WebMO Job Summary

33560: Se (singlet), Natural Bond Orbitals - Gaussian

Calculated Quantities

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Overview

Quantity Value
Route #N B3LYP/6-311+G(2d,p) SP GFINPUT POP=(FULL,NBORead) Geom=Connectivity
Method B3LYP
Stoichiometry Se
Symmetry OH
Basis 6-311+G(2d,p)
RB3LYP Energy -2401.43226111 Hartree
Dipole Moment 0.0000 Debye
Server class (34165)
CPU time 2.2 sec

Partial Charges

Atom Symbol Charge
1 Se -0.000000  

Molecular Orbitals

Orbital Symmetry Occupancy Spin Energy () Actions
1 A1G 2 α -453.91902
2 A1G 2 α -58.1137
3 T1U 2 α -52.17312
4 T1U 2 α -52.16298
5 T1U 2 α -52.16298
6 A1G 2 α -7.86043
7 T1U 2 α -5.82286
8 T1U 2 α -5.79025
9 T1U 2 α -5.79025
10 EG 2 α -2.16696
11 T2G 2 α -2.15845
12 T2G 2 α -2.15845
13 T2G 2 α -2.13239
14 EG 2 α -2.13239
15 - 2 α -0.67283
16 T1U 2 α -0.26355
17 T1U 2 α -0.26355
18 T1U 0 α -0.23731
19 - 0 α 0.00015
20 - 0 α 0.03817
21 - 0 α 0.04238
22 - 0 α 0.04238
23 - 0 α 0.20026
24 T2G 0 α 0.20212
25 T2G 0 α 0.20212
26 T2G 0 α 0.22313
27 - 0 α 0.22313
28 - 0 α 0.33913
29 - 0 α 0.3597
30 - 0 α 0.3597
31 - 0 α 0.38706
32 - 0 α 1.17479
33 T2G 0 α 1.18108
34 T2G 0 α 1.18108
35 T2G 0 α 1.21493
36 - 0 α 1.21493
37 T1U 0 α 1.70332
38 T1U 0 α 1.74737
39 T1U 0 α 1.74737
40 T2G 0 α 4.28495
41 T2G 0 α 4.29551
42 T2G 0 α 4.29551
43 T2G 0 α 4.33339
44 T2G 0 α 4.33339
45 T2G 0 α 6.60225
46 T1U 0 α 6.77318
47 T1U 0 α 6.818
48 T1U 0 α 6.818
49 A1G 0 α 51.41147
50 T1U 0 α 260.48136
51 T1U 0 α 260.48749
52 T1U 0 α 260.48749
53 A1G 0 α 960.06055
Electron density
Electrostatic potential
Electrophilic (HOMO) frontier density
Nucleophilic (LUMO) frontier density
Radical frontier density

Natural Population Analysis

Atom Symbol Charge
1 Se -0.00000  

Natural Atomic Orbitals

Orbital Description Occupancy Spin Energy () Actions
1 Se1 Cor(1S) 2.000000000 - -453.885367960
2 Se1 Cor(2S) 2.000000000 - -57.705290709
3 Se1 Cor(3S) 1.999998997 - -8.302271133
4 Se1 Val(4S) 1.998914338 - -0.672332271
5 Se1 Ryd(5S) 0.000018703 - 1.005288380
6 Se1 Ryd(6S) -0.000000000 - 10.588466683
7 Se1 Ryd(8S) 0.000000000 - 392.978942735
8 Se1 Ryd(9S) 0.000000000 - 570.532459646
9 Se1 Ryd(7S) -0.000000000 - 43.356096959
10 Se1 Cor(2p) 1.999999999 - -52.141269495
11 Se1 Cor(3p) 1.999996489 - -5.854690425
12 Se1 Ryd(4p) 0.000000000 - -0.237291029
13 Se1 Val(5p) 0.000003511 - 2.815841340
14 Se1 Ryd(9p) -0.000000000 - 101.403620972
15 Se1 Ryd(7p) -0.000000000 - 58.052090247
16 Se1 Ryd(8p) 0.000000001 - 60.373790874
17 Se1 Ryd(6p) -0.000000000 - 46.689787670
18 Se1 Cor(2p) 2.000000000 - -52.130906677
19 Se1 Val(3p) 1.999999122 - -5.822308135
20 Se1 Cor(4p) 2.000000000 - -0.263561314
21 Se1 Ryd(5p) 0.000000878 - 2.855212365
22 Se1 Ryd(9p) 0.000000000 - 101.417611460
23 Se1 Ryd(7p) 0.000000000 - 58.072781481
24 Se1 Ryd(8p) 0.000000000 - 60.410233021
25 Se1 Ryd(6p) -0.000000000 - 46.699109897
26 Se1 Cor(2p) 2.000000000 - -52.130906677
27 Se1 Val(3p) 1.999999122 - -5.822308135
28 Se1 Cor(4p) 2.000000000 - -0.263561314
29 Se1 Ryd(5p) 0.000000878 - 2.855212365
30 Se1 Ryd(9p) 0.000000000 - 101.417611460
31 Se1 Ryd(7p) 0.000000000 - 58.072781481
32 Se1 Ryd(8p) 0.000000000 - 60.410233021
33 Se1 Ryd(6p) 0.000000000 - 46.699109897
34 Se1 Cor(3d) 1.999998728 - -2.158447581
35 Se1 Ryd(4d) 0.000000613 - 0.558825232
36 Se1 Ryd(6d) 0.000000656 - 3.209969547
37 Se1 Ryd(5d) 0.000000002 - 1.909905608
38 Se1 Cor(3d) 1.999998728 - -2.158447581
39 Se1 Ryd(4d) 0.000000613 - 0.558825232
40 Se1 Ryd(6d) 0.000000656 - 3.209969547
41 Se1 Ryd(5d) 0.000000002 - 1.909905608
42 Se1 Cor(3d) 1.999995629 - -2.132383444
43 Se1 Ryd(4d) 0.000001682 - 0.589245328
44 Se1 Ryd(6d) 0.000002684 - 3.245828555
45 Se1 Ryd(5d) 0.000000005 - 1.936377435
46 Se1 Cor(3d) 1.999982028 - -2.158331239
47 Se1 Ryd(4d) 0.000815424 - 0.562280827
48 Se1 Ryd(6d) 0.000003391 - 3.211615943
49 Se1 Ryd(5d) 0.000000130 - 1.913610558
50 Se1 Cor(3d) 1.999991095 - -2.141032709
51 Se1 Ryd(4d) 0.000272929 - 0.580257161
52 Se1 Ryd(6d) 0.000002919 - 3.234424351
53 Se1 Ryd(5d) 0.000000047 - 1.928788476

Natural Hybrid Orbitals

Orbital Description Occupancy Spin Energy () Actions
1 CR(1)Se1 s(100.00%) 2.000000000 α -453.885367960
2 CR(2)Se1 s(100.00%) 2.000000000 α -57.705290709
3 CR(3)Se1 s(100.00%) 1.999998997 α -8.302271133
4 CR(4)Se1 s(0.00%)p1.00(100.00%) 1.999999999 α -52.141269495
5 CR(5)Se1 s(0.00%)p1.00(100.00%) 1.999996489 α -5.854690425
6 CR(6)Se1 s(0.00%)p1.00(100.00%) 2.000000000 α -52.130906677
7 CR(7)Se1 s(0.00%)p1.00(100.00%) 2.000000000 α -0.263561314
8 CR(8)Se1 s(0.00%)p1.00(100.00%) 2.000000000 α -52.130906677
9 CR(9)Se1 s(0.00%)p1.00(100.00%) 2.000000000 α -0.263561314
10 CR(10)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 1.999998728 α -2.158447581
11 CR(11)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 1.999998728 α -2.158447581
12 CR(12)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 1.999995629 α -2.132383444
13 CR(13)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 1.999982028 α -2.158331239
14 CR(14)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 1.999991095 α -2.141032709
15 LP(1)Se1 s(99.95%)p0.00(0.00%)d0.00(0.05%) 2.000000000 α -0.672995578
16 LP(2)Se1 s(0.00%)p1.00(100.00%) 2.000000000 α -5.822311943
17 LP(3)Se1 s(0.00%)p1.00(100.00%) 2.000000000 α -5.822311943
18 LP*(4)Se1 s(82.32%)p0.00(0.00%)d0.21(17.68%) 0.000022611 α 1.312816209
19 RY*(1)Se1 s(100.00%) -0.000000000 α 10.588466683
20 RY*(2)Se1 s(100.00%) 0.000000000 α 392.978942735
21 RY*(3)Se1 s(100.00%) 0.000000000 α 570.532459646
22 RY*(4)Se1 s(100.00%) -0.000000000 α 43.356096959
23 RY*(5)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α -0.237291029
24 RY*(6)Se1 s(0.00%)p1.00(100.00%) 0.000003511 α 2.815841340
25 RY*(7)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 101.403620972
26 RY*(8)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 58.052090247
27 RY*(9)Se1 s(0.00%)p1.00(100.00%) 0.000000001 α 60.373790874
28 RY*(10)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 46.689787670
29 RY*(11)Se1 s(0.00%)p1.00(100.00%) -0.000000000 α 2.855216173
30 RY*(12)Se1 s(0.00%)p1.00(100.00%) -0.000000000 α 101.417611460
31 RY*(13)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 58.072781481
32 RY*(14)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 60.410233021
33 RY*(15)Se1 s(0.00%)p1.00(100.00%) -0.000000000 α 46.699109897
34 RY*(16)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 2.855216173
35 RY*(17)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 101.417611460
36 RY*(18)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 58.072781481
37 RY*(19)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 60.410233021
38 RY*(20)Se1 s(0.00%)p1.00(100.00%) 0.000000000 α 46.699109897
39 RY*(21)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000613 α 0.558825232
40 RY*(22)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000656 α 3.209969547
41 RY*(23)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000002 α 1.909905608
42 RY*(24)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000613 α 0.558825232
43 RY*(25)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000656 α 3.209969547
44 RY*(26)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000002 α 1.909905608
45 RY*(27)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000001682 α 0.589245328
46 RY*(28)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000002684 α 3.245828555
47 RY*(29)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000005 α 1.936377435
48 RY*(30)Se1 s(4.13%)p0.00(0.00%)d23.21(95.87%) 0.000000403 α 0.582583762
49 RY*(31)Se1 s(9.81%)p0.00(0.00%)d9.19(90.19%) 0.000001097 α 2.945701074
50 RY*(32)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000130 α 1.915890617
51 RY*(33)Se1 s(1.03%)p0.00(0.00%)d95.99(98.97%) 0.000001337 α 0.587371167
52 RY*(34)Se1 s(2.75%)p0.00(0.00%)d35.31(97.25%) 0.000002257 α 3.163019923
53 RY*(35)Se1 s(0.00%)p0.00(0.00%)d1.00(100.00%) 0.000000046 α 1.929546252

Natural Bond Orbitals

Orbital Description NHOs Occupancy Spin Energy () Actions
1 CR(1)Se1 3943 2.000000000 α -453.885367960
2 CR(2)Se1 3944 2.000000000 α -57.705290709
3 CR(3)Se1 3945 1.999998997 α -8.302271133
4 CR(4)Se1 3946 1.999999999 α -52.141269495
5 CR(5)Se1 3947 1.999996489 α -5.854690425
6 CR(6)Se1 3948 2.000000000 α -52.130906677
7 CR(7)Se1 3949 2.000000000 α -0.263561314
8 CR(8)Se1 3950 2.000000000 α -52.130906677
9 CR(9)Se1 3951 2.000000000 α -0.263561314
10 CR(10)Se1 3952 1.999998728 α -2.158447581
11 CR(11)Se1 3953 1.999998728 α -2.158447581
12 CR(12)Se1 3954 1.999995629 α -2.132383444
13 CR(13)Se1 3955 1.999982028 α -2.158331239
14 CR(14)Se1 3956 1.999991095 α -2.141032709
15 LP(1)Se1 3957 2.000000000 α -0.672995578
16 LP(2)Se1 3958 2.000000000 α -5.822311943
17 LP(3)Se1 3959 2.000000000 α -5.822311943
18 LP*(4)Se1 3960 0.000022611 α 1.312816209
19 RY*(1)Se1 3961 -0.000000000 α 10.588466683
20 RY*(2)Se1 3962 0.000000000 α 392.978942735
21 RY*(3)Se1 3963 0.000000000 α 570.532459646
22 RY*(4)Se1 3964 -0.000000000 α 43.356096959
23 RY*(5)Se1 3965 0.000000000 α -0.237291029
24 RY*(6)Se1 3966 0.000003511 α 2.815841340
25 RY*(7)Se1 3967 0.000000000 α 101.403620972
26 RY*(8)Se1 3968 0.000000000 α 58.052090247
27 RY*(9)Se1 3969 0.000000001 α 60.373790874
28 RY*(10)Se1 3970 0.000000000 α 46.689787670
29 RY*(11)Se1 3971 -0.000000000 α 2.855216173
30 RY*(12)Se1 3972 -0.000000000 α 101.417611460
31 RY*(13)Se1 3973 0.000000000 α 58.072781481
32 RY*(14)Se1 3974 0.000000000 α 60.410233021
33 RY*(15)Se1 3975 -0.000000000 α 46.699109897
34 RY*(16)Se1 3976 0.000000000 α 2.855216173
35 RY*(17)Se1 3977 0.000000000 α 101.417611460
36 RY*(18)Se1 3978 0.000000000 α 58.072781481
37 RY*(19)Se1 3979 0.000000000 α 60.410233021
38 RY*(20)Se1 3980 0.000000000 α 46.699109897
39 RY*(21)Se1 3981 0.000000613 α 0.558825232
40 RY*(22)Se1 3982 0.000000656 α 3.209969547
41 RY*(23)Se1 3983 0.000000002 α 1.909905608
42 RY*(24)Se1 3984 0.000000613 α 0.558825232
43 RY*(25)Se1 3985 0.000000656 α 3.209969547
44 RY*(26)Se1 3986 0.000000002 α 1.909905608
45 RY*(27)Se1 3987 0.000001682 α 0.589245328
46 RY*(28)Se1 3988 0.000002684 α 3.245828555
47 RY*(29)Se1 3989 0.000000005 α 1.936377435
48 RY*(30)Se1 3990 0.000000403 α 0.582583762
49 RY*(31)Se1 3991 0.000001097 α 2.945701074
50 RY*(32)Se1 3992 0.000000130 α 1.915890617
51 RY*(33)Se1 3993 0.000001337 α 0.587371167
52 RY*(34)Se1 3994 0.000002257 α 3.163019923
53 RY*(35)Se1 3995 0.000000046 α 1.929546252

Quote

THE UNDERLYING PHYSICAL LAWS NECESSARY FOR THE MATHEMATICAL THEORY OF A LARGE PART OF PHYSICS AND THE WHOLE OF CHEMISTRY ARE THUS COMPLETELY KNOWN, AND THE DIFFICULTY IS ONLY THAT THE EXACT APPLICATION OF THESE LAWS LEADS TO EQUATIONS MUCH TOO COMPLICATED TO BE SOLUBLE. -- P. A. M. DIRAC, 1929