Intramolecular Interactions in Diiodonaphthalenes
J. Phys. Chem. A, Vol. 107, No. 4, 2003 481
SCHEME 1: 1,6-; 2,6-; 2,7-Diiodonaphthalene
TABLE 1: Vertical Ionization Energies (Ei ( 0.03 eV),
Calculated Orbital Energies (GF/eV), Band Assignments,
and HeII/HeI Relative Band Intensity Ratios (RI) for
Orbitals in Iodonaphthalenesa,b
SCHEME 2: 2,3-Diiodonaphthalene
MO
compound band
Ei
(8.00)
8.53
9.13
9.38
9.78
10.38
10.83
11.15
11.58
11.95
(8.14)
8.58
9.17
9.70
10.08
10.27
10.63
11.25
GF/eV
7.62
8.18
8.86
8.93
9.52
assignment
RI
1 (C2V)
X
A
B
C
D
E
F
a2 (π)
b2 (σI)
b1 (π)
b1 (πI)
a2 (πI)
a1 (σI)
b1 (π)
a1 (σ)
a2 (π)
b2 (σ)
a2 (π)
b1 (π)
b2 (σI)
a2 (πI)
b1 (π)
a1 (σI)
a2 (πI)
b2 (σ)
1.96
0.66
1.30
1.30
0.76
0.61
0.93
0.93
0.93
0.93
1.10
1.10
0.52
0.55
0.9
Calculations. All of the calculations were performed with
Gaussian 98 program.4 The DFT calculations with the hybrid
B3PW91 functional and the TZP basis set were performed first
in order to get fully optimized molecular geometry. Subse-
quently, single-point ROVGF calculations at B3PW91 geometry
were performed in order to obtain ionization energies. The
ROVGF method goes beyond Koopmans’ approximation and
is often used for the assignment of photoelectron spectra.5
10.08
10.81
11.04
11.69
11.88
7.90
G
H
I
2 (C2V)
X
A
B
C
D
E
F
8.25
Results and Discussion
8.77
9.43
Photoelectron Spectra. The photoelectron spectra are shown
in Figures 1-4, and their analysis is summarized in Figure 5
and Table 1. The spectra indicate that the density of ionic states
is large, and the information obtained from several empirical
and theoretical considerations must be used simultaneously if
one is to arrive at a reliable assignment.
9.79
9.90
0.9
0.75
1.25
10.48
11.32
G
H, I 11.73
11.74, 11.88 a1 (σI), b1 (π) 1.11
3 (C2V)
4 (C2h)
5 (C2h)
6 (Cs)
X
A
B
C
(8.21)
8.62
9.47
9.70
8.01
8.26
9.38
9.42
a2 (π)
b1 (π)
b2 (σI)
a2 (πI)
1.48
1.48
0.68
0.58
The assignments are based on the following considerations.
The interpretation of the spectra of diiodonaphthalenes (Figures
1-3) relies on the comparison with the HeI spectrum of
naphthalene6 and HeI/HeII spectra of 1-iodonaphthalene (Figure
4). The spectral region 8-13 eV contains, besides ionizations
from five ring π-orbitals (π), the two out-of-plane iodine lone
pairs (πI) and two in-plane iodine lone pairs (σI). The relative
intensity of bands corresponding to ionizations from the orbitals
with large I5p character decreases most prominently on going
from HeI to HeII radiation. This is due to different energy
dependence of the photoionization cross-sections for I5p and
C2p orbitals.7 The iodine 5p cross-section decreases three times
as much as C2p on going from HeI to HeII. The iodine σI
orbitals can acquire C2p character only by weak interaction with
the energetically remote ring σ orbitals (thus σI orbitals are prone
to show a strong drop in the relative HeII band intensity). The
iodine πI orbitals can, on the other hand, interact strongly with
energetically close ring π orbitals and thus acquire C2p character
(leading to a modest drop in relative HeII band intensity). The
sharp, narrow bands correspond to strongly localized (less
bonding) orbitals as is suggested by the Franck-Condon
principle.
The assignment of naphthalene spectrum is well established
and can be used to analyze the 1-iodonaphthalene spectrum. In
the latter’s spectrum (Figure 4), the bands at 9.29 and 9.74 eV
show a pronounced decrease in relative intensity on going from
HeI to HeII radiation. Thus, the two bands can be assigned to
ionizations from the two iodine lone pairs; the 9.29 eV band is
broader and can be attributed to the out-of-plane lone pair πI
orbital, whereas the 9.74 eV band is narrower which means that
the ionized orbital has less bonding character and can thus be
described as σI orbital. The five ring localized π orbitals can
then be attributed to different bands on the basis of comparison
with UPS of naphthalene (Figure 5). The assigned spectrum of
1-iodonaphthalene can be utilized as the starting point for the
assignment of the spectra of diiodonaphthalenes.
D, E 9.97
9.42, 9.88 a1 (σI), b1 (πI) 0.58
F
G
10.70
11.23
10.58
11.31
b1 (π)
b2 (σ)
1.17
1.16
H, I 11.80
11.72, 11.96 a1 (σ), a2 (π) 1.16
X
A
B
C
D
(8.11)
8.77
9.31
9.70
9.92
7.88
8.54
9.10
9.40
9.42
au (π)
au (π)
bg (πI)
bu (σI)
ag (σI)
1.14
1.51
0.50
0.36
0.36
E,F 10.5
10.18, 10.45 au (πI), bg (π) 1.18
11.27 (11.15) 11.28 ag (σ) 1.58
11.97, 11.97 bu (σ), bg (π) 1.26
7.85 1.23
G
H, I 11.95
X
(8.13)
au (π)
A, B 9.08
8.78, 8.92 au (π), bg (πI) 1.07
9.28, 9.42 ag (σI), bu (σI) 0.56
C,D
E
F
G
H
I
X
A
B
C
D
E
9.73
10.33
10.78
11.2
9.77
10.80
11.06
11.75
12.11
7.90
au (πI)
bg (π)
ag (σ)
bg (π)
bu (σ)
a′′ (π)
a′′ (π)
a′′ (πI)
a′ (σI)
a′ (σI)
a′′ (πI)
a′′ (π)
a′ (σ)
0.62
0.97
1.40
1.40
1.40
1.25
1.17
0.57
0.57
0.57
0.73
1.33
1.28
11.66
12.08
(8.12)
8.77
8.52
9.32
9.16
9.65
9.34
9.92
9.42
10.27
10.70
11.27
9.88
F
G
10.68
11.29
H,I 11.72
11.68, 11.87 a′ (σ), a′′ (π) 1.36
7 (Cs)
X
A
B
C
D
E
(8.07)
8.75
7.87
8.52
a′′ (π)
a′′ (π)
a′′ (πI)
a′ (σI)
a′ (σI)
a′′ (πI)
a′′ (π)
a′ (σ)
1.30
0.96
0.59
0.59
0.59
0.59
1.61
1.31
9.35
9.20
9.60
9.35
9.84
9.36
10.17
10.77
11.27
9.75
F
G
10.73
11.29
H, I 11.67
11.64, 11.84 a′ (σ), a′′ (π) 1.31
a The values in brackets correspond to adiabatic ionization energies.
b The bands were simulated by asymmetric Gaussian band shapes as
suggested in ref 13, and the variable bandwidths were in the range
0.1-0.3 eV.