Ping
Zhou
a,
Maryam
Nazari Haghighi Pashaki
b,
Hans-Martin
Frey
b,
Andreas
Hauser
c,
Silvio
Decurtins
a,
Andrea
Cannizzo
*b,
Thomas
Feurer
b,
Robert
Häner
a,
Ulrich
Aschauer
*ad and
Shi-Xia
Liu
*a
aDepartment of Chemistry, Biochemistry and Pharmaceutical Sciences, University of Bern, Freiestrasse 3, CH-3012 Bern, Switzerland. E-mail: shi-xia.liu@unibe.ch
bInstitute of Applied Physics, University of Bern, Sidlerstrasse 5, CH-3012 Bern, Switzerland. E-mail: andrea.cannizzo@unibe.ch
cDepartment of Physical Chemistry, University of Geneva, 30 Quai Ernest Ansermet, CH-1211 Geneva, Switzerland
dDepartment of Chemistry and Physics of Materials, University of Salzburg, Jakob-Haringer-Straße 2A, 5020 Salzburg, Austria. E-mail: ulrichjohannes.aschauer@plus.ac.at
First published on 25th October 2023
In fused donor–acceptor (D–A) ensembles, rapid charge recombination often occurs because the D and A units are spatially close and strongly coupled. To the best of our knowledge, a long-lived charge separated (CS) state is still elusive in such systems. The results presented here show that symmetric annulation of two tetrathiafulvalene (TTF) donors to a central tetraazapyrene (TAP) acceptor via two quinoxaline units leads to a CS state lifetime of a few ns. A detailed study of the electronic interactions between TTF and TAP units in the ground and excited states was performed and compared with the asymmetric counterpart by cyclic voltammetry, optical absorption and ultrafast transient absorption spectroscopy. The results demonstrate that the photoinduced asymmetric charge trapping between two TTFs significantly stabilizes the CS state, which is also verified theoretically.
TAP on the other hand, is much less known as a building block of D–A conjugates. This is primarily due to synthetic challenges in the preparation and derivatization of the TAP scaffold. Recently, we reported the synthesis of 2,7-di-tert-butyl-1,3,6,8-tetraazapyrene (1, Scheme 1), which serves as a key intermediate in the symmetrically functionalized of TAP with two TTF units yielding a non-fused triad.12 No effective electronic communication was observed between these two redox units, as corroborated by the presence of two weak broad absorption bands caused by ICT transitions from HOMOs localized on the peripheral TTF units to the LUMO localized on the central TAP core. To enhance the intramolecular electronic interactions between D and A units, we have embarked on the design and synthesis of linear TAP-annulated mono- and bis(TTF) conjugates. In this work, we report the conversion of 1 to 2,7-di-t-butyl-4,5,9,10-tetraone-1,3,6,8-tetraazapyrene (4), which is further elaborated via a Schiff-base reaction using 5,6-diamino-2-(4,5-bis(propylthio)-1,3-dithio-2-ylidene)benzo[d]-1,3-dithiole (5) or 4,5-diaminophthalonitrile to the D–A systems shown in Scheme 1 (quinoxaline–TAP–TTF, TTF–TAP–TTF and diquinoxaline–TAP). The optical and electrochemical properties of these novel systems were studied in detail. A significant increase in the intensity of an ICT transition was observed in quinoxaline–TAP–TTF and TTF–TAP–TTF. Transient absorption studies revealed the occurrence of ultrafast charge separation and recombination in quinoxaline–TAP–TTF, presumably due to the close proximity between the TTF and TAP entities. In contrast, TTF–TAP–TTF shows a long-lived charge-separated (CS) state, more than two orders of magnitude higher than that of quinoxaline–TAP–TTF, which is attributed to electrostatic stabilization by electronic interactions of the two TTF units. These findings may lead to new approaches for stabilizing the CS states in symmetric quadrupolar D–A–D conjugates.
Compounds | E ox11/2 (V) | E ox21/2 (V) | E red11/2 (V) | E red21/2 (V) | E red31/2 (V) | HOMOa (eV) | LUMOa (eV) | E g (eV) |
---|---|---|---|---|---|---|---|---|
a E HOMO = −e (Eox + 4.27), ELUMO = −e (Ered + 4.27), Eox = the onset electrochemical potential of oxidation, Ered = the onset reduction potential, Fc/Fc+ is 0.53 V relative to Ag/AgCl in CH2Cl2. b E g = ELUMO − EHOMO. | ||||||||
Quinoxaline–TAP–TTF | 0.86 | 1.22 | −0.37 | −0.92 | −5.07 | −3.96 | 1.11 | |
TTF–TAP–TTF | 0.89 | 1.24 | −0.42 | −0.79 | −1.02 | −5.06 | −3.90 | 1.16 |
Diquinoxaline–TAP | −0.31 | −0.63 | −4.03 | |||||
s-TTF–TAP | 0.83 | 1.19 | −1.11 | −5.03 | −3.27 | 1.76 | ||
5 | 0.37 | 0.75 | −4.62 | |||||
TTF | 0.414 | 0.714 | ||||||
Non-brominated 1 | −1.05 | −3.31 |
The fusion of D and A units often leads to the stabilization of the HOMO and the destabilization of the LUMO, which is confirmed by a positive shift of the first electrochemical potential of oxidation and a negative shift of the first reduction potentials with respect to the redox potentials of the D and A components. This statement holds true only if the locations of HOMO and LUMO remain almost unchanged by large π-extended conjugation. Compared to the reference compounds TTF and 5, the first electrochemical potentials of oxidation of s-TTF–TAP, quinoxaline–TAP–TTF and TTF–TAP–TTF are positively shifted by more than 400 mV due to the electron-withdrawing effect of the quinoxaline-fused TAP core. With reference to diquinoxaline–TAP, the replacement of CN groups by electron-donating TTF ring(s) leads to a noticeable cathodic shift of the first reduction potential. The same electron-donating effect of TTF is also demonstrated by direct comparison of s-TTF–TAP to non-brominated 1 where the LUMO is mainly localized on the TAP core.
Both HOMO and LUMO as well as electrochemical HOMO–LUMO gaps are estimated (Table 1), indicating that the addition of the second TTF has a negligible effect on the HOMO.
Fig. 1 The UV-Vis absorption spectra of quinoxaline–TAP–TTF (black), TTF–TAP–TTF (red) and diquinoxaline–TAP (blue) (c = 5 × 10−6 M) in THF at r.t. |
To understand the intramolecular electronic interactions between the TTF and quinoxaline-fused TAP in the quinoxaline–TAP–TTF and TTF–TAP–TTF, the UV-Vis-NIR spectroscopy was applied to monitor their spectral variations upon chemical oxidation using aliquots of NOSbF6 (Fig. 2 and S4†). As NOSbF6 has a redox potential of +0.87 V (vs. Fc+/Fc), it can act as an oxidizing reagent for the oxidation of TTF units.14 Upon successive addition of NOSbF6, quinoxaline–TAP–TTF is oxidized to form the corresponding radical species quinoxaline–TAP–TTF˙+. As a result, a progressive decrease in the absorbance of both π–π* and ICT transitions at 320 nm and 620 nm, respectively, is accompanied with a concomitant emergence of absorption bands at 450 nm and 900 nm, which reach their maximum values upon addition of 1.4 equiv. of NOSbF6 (Fig. 2). These two new absorption bands are characteristic of the TTF˙+ radical cation-related transitions within a D–A ensemble.15 Moreover, as the amount of NOSbF6 increases, a strong broad absorption band gradually evolves in the 800–1400 nm range, which remains unchanged upon addition of 18 equiv. of NOSbF6. This band can be attributed to the dimeric radical cation species arising from enforced intermolecular interactions.16
Fig. 2 Variation of UV-Vis-NIR absorption spectra of quinoxaline–TAP–TTF (5 × 10−6 M) in CH2Cl2 upon successive addition of aliquots of NOSbF6 at r.t. |
Likewise, the initial oxidation of TTF–TAP–TTF (Fig. S4†) results in the appearance of two absorption bands at 450 nm and 900 nm, indicating the formation of the diradical species ˙+TTF–TAP–TTF˙+ due to the spontaneous oxidation of two TTF units, as confirmed by the CV measurements. In contrast to quinoxaline–TAP–TTF, an additional, very weak, broad absorption band peaking at 1400 nm is synchronously generated, tentatively ascribed to a mixed-valence charge transfer transition from neutral TTF–TAP–TTF to ˙+TTF–TAP–TTF˙+ diradical species.14,17 This lowest energy absorption band is continuously blue-shifted during the further oxidation process and reaches its maximum value around 1200 nm upon addition of 18 equiv. of NOSbF6. This observation suggests that spontaneous self-association of the ˙+TTF–TAP–TTF˙+ diradical to its dimeric species occurs, triggered by a strong π–π interaction between large planar π-conjugates. It can be deduced, therefore, that both quinoxaline–TAP–TTF and TTF–TAP–TTF exhibit a strong propensity for π-dimerization, as the attractive π–π interaction over long distances outweighs the electrostatic repulsion.18
As expected, HOMO and HOMO−1 are nearly degenerate in symmetric TTF–TAP–TTF. As depicted in Fig. 3, they are localized on one TTF unit with some contribution from the other TTF unit. The LUMOs are distributed across the whole quinoxaline-fused TAP core with a significant contribution from the four S atoms. The lowest energy absorption band at 608 nm in vacuum is assigned to the S0 → S1 transition (Table S2†). This electronic excitation is predominated by charge migration from the HOMO → LUMO (79%). In addition, HOMO−1 → LUMO (15%) and HOMO−1 → LUMO+1 (4%) are involved. The molecular orbitals LUMO and LUMO+1 are symmetric with respect to both TTF units, whereas the HOMO−1 and HOMO are not. From the percentages given, a stronger depletion of the left TTF than the right one is predicted in this ICT process. This slight asymmetry is also clearly visible in the natural transition orbitals (Fig. 3, bottom), where the pair with the highest contribution (occ = 25.44), shows a significantly larger contribution of charge moving from the left TTF to a fairly symmetric distribution on the TAP core. Despite this asymmetry, the partial hole localization on both TTF units in the excited state, however, yields a more symmetric electrostatic potential energy landscape compared to an excited state with the hole on a single TTF as it occurs for quinoxaline–TAP–TTF. This more symmetric electrostatic potential energy landscape (Fig. S6†) is expected to electrostatically stabilize the excited electron on the quinoxaline-fused TAP core, which accounts for a long-lived CS state observed in the following transient absorption measurements. In the ground state, the two TTF are however equivalent in terms of the nearly degenerate HOMO and HOMO−1, which agrees well with the electrochemical properties. As aforementioned, the two TTF units become oxidized at the same potential because one electron is likely removed from each of the HOMO and HOMO−1 rather than two from the HOMO. Taking the oscillator strength of 0.62 into account, the S0 → S1 transition in TTF–TAP–TTF has an amplitude almost twice as large as the S0 → S3 transition in quinoxaline–TAP–TTF, despite their ICT nature and almost same energy. This perfectly matches the experimental results shown in Fig. 1.
In both compounds, π–π* and ICT transitions with large oscillator strengths are estimated in the high energy spectral region below 400 nm. Overall, their predicted absorption spectra are in quite good agreement with the experimental results (Fig. S7†). It is worth noting that the absorption spectra were computed in vacuum and that in general a slight red shift is observed in solvents, slightly more so in polar solvents as shown in Fig. S8.†
Fig. 4 Selection of ultrafast transient absorption spectra and kinetics of quinoxaline–TAP–TTF in THF excited at 580 nm at different time delays (left) and wavelengths (right). The analysis in these date is reported in the ESI.† |
Concerning dynamics, kinetic traces in Fig. 4 (right) and decay associated spectra (DAS) in Fig. S10† allow us to estimate the lifetime of the excited states, and therefore the time constant of the back charge transfer process, to be ca. 2–2.5 ps. A thorough observation of the kinetic traces in Fig. 4 also reveals that the signal decays non-exponentially at any wavelength. This agrees with the occurrence of several processes with opposite effects on the signal strength, such as solvation, cooling, conformational relaxation, stabilization of the charge separation state, on the same timescale as the back charge transfer. This is manifested in the result of the Singular Value Decomposition and Global Fit (SVD-GF) analysis, which shows two dynamics with τ1 ∼ (1.3 ± 0.2) ps and τ2 ∼ (2.2 ± 0.2) ps. At first superficial glance, it could be rationalized by assuming a rise of the overall signal due to the formation of the ICT state, followed by a charge recombination in 2–2.5 ps, but this is in contradiction with the direct nature of the ICT transition. Instead, as aforesaid, this is due to the limitation of the SVD-GF analysis in describing non-exponential dynamics or exponential decays with close time constants.
In other words, the 1.3 ps DAS describes more an average effect of several processes which are not by themselves related to a change in the population of the CT state but to a modulation of the total signal strength. Therefore, despite the relative DAS would formally describe a rise of the signal, it should be more considered as describing a deviation from a pure exponential decay. The value of 1.3 has still the physical meaning of an average time scale of the processes competing with the back CT one, in agreement with analysis of the TTF–TAP–TTF (see below).
In comparison to quinoxaline–TAP–TTF, TTF–TAP–TTF displays TA spectra that are similar overall, albeit not the same (Fig. 5, left): a red-shift of the GSB at 350 nm to 375 nm, revealing another GSB at λ < 350 nm and a broader ESA at λ > 450 nm, which is related to the oxidized TTF and in agreement with the experimental data in Fig. S4.† The results of SVD-GF analysis identify four main dynamics (Fig. 5 and S12†): the 700 fs DAS describes a shift and the appearance of a band mainly due to the solvation and stabilization of the ICT state (in agreement with the qualitative discussion of the kinetics in quinoxaline–TAP–TTF). Since we detected at the magic angle, all three components describe population decays, energy redistribution and reorganization of the electron density at 11 ps, 107 ps and infinity (relative to the measurement time window). They have a similar shape with a distinct GSB band at 630 nm. This means that both the 11 ps and 107 ps components mainly describe a back charge transfer of ∼80% of the molecules and the remaining 15% of the population decays on a time scale longer than few ns. These results indicate that the back charge transfer in TTF–TAP–TTF is much longer than in quinoxaline–TAP–TTF. The 11 ps and 107 ps components show a slightly stronger ESA signal at 525 nm than the long-lived component, which would point to a long-lived conformational or electronic state distinct from the intermediate ones. On the other hand, the strong similarity of the 11 ps and 107 ps DASs would speak for the same electronic state, likely with a slightly different extent of distortion.
In principle, the amplitude of the ESA signals at 480 nm (Fig. 4) and 530 nm (Fig. 5) can be used as an estimation of the oxidized TTF signal for quinoxaline–TAP–TTF and TTF–TAP–TTF, respectively, since this region contains the smallest GSB and the lowest possible contribution from the TAP core according to their optical absorption spectra (Fig. 1). Similarly, the amplitude of the signal at the maximum of the ICT band (580 nm and 630 nm, for quinoxaline–TAP–TTF and TTF–TAP–TTF, respectively) can be used to monitor the amount of ICT GSB. Normalizing the signals of the ICT GSB to their corresponding oxidized TTF (5 mOD/2.75 mOD = 1.85 and 0.5 mOD/0.75 mOD = 0.66, in TTF–TAP–TTF and quinoxaline–TAP–TTF, respectively), indicates that the GSB of the ICT transition in TTF–TAP–TTF is more than twice that in quinoxaline–TAP–TTF. This observation can be rationalized by the fact that one TTF makes a much larger contribution to the ICT transition than the other. On the other hand, the insertion of one more TTF leads to a significant change in the oscillator strength of the ICT transition, as corroborated by above-mentioned DFT calculations.
Another point is that the oxidized signal of TTF in quinoxaline–TAP–TTF is ca. 4 times lower compared to TTF–TAP–TTF. This can be estimated by comparing the ratio of ESA at 480 nm in quinoxaline–TAP–TTF and at 530 nm in TTF–TAP–TTF at 130 fs, which results in 4 times higher excitation in TTF–TAP–TTF. This means that at least more than 75% of the excited quinoxaline–TAP–TTF relaxes to the ground state before the first collected TA spectrum at 130 fs. This reveals that the ICT recombination in the quinoxaline–TAP–TTF is also at least biexponential, with sub-100 fs and 2 ps components. It can be deduced, therefore, that both compounds show the same biexponential behavior with the quinoxaline–TAP–TTF being 50 times faster. Such observation is verified by the calculation of the plane-averaged electrostatic potential projected along the long molecular axis for the structurally relaxed S1 state. As shown in Fig. S6,† the charge recombination for quinoxaline–TAP–TTF is already favorable in the non-relaxed initial S1 state (purple curve), which is consistent with its very short lifetime. In contrast, the charge recombination for TTF–TAP–TTF is not favorable in the initial S1 state (blue curve) and only becomes so after structural relaxation (red curve), pointing to a long-lived CS state. As mentioned above, this can be explained by electrostatic attraction towards both TTF units in TTF–TAP–TTF that gets reduced during structural relaxation accompanied by hole localization on the left TTF unit. Consequently, the CS state is populated only in TTF–TAP–TTF where the second TTF unit is available, followed by a conformational relaxation leading to a long-lived CS state (Fig. 6).
Footnote |
† Electronic supplementary information (ESI) available: Experimental details and characterisation, DFT calculations and additional figures for transient absorption spectra. See DOI: https://doi.org/10.1039/d3sc03184e |
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