194
A. Szemik-Hojniak et al. / Polyhedron 88 (2015) 190–198
iso-quinoline N-oxide ligand (ZnTPP–IQNO) for which we have
obtained quite realistic energy estimates of CT states [26].
In the present case, the calculations were performed both for
the complex in its experimentally determined crystal structure,
as described in the Section 3.1 (Table 2), as well as for its isolated
components in the gas phase. Now, we attempt to analyze the orbi-
tal energy diagram and frontiers of molecular HOMO and LUMO
orbitals to learn how they contribute to electronic configurations
forming the lowest excited states of the complex. Their nature is
demonstrated in Fig. 3S (Supplementary Data). All the orbitals of
ZnTPP–MSQNO, contrary to those observed in the recently studied
ZnTPP–(dioxane)2 complex [27], are virtually localized exclusively
on one component, i.e., either on MSQNO ligand or on ZnTPP moi-
ety. As can be seen, during the HOMO ? LUMO transition in the
complex, only partial charge redistribution from the ZnTPP-elec-
tron donor to MSQNO fragment takes place. For this reason, a
resulting electronic S1 state exhibits only a weak CT character.
The TD DFT/CAM-B3LYP/6-31G(d,p) calculated excitation ener-
gies and oscillator strengths of electronic transitions in the crystal
of ZnTPP–MSQNO complex and its components in the gas phase
are gathered in Table 3. In this table, the contributions of Hi, Lj elec-
tronic configurations (Hi means i-th HOMO orbital and Lj-means j-
th LUMO orbital) to the particular transitions (with Hi and Lj
showed in Fig. 3S of Supplementary Data) are also presented.
It should also be noted that due to interactions in the complex,
the orbital degeneracy in the isolated, symmetric ZnTPP moiety is
removed [26,27].
In order to obtain a more transparent and understandable
description of electronic configurations, they have been divided
into three groups configurations localized exclusively on ZnTPP
moiety, those of the LE and CT character in the crystal structure
of the complex, as well as the orbitals distributed on MSQNO
ligand in the gas phase. Thus, in Table 3, one can find, for example,
that the first singlet state (S1) of the complex (571.7 nm), which is
red shifted in comparison to the S1 state of isolated ZnTPP unit
(553.5 nm), has only about 9% admixture of the CT character.
This is somewhat surprising that in the lowest electronic state
only a small fraction of electron is transferred from the ZnTPP
donor to the remainder of the molecule while a significantly large
contribution appears only in the higher excited states. These CT
states are present in the spectral region between the Soret band
and the Q band. In the S3 (491.0 nm) state, for example, which
results from the HOMO ? LUMO transition, and in the S4
(437.5 nm) state formed due to the HOMOꢁ1 ? LUMO transition,
the CT nature reaches 81% and 90%, respectively. Also the two high
energy bands lying above the Soret band of ZnTPP unit are charac-
teristic of a relatively strong CT character (346 nm, 62% and
342 nm, 34%).
To explain the loss of CT character in the S1 state of ZnTPP–
MSQNO complex and analyzing its absorption spectrum, one may
note that the band belonging to MSQNO ligand overlays the Soret
band region of ZnTPP unit. Hence, in consequence, electronic cou-
pling between the ligand electronic states and the higher lying
states of ZnTPP in the complex seems to be possible. We may
hypothesize that excitation of the ZnTPP–MSQNO complex band
at wavelengths shorter than the Soret band may not lead to elec-
tron transfer followed by the CT (S1) emissive state, but rather to
the nonradiative S1 energy transfer, as it was observed in the
donor–bridge–acceptor (D–B–A) systems containing zinc tetra-
phenylporphyrin [56]. To investigate this process in more detail,
the studies of excited-state dynamics of ZnTPP–MSQNO complex
by means of transient absorption are required.
The TD DFT/CAM-B3LYP/6-31G(d,p) simulated absorption spec-
tra of the ZnTPP–MSQNO complex and its components in their
structure as they reside in the crystal are shown in Fig. 6 while
those of the complex and its isolated components (ZnTPP and
MSQNO) in the gas phase optimized geometries are presented in
Fig. 4S of Supplementary Data. In both figures the overlap of higher
energetic bands of ZnTPP with those of MSQNO ligand is readily
visible.
Our further aim of simulating the absorption spectra of this
complex was to demonstrate a red shift of the Q-band of ZnTPP
unit as evidence of its coordination to the ligand.
The results of calculations using the GaussSum program [57],
with a fwhm of 3000 cmꢁ1, suggest that the complex formation
should lead to a 18 nm red shift of the Q-band with respect to that
of the ZnTTP moiety; these calculations agree with experimentally
determined 14 nm red shift. The same similarities occur between
experimental (Fig. 5) and calculated vertical excitation energies
and oscillator strengths (Fig. 6, Table 3), which supports our choice
of using here the CAM B3LYP functional.
In Fig. 6, apart from the redshift of the Q-band, a general visu-
alization of changes anticipated also in the Soret band region and
resulting from the mixing of all three types of electronic configura-
tions is captured. Due to its abovementioned overlap with the cor-
responding band of the MSQNO ligand, the analysis of the Soret
band in solution is difficult because to ensure stability of the com-
plex a relatively large excess of the ligand is used. Nonetheless,
examination of the Soret band in this type of complexes may be
an important source of information about the structure and envi-
ronment of the complex [58,59].
Results of TD DFT/CAM-B3LYP/6-31G(d,p) calculations show
the ZnTPP–MSQNO complex as a strongly polar system with a large
ground state dipole moment (7.37 D). Its direction is nearly parallel
to the short inertial axis of the molecule and perpendicular to the
porphyrin plane.
Further proof of ZnTPP–MSQNO complex formation comes out
from the experimental emission spectra presented in Fig. 7. Its
fluorescence spectral profile in toluene shows the Qx and Qy bands
that are centered at ꢂ610 and 653 nm, respectively. Relative to
parental fluorescence bands in ZnTPP moiety, red shift of 15 and
18 nm, respectively, are achieved.
At low temperatures, the solvent viscosity gradually increases
leading to fluorophore emission prior to solvent relaxation. Then,
the fluorescence may origin from the unrelaxed Franck–Condon
(F–C) state and in this case the fluorescence maximum shifts blue.
In the lowest temperatures, the excited molecule may fluoresce
from a relaxed state and then maximum red shift is observed [60].
The Qx and Qy fluorescence bands of studied ZnTPP–MSQNO
complex in ethanol in the temperature range 240–80 K are pre-
sented in Fig. 8.
Fig. 5. Changes in the electronic absorption spectrum of Zn-TPP in toluene upon
addition of MSQNO ligand (2–120 excess). Concentration of Zn-TPP = 4 ꢀ 10ꢁ5 M.
Stability constant = 689 31 Lꢀmolꢁ1
. Spectrum of Zn-TPP: 549.5 nm; 588 nm.
Spectrum of the complex: 562 nm; 602 nm.
Dk(Qx) = 12.5 nm, Dk(Qy) = 14 nm.