3
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3
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t
2
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7/2
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3
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3
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2
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9/2
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3
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3
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2
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3
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3
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2
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7/2
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3
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4
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3
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4
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3
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3
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4
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7/2
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3
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3
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4
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9/2
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3
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3
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2
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7/2
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3
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1
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2
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4
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5
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4
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1/2
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4
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5
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4
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3/2
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4
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5
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4
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5/2
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4
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5
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4
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4
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5
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4
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4
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5
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4
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9/2
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4
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5
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4
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4
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5
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4
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4
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5
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4
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4
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5
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4
D
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4
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5
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6
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4
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5
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6
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4
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5
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6
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5
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6
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5
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6
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5
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6
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4
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5
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6
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4
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5
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6
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4
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5
D)5p, j=9/2
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6
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4
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5
D)5p, j=11/2
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6
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5
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6
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4
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5
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6
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4
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5
D)5p, j=5/2
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6
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4
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5
D)5p, j=7/2
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6
D
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9/2
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4
(a
5
D)5p, j=9/2
a
3
P
z
2
D
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3/2
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4
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3
P)5p, j=3/2
z
2
S
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4
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3
P)5p, j=1/2
z
2
D
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4
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3
P)5p, j=5/2
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4
S
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4
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3
P)5p, j=3/2
w
4
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4
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3
P)5p, j=1/2
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4
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4
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3
P)5p, j=3/2
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4
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4
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3
P)5p, j=5/2
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4
D
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7/2
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4
(a
3
P)5p, j=7/2
a
3
H
z
2
G
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7/2
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4
(a
3
H)5p, j=7/2
z
2
G
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9/2
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4
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3
H)5p, j=9/2
z
2
H
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9/2
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4
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3
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z
2
H
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11/2
4d
4
(a
3
H)5p, j=11/2
y
2
I
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11/2
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4
(a
3
H)5p, j=11/2
y
2
I
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13/2
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4
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3
H)5p, j=13/2
y
4
G
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4
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3
H)5p, j=5/2
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4
G
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7/2
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4
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3
H)5p, j=7/2
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4
G
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9/2
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4
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3
H)5p, j=9/2
y
4
G
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11/2
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4
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3
H)5p, j=11/2
z
4
I
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9/2
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4
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3
H)5p, j=9/2
z
4
I
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11/2
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4
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3
H)5p, j=11/2
z
4
I
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13/2
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4
(a
3
H)5p, j=13/2
z
4
I
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15/2
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4
(a
3
H)5p, j=15/2
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4
H
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7/2
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4
(a
3
H)5p, j=7/2
y
4
H
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9/2
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4
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3
H)5p, j=9/2
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4
H
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11/2
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4
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3
H)5p, j=11/2
y
4
H
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13/2
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4
(a
3
H)5p, j=13/2
b
3
F
x
4
F
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3/2
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4
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3
F)5p, j=3/2
x
4
F
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5/2
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4
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3
F)5p, j=5/2
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4
F
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4
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3
F)5p, j=7/2
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4
F
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9/2
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4
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3
F)5p, j=9/2
w
4
G
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7/2
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4
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3
F)5p, j=7/2
w
4
G
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9/2
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4
(b
3
F)5p, j=9/2
w
4
G
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11/2
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4
(b
3
F)5p, j=11/2
u
4
D
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1/2
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4
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3
F)5p, j=1/2
u
4
D
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3/2
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4
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3
F)5p, j=3/2
u
4
D
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4
(b
3
F)5p, j=5/2
u
4
D
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7/2
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4
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3
F)5p, j=7/2
u
2
D
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3/2
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4
(b
3
F)5p, j=3/2
u
2
D
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5/2
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4
(b
3
F)5p, j=5/2
r
2
F
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4
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3
F)5p, j=5/2
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2
F
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7/2
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4
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3
F)5p, j=7/2
r
2
G
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7/2
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4
(b
3
F)5p, j=7/2
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2
G
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9/2
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4
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3
F)5p, j=9/2
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1
D
y
2
F
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5/2
4d
4
(a
1
D)5p, j=5/2
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2
F
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7/2
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4
(a
1
D)5p, j=7/2
a
3
D
v
4
F
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3/2
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4
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3
D)5p, j=3/2
v
4
F
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5/2
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4
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3
D)5p, j=5/2
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4
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4
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3
D)5p, j=7/2
v
4
F
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9/2
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4
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3
D)5p, j=9/2
t
4
D
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1/2
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4
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3
D)5p, j=1/2
t
4
D
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3/2
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4
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3
D)5p, j=3/2
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4
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5/2
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4
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3
D)5p, j=5/2
w
4
P
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4
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3
D)5p, j=3/2
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4
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4
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3
D)5p, j=1/2
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4
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4
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3
D)5p, j=5/2
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4
D
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7/2
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4
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3
D)5p, j=7/2
s
2
F
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4
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3
D)5p, j=5/2
s
2
F
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7/2
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4
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3
D)5p, j=7/2
x
2
P
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1/2
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4
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3
D)5p, j=1/2
x
2
P
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3/2
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4
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3
D)5p, j=3/2
a
3
G
u
4
F
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3/2
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4
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3
G)5p, j=3/2
u
4
F
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4
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3
G)5p, j=5/2
u
4
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7/2
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4
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3
G)5p, j=7/2
u
4
F
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9/2
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3
G)5p, j=9/2
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4
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3
G)5p, j=5/2
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4
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4
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3
G)5p, j=7/2
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4
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9/2
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4
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3
G)5p, j=9/2
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4
G
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11/2
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3
G)5p, j=11/2
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4
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4
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3
G)5p, j=7/2
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4
H
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4
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3
G)5p, j=9/2
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4
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11/2
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4
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3
G)5p, j=11/2
z
4
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13/2
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4
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3
G)5p, j=13/2
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2
H
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11/2
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4
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3
G)5p, j=11/2
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2
H
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4
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3
G)5p, j=9/2
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2
G
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4
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3
G)5p, j=7/2
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2
G
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9/2
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4
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3
G)5p, j=9/2
a
1
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w
2
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5/2
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4
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1
G)5p, j=5/2
w
2
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4
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1
G)5p, j=7/2
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2
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1
G)5p, j=5/2
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2
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4
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1
G)5p, j=7/2
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2
H
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9/2
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4
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1
G)5p, j=9/2
x
2
H
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11/2
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4
(a
1
G)5p, j=11/2
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3
F
t
4
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4
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3
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4
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3
F)5p, j=5/2
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4
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3
F)5p, j=5/2
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4
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3
F)5p, j=7/2
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4
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3
F)5p, j=9/2
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4
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4
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3
F)5p, j=7/2
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4
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11/2
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4
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3
F)5p, j=11/2
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4
F
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9/2
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4
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3
F)5p, j=9/2
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4
D
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4
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3
F)5p, j=1/2
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4
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4
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3
F)5p, j=3/2
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4
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4
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3
F)5p, j=5/2
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2
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4
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3
F)5p, j=3/2
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2
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4
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3
F)5p, j=5/2
m
2
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3
F)5p, j=5/2
m
2
F
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7/2
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4
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3
F)5p, j=7/2
p
2
G
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7/2
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4
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3
F)5p, j=7/2
p
2
G
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9/2
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4
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3
F)5p, j=9/2
a
1
I
v
2
H
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9/2
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4
(a
1
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v
2
H
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11/2
4d
4
(a
1
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s
4
D
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7/2
4d
4
(c
@[3}F)5p, j=7/2
a
1
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p
2
F
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5/2
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4
(a
1
F)5p, j=5/2
p
2
F
o
7/2
4d
4
(a
1
F)5p, j=7/2
4d{4}5p
a
5
D
y
4
F
o
7/2
4d{4}(a
5
D)5p, j=7/2
?
?
o
5/2
(?), j=5/2
(?), j=5/2
(?), j=5/2
, j=5/2
?
o
7/2
(?), j=7/2
?
o
3/2
(?), j=3/2
, j=3/2
z
2
P
o
3/2
(?), j=3/2
z
2
P
o
1/2
(?), j=1/2
q
2
G
o
7/2
(?), j=7/2
q
2
G
o
9/2
(?), j=9/2
o
2
G
o
7/2
, j=7/2
o
2
G
o
9/2
, j=9/2
n
2
G
o
7/2
, j=7/2
n
2
G
o
9/2
