Sara
Fuertes
*a,
Lorenzo
Mardegan
b,
Ignacio
Martínez
a,
Silvia
Ventura
a,
Irene
Ara
a,
Daniel
Tordera
*b,
Henk J.
Bolink
b and
Violeta
Sicilia
*c
aDepartamento de Química Inorgánica, Facultad de Ciencias, Instituto de Síntesis Química y Catálisis Homogénea (ISQCH), CSIC – Universidad de Zaragoza, Pedro Cerbuna 12, 50009, Zaragoza, Spain. E-mail: s.fuertes@csic.es
bInstituto de Ciencia Molecular, Universidad de Valencia, C/J. Beltran 2, 46980, Paterna, Spain. E-mail: daniel.tordera@uv.es
cDepartamento de Química Inorgánica, Escuela de Ingeniería y Arquitectura de Zaragoza, Instituto de Síntesis Química y Catálisis Homogénea (ISQCH), CSIC – Universidad de Zaragoza, Campus Río Ebro, Edificio Torres Quevedo, 50018, Zaragoza, Spain. E-mail: sicilia@unizar.es
First published on 3rd October 2022
Platinum(II) complexes bearing new carbazole-appended cyclometallated N-heterocyclic carbenes such as [Pt(Cbz-C^C*)Cl(NCCH3)](3), [Pt(Cbz-C^C*)Cl(PPh3)](4), [Pt(Cbz-C^C*)(PPh3)(py)]PF6 (py = pyridine, 5), [Pt(Cbz-C^C*)(P^N)]PF6 (P^N = 2-(2-(diphenylphosphino) ethyl) pyridine, 6), and [Pt(Cbz-C^C*)(P^P)]PF6 (P^P: 1,1-bis(diphenylphosphino)methane, dppm 7; 1,2-bis(diphenylphosphino)ethane, dppe, 8, 1,2-bis(diphenylphosphino) benzene, dppbz, 9) have been prepared using a stepwise procedure from 9-(4-bromo-phenyl)-9H-carbazole, imidazole, [{Pt(μ-Cl)(η3-2-Me-C3H4)}2] and the corresponding ancillary ligands. They have been fully characterized. Also, single-crystal X-ray structures, theoretical calculations and photophysical studies have been performed. These complexes have been employed as emitters in simple solution-processed light-emitting electrochemical cells (LECs). When driven under a pulsed current of 50 A m−2, devices based on 7–9 exhibited green emission, a luminance of 265 cd m−2 and a current efficiency of 5.7 cd A−1 (for the best performing emitter, 7). As far as we know, these are the first examples of green-emitting Pt(II)-based LECs.
With this in mind, the 9H-carbazol-9-yl (Cbz) group possesses several advantages: an intrinsic rigid molecular structure, strong electron-donating ability and hole transporting properties, which are appealing attributes for developing electroluminescent devices.39–43 Therefore, incorporating the Cbz moiety into a molecular scaffold produces a situation where the HOMO and LUMO are localized separately over the molecule, leading to donor–acceptor conjugated systems. They exhibit excellent electronic properties through the induction of a highly efficient intramolecular charge transfer process.44,45 Besides, the attachment of this bulky side-group can prevent stacking interactions of the molecules and reduce self-quenching effects, which are known limiting factors on the efficiency of LECs.46,47 Additionally, the photophysical properties of the mononuclear Pt(II) complexes can be fine-tuned by modifying the cyclometallated and the ancillary ligands.48 Incorporating electron-donating or -withdrawing substituents into the chromophoric cyclometallated fragment and into the auxiliary ligands strongly influences the energies of the frontier orbitals and consequently the MLCT/ILCT character of the lowest energy transition, thus altering the radiative energy and lifetime of the excited state.
Previous results for PhOLEDs using complexes bearing cyclometallated N-heterocyclic carbenes, such as [Pt(R-C^C*)(dppbz)]PF6 (R = H, CN), showed sky blue EL, but a poor performance. The rather deep HOMO in these complexes was considered the cause that could prevent efficient hole injection/transport processes.27 With all the above in mind and considering our interesting results with the cyclometallated C^C* complexes of Pt(II) applied in photo-and electroluminescent devices,27,29–31,33 we explored the Pt(Cbz-C^C*) system with a pendant electron-donating Cbz (Cbz-CH^C* = 1-(4-(9H-Carbazol-9-yl)phenyl)-3-methyl-1H-imidazole) group that provides suitable steric and electronic properties for its application in iTMC-LECs. As a result, herein we report the synthesis and the structural properties of these cationic compounds with non-chelating, [Pt(Cbz-C^C*)(PPh3)(py)]PF6 (5), and chelating ancillary ligands, [Pt(Cbz-C^C*)(P^N)]PF6 (6) and [Pt(Cbz-C^C*)(P^P)]PF6 (P^P = dppm 7, dppe 8, dppbz 9). Theoretical calculations and photophysical studies were also carried out on the ionic Pt(II) complexes 5–9. They showed high PL quantum yields, ranging from 47% to 83%, and were employed as emitters in simple solution-processed iTMC-LECs. The effect of different solvents was also studied showing that the solvent can have a great impact on the performance of the LECs. More importantly, the devices emit in the green region (7–9), which is, as far as we know, the first example of green-emitting Pt(II)-based LECs.
Regarding structural characterization, multinuclear NMR spectra (Fig. S4–S9, ESI‡ and Table 1) provided the most significant information, which revealed that only one isomer was obtained for compounds 4–6, the trans-(C1, P). Their 31P{1H} resonances appear flanked by 195Pt satellites with Pt–P coupling constants around 2900 Hz, according to the P atom being located trans to the N-Heterocyclic carbene (C1).50 Compared to the diphosphine complexes, the two inequivalent P atoms appear as an AB system for the dppm derivative (7) or as two doublets for 8 and 9. 31P and 195Pt chemical shifts and the 1JPt,P values are similar to those found in the related compounds [Pt(R-C^C*)(PPh3)(py)]PF6 (R = –CN, –CO2Et)31 and [Pt(R-C^C*)(P^P)]PF6 (R = –H,27 –CN,27 and –CO2Et29). Also, it deserves to be noted that the H4 resonance appears more shielded (δ ∼ 2.9–3.2 ppm) in 5–9 than that in compound 4 (δ = 4.3 ppm) due to the anisotropic shielding effect caused by the proximity in space of the aromatic ring current of the pyridine or phenyl rings.
The structures of 5–7 and 9 were confirmed by X-ray diffraction (Fig. 1 and Fig. S10 and Tables S1 and S2, ESI‡). In 5 and 6, the asymmetric unit contains two molecules (Pt01 and Pt02) with very similar structural details; thus, only one set of data (Pt01) is included in Table S2 (ESI‡) for discussion. As expected, they are mononuclear complexes with the platinum(II) center in a distorted square-planar environment due to the small bite angle of the C^C* ligand, which is under 80° in all cases. PPh3 and pyridine complete the coordination sphere of the metal center in 5, whereas in the rest these positions are filled in by the P and X (N (6) and P (7, 9)) atoms from the chelating phosphine ligands. Comparing the bite angle of these chelate ligands (P–Pt–X), it can be observed that it is lower for compound 7 (71.37(10)°), which forms a four-membered ring, than those observed for 6 and 9, with six- and five-membered rings.
Fig. 1 Molecular structures of the cationic complexes 5 and 9. Thermal ellipsoids are drawn at the 50% probability level. Hydrogen atoms, solvent molecules and PF6− have been omitted for clarity. |
Bond distances and angles (Table S2, ESI‡) are similar to those observed in other complexes with the same kinds of ligands.27,29,31,50 The Cbz moiety (N3 and C13–C24) appears twisted with respect to the platinum coordination plane forming dihedral angles of 59.21(3)° for 5, 61.47(2)° for 6, 54.39(17)° for 7 and 75.76(4)° for 9. In 5, the interplanar angle between the platinum coordination plane and that of the pyridine is 79.8(2)°, while it is somewhat lower (53.7(1)°) for the complex with the chelate ligand, 6. As commented before, this orientation of the pyridine ring has a great influence on the H4 signal in the 1H NMR spectra. Also, in their supramolecular structure, there are no close intermolecular Pt⋯Pt or π–π interactions between the adjacent molecules, probably due to the great steric demand of the Cbz and phosphine groups.
A concentration dependence study of 5 and 7 in CH2Cl2 showed that no significant ground state aggregation takes place in the concentration range from 10−6 to 10−3 M (see Fig. S12 and S13, ESI‡). Therefore, the low energy absorptions at λ > 370 nm are originated from electronic transitions within the mononuclear species. Besides, when comparing compounds with the same ancillary ligands but different C^C* groups [Pt(R-C^C*)(PPh3)(py)]PF6, (R = –CN, –CO2Et)31 and [(R-C^C*)Pt(P^P)]PF6, (R = –H, –CN, –CO2Et),27,29 the absorption bands appear shifted to lower energies in these electron donating carbazolyl derivatives (5 and 7–9). Thus, these observations are indicating a great participation of the C^C* fragment in the electronic transitions.
To gain further knowledge on this matter, theoretical calculations (density functional theory (DFT) and time dependent density functional theory (TD-DFT)) were carried out for 5, 7 and 9 in CH2Cl2 (Tables S4 and S5, ESI‡). Considering that the computational results of the diphosphine derivatives are very similar, those corresponding to 9 are available in the ESI.‡ As shown in Fig. 3, the lowest energy calculated absorption (S1) fits well with the experimental one and its main contribution is the HOMO → LUMO transition (69% 5 and 92% 7, see Fig. 3). The assignment of these electronic transitions is based on the analysis of the frontier orbitals (Table S5, ESI‡).
Fig. 3 UV-Vis absorption spectra, S1 calculated transitions in CH2Cl2 (bars) and molecular orbital plots (isovalue 0.03) of compounds 5 (left) and 7 (right). |
For both complexes, the HOMO is centered on the NHC ligand (99%), essentially on the Cbz fragment whereas the LUMO is distributed over the ancillary ligands (50% 5 and 28% 7), the NHC (32% 5 and 43% 7) and the Pt center (18% 5 and 29% 7), with no participation of the Cbz fragment. Thus, the lowest energy absorption for both is attributed to a mixed transition LL′CT [π(NHC) → π*(L′)]/ILCT [(NHC)] and LMCT [π(NHC) → d(Pt)], with the latter having a greater contribution in 7.
The photoluminescence properties were examined in poly(methyl methacrylate) (PMMA) films at a 5 wt% doping concentration of the Pt compound (Table 2). As shown in Fig. 4, compounds 5 and 6 show blue emissions whereas the diphosphine derivatives (7–9) display green ones. Their emission lifetime decays fit to one rather long component (∼20 μs) and their quantum yield (QY) measurements reach very high values under an Ar atmosphere, in particular those corresponding to the P^P derivatives (QY > 0.75). The excitation spectra match the absorption ones, even though there is a remarkable increase in the intensity of the lowest energy band.
Comp. | λ em(nm) | τ(μs)a | Φ Ar/ΦAir | k r | k nr |
---|---|---|---|---|---|
a In air; kr = Φ/τexp and knr = (1 − Φ)/τexp. | |||||
5 | 461, 481max | 22.6 | 0.47/0.39 | 1.7 × 104 | 2.7 × 104 |
6 | 467, 484max | 18.1 | 0.49/0.35 | 1.9 × 104 | 3.6 × 104 |
7 | 492sh, 522max | 22.1 | 0.76/0.55 | 2.5 × 104 | 2.0 × 104 |
8 | 487sh, 507max | 26.6 | 0.77/0.50 | 1.8 × 104 | 1.8 × 104 |
9 | 478sh, 509max | 23.1 | 0.83/0.63 | 2.7 × 104 | 1.6 × 104 |
Fig. 4 Normalized excitation (—) and emission (—) spectra of 5–9 in 5 wt% PMMA films (right; λexc = 340 nm). Pictures of 5 and 7 were taken under 365 nm light. |
To assist in the photoluminescence discussion, the lowest energy triplet states for the optimized structures at the ground state have been calculated by TD-DFT in CH2Cl2 (see Tables S4 and S5, the ESI‡ for the three lowest ones: T1, T2 and T3). In all cases, T1 energies are considerably lower than those for T2 (0.16 eV for 5, 0.28 eV for 7 and 0.17 eV for 9); thus, there are no close low-lying triplets. The calculated wavelengths of these T1 states follow the trend observed for the experimental phosphorescence data (calculated 429 5, 449 7, and 431 nm 9vs. experimental 481 5, 522 7, and 509 nm 9). Also, the geometry optimizations of the T1 states were carried out and their spin-density distributions calculated (Fig. S15, ESI‡). They are mainly located on the C^C* ligand (1.803 5, 1.712 7, and 1.753 9) and to a minor extent on the Pt center (0.150 5, 0.166 7, and 0.155 9) and the ancillary ligands (0.047 5, 0.122 7, and 0.092 9). This great contribution of C^C* to the emissive state T1 agrees with the obtained Kr values (104 order, Table 2).51
Therefore, the emission for all complexes would be attributed mainly to metal-perturbed 3IL [NHC] transitions with some contribution of LL′CT [π(NHC) → π*(L′)]. Similar to what occurs in the UV-vis absorptions, the emissions of 5 (λmax = 481 nm) and 7–9 (λmax = 522–507 nm) appear shifted to lower energies in relation to those bearing different substituents in the C^C* ligand [Pt(R-C^C*)(py)(PPh3)]PF6 (R = –CN, –CO2Et; λmax ∼ 470 nm)31 and [(R-C^C*)Pt(P^P)]PF6 (R = –H, –CN, –CO2Et; λmax ∼ 490–476 nm).27,29 Thus, based on these spectroscopic observations and on the DFT calculations, the presence of an electron donating group (R = Cbz) in the C^C* skeleton increases the energy of the HOMO and results in a red-shift in the emission bands.
We will start the discussion focusing on the emitters 7, 8 and 9. The principal figures of merit are collected in Table 3. First, the PL and PLQY of the active layers prepared from ACN and DCM solutions of 7, 8 and 9 were measured (λex = 340 nm), showing no significant solvent effect on either λem or PLQY (Fig. S16, ESI‡ and Table 3). These PLQY values are far lower than the ones obtained in PMMA, most probably due to the higher concentration of iTMC in the active layer. In fact, a self-quenching process is often observed, taking place in highly concentrated iTMC thin films.52 These results are in agreement with the lower PLQYs of the solid samples of compounds 7–9 (Table S6, ESI‡) compared to those obtained in PMMA. The QY values are generally a good indicator of the luminance performance of iTMCs when employed in a light-emitting device. In view of these results, a similar peak luminance is expected regardless of the solvent used.
Emitter in ACN | PL λem [nm] | PLQY [%] | EL [nm] | Peak Lum. [cd m−2] | t 50 [min] | CE [cd A−1] | PE [lm W−1] | EQE [%] |
---|---|---|---|---|---|---|---|---|
7 | 531 | 11 | 523 | 61 | 13 | 1.2 | 0.61 | 0.34 |
8 | 516 | 8 | 528 | 60 | 35 | 1.2 | 0.61 | 0.33 |
9 | 521 | 14 | 519 | 57 | 43 | 1.1 | 0.58 | 0.32 |
Emitter in DCM | PL λem [nm] | PLQY [%] | EL [nm] | Peak Lum. [cd m−2] | t 50 [min] | CE [cd A−1] | PE [lm W−1] | EQE [%] |
---|---|---|---|---|---|---|---|---|
7 | 525 | 12 | 542 | 265 | 15 | 5.7 | 2.24 | 1.46 |
8 | 517 | 6 | 535 | 187 | 13 | 3.7 | 1.26 | 0.97 |
9 | 517 | 11 | 528 | 180 | 17 | 3.6 | 1.13 | 1.00 |
The LEC devices were operated under a pulsed current driving with an average current density of 50 A m−2 (1000 Hz block-wave, 50% duty cycle with a peak current of 100 A m−2) and, in contrast to what was expected from the PLQY results, they behaved quite differently depending on the solvent used to process the active layers (Fig. 5).
Devices made from ACN solutions (Fig. 5a) showed in general lower efficiency with maximum luminance values of about 60 cd m−2, current efficiency (CE) values of around 1.2 cd A−1 and power efficiency (PE) values of around 0.6 lm W−1. When devices were fabricated from DCM instead, a three- to four-fold increase of the luminance and efficiency values was observed, achieving luminance values of 265 cd m−2, 187 cd m−2 and 180 cd m−2 with peak CEs of 5.7 cd A−1, 3.7 cd A−1 and 3.6 cd A−1 and peak PEs of 2.2 lm W−1, 1.3 lm W−1 and 1.1 lm W−1 for compound 7, 8 and 9, respectively. These effects were also reflected in the external quantum efficiency (EQE), as expected since it depends directly on the CE (see Table 3). When compared with the theoretical maximum EQEs of these devices extracted from eqn S1 and shown in Table S7 (ESI‡), we notice that the EQE derived from the EL data is substantially lower than the calculated EQE. The main reason behind this could be a quench of the emitter during the device operation. A possible cause for this phenomenon can be an unbalanced current injection because of the impartial screening by the mobile ions accumulated at the electrodes.53,54 Another reason, as discussed above, is the effect of the concentration that eventually leads to a self-quenching of the emission.
Lower driving currents have been shown to improve the LEC device efficiency.55 We biased devices fabricated from DCM and using emitter 7 with a pulsed current driving with average current densities of 25 and 12.5 A m−2 (Fig. S17a and b, ESI‡). The results show that, even using these lower biases, the efficiencies remain very similar, with peak efficiencies of 4.7 and 5.2 cd A−1 for current densities of 25 and 12.5 A m−2, respectively, which indicates that phenomena such as self-heating of the device is not the limiting factor on the efficiency in these devices, at least in the current density range studied.56 A similar trend was observed when biasing devices fabricated from ACN (using emitter 7) with average current densities of 25 and 12.5 A m−2 (Fig. S17c and d, ESI‡). Generally, the half-luminance lifetime (t50) value is defined as the time needed to reach 50% of the peak luminance and it is used to determine the stability of a device over time, albeit it is also dependent on the driving conditions. In this case, devices made from ACN have t50 values of 13, 35 and 43 minutes, for emitters 7, 8 and 9, respectively, while those from DCM have t50 values of 15, 13 and 17 minutes, respectively. The increase in luminance together with the reduced t50 for DCM devices, despite the same PLQY values, could be explained by two main factors. The first point to take into consideration is the difference in the boiling point of the two solvents, ∼81 °C for ACN and ∼40 °C for DCM and the temperature at which the films were annealed before the cathode vacuum deposition, 70 °C for 15 min. These annealing conditions could allow all the DCM to evaporate and escape from the samples but in the case of the ACN residual solvent could remain in the active films. The effect of retained solvents has been reported in the past as detrimental for the devices as it can lead to degradation pathways or quenching.57 In view of this, and once the stability of the emitters was checked by NMR in MeCN-d3 at 70 °C for at least 1 hour (Fig. S18, ESI‡ for 7), we increased the annealing conditions of devices prepared from ACN in terms of time and temperature. To do this, we prepared a device using emitter 7 with a longer annealing time (4 h) at the same temperature (70 °C) and a device using emitter 9 with a higher temperature annealing process (90 °C) and a longer time (1 h). The performance of the device processed at 70 °C for 4 h slightly improved with a maximum luminance of 75 cd m−2 (vs. 61 cd m−2), a CE of 1.5 cd A−1 (vs. 1.2 cd A−1) and a t50 of 11 min (vs. 13 min) (Fig. S19a, ESI‡). On the other hand, the device processed at higher annealing temperature not only did not improve but it decreased, showing a maximum luminance of 48 cd m−2 (vs. 57 cd m−2), a CE of 0.96 cd A−1 (vs. 1.1 cd A−1) and a t50 of 7 min (vs. 43 min) (Fig. S19b, ESI‡). These results, in particular the much lower t50, could be an indication that the harsher annealing conditions are inducing a degradation of the emitter. The second aspect to be pointed out is the voltage during operation (Fig. S20, ESI‡). When compared, the voltage of the devices prepared from ACN is significantly lower than the DCM, with values between 3 V and 3.5 V for ACN and values between 4 V and 5 V for DCM. The origin of this effect can also be related to the residual solvent present on the active layer, where it has been seen that the presence of a solvent decreases the resistance of the film, resulting in a lower turn-on voltage.57 Lower voltages notoriously allow for longer lifetimes, and therefore higher t50, but at the expense of lower luminance levels. All in all, these results point that the origin of the difference in the performance of devices processed from ACN and from DCM might reside in their different morphology. Indeed, in previous works, it has been seen that morphology can affect the performance of LEC devices.58–60 However, atomic force microscopy (AFM) images show no significant differences between active films using emitter 7 processed from different solvents (Fig. S21, ESI‡). Both layers are very flat and homogeneous with no apparent phase separation or aggregation and with just small differences in the root mean square (RMS) roughness of the films (0.5 nm and 0.3 nm for ACN and DCM, respectively).
Finally, the EL spectra were characterized in both ACN and DCM (Fig. 6a, b and Table 3). In ACN, the EL peaks of 7, 8 and 9 are centered at 523 nm, 528 nm and 519 nm while in DCM at 542 nm, 535 nm and 528 nm, respectively. The slight difference on the EL peaks between ACN- and DCM-processed devices is ascribed to optical effects arising from the differences in the thicknesses of the active layers (90 and 120 nm, respectively). The EL is very similar to the PL of the active layer films. In some cases, 8 from ACN and 7, 8 and 9 from DCM, a slight red-shift of the EL can be observed. The red-shift of the EL of iTMCs can be common and was also previously observed in LECs based on Ir(III) and Cu(I) complexes.61,62 The corresponding emission colours, expressed as CIE (Commission Internationale de l’Éclairage) coordinates, are shown in Fig. S22 (ESI‡) and compiled in Table S8 (ESI‡). The EL was also measured over time (for devices made from emitter 7), down to their t50, in order to observe the EL evolution during the degradation (Fig. S23, ESI‡). The λmax of the EL remains constant for devices processed from ACN and only slightly changes for devices processed from DCM (from 542 to 549 nm), an indication of the high stability of the EL over the lifetime of the device. Notably, as seen by the EL spectra and the CIE coordinates, the three devices emit in the green region. To our knowledge, these are the first reported green-emitting Pt(II)-based LECs.
In spite of their simplicity, iTMC-LECs fabricated from DCM solutions of the carbazole-appended compounds, 7–9, showed an improved performance than PhOLEDs based on similar complexes bearing R-C^C* (R = H, CN), since the optimal OLED, based on compound [Pt(H-C^C*)(dppbz)]PF6 achieved a maximum luminance of 200 cd m−2 with a peak CE of 0.4, at 10 V.27
Similarly, devices made from compounds 5 and 6 were also fabricated. The active layers (iTMC:IL) showed very low PLQYs with values of 1% for both emitters. Devices made with 5 and 6 turned-on, showing the classic voltage evolution over time of a LEC (Fig. S24, ESI‡); however their performance was extremely poor. For emitter 6, the maximum observed luminance was 4 cd m−2 (Fig. S24b, ESI‡) while for emitter 5 the luminance was lower than the sensitivity of our LEC lifetime characterization setup (less than ca. 1 cd m−2). For emitter 6, it was also possible to measure the EL spectra, which showed a blue emission centered at 491 nm (CIE 0.2343, 0.4776). The very low QY of emitters 5 and 6 somewhat predicts the very low EL observed on these devices.
Footnotes |
† Dedicated to Paul R. Raithby, celebrating a career in inorganic and organometallic chemistry, on the occasion of his 70th birthday. |
‡ Electronic supplementary information (ESI) available. CCDC 2151291–2151294. For ESI and crystallographic data in CIF or other electronic format see DOI: https://doi.org/10.1039/d2tc02539f |
This journal is © The Royal Society of Chemistry 2022 |