Open Access Article
Teresa
Kraus
,
Anna
Aubele
and
Peter
Bäuerle
*
Institute of Organic Chemistry II and Advanced Materials, University of Ulm, Albert-Einstein-Allee 11, 89081 Ulm, Germany. E-mail: peter.baeuerle@uni-ulm.de
First published on 22nd May 2023
Functionalized S,N-heteropentacenes SN5′ were used as central donor units in molecular donor–acceptor dyads and were covalently linked to fullerenic acceptor units via flexible linkers. Systematically varied structural motifs and characterization of their optoelectronic properties resulted in structure–property relationships and allowed for their application in solution-processed single-material organic solar cells, in which power conversion efficiencies of up to 2.8% were achieved.
In contrast to this common cell architecture, which very recently reached power conversion efficiency (PCE) of 19%,6 but normally requires tedious multi-parameter optimization and may lack thermodynamic stability, single-material organic solar cells (SMOSC) came into focus again and are currently experiencing a ‘renaissance’.7 Because in comparison to the common biphasic or ternary BHJSCs only one sole photoactive material has to be processed and high long-term stabilities were achieved,8 SMOSCs are considered attractive candidates for an eased technical production of large-scale organic solar cells.9 PCEs of >13% have indeed very recently been reported for conjugated D–A block copolymers as photoactive materials10 and >13% for so-called “double cable” polymers,11 which represent structurally very complex and polydisperse, less defined systems. Even though molecular D–A dyads and triads reached >5%12 and with respect to PCE stay somewhat behind the polymers, they are structurally defined and represent reproducible systems.
In this respect, we recently described a series of ambipolar molecular oligothiophene-fullerene D–A dyads (named dyads1–10),13 which in general contain the well-known and smaller S,N-heteroacene dithienopyrrol (DTP) as the core and are covalently linked to fullerenic phenyl-C61/C71-butyric acid (PCBA) acceptors via the DTP-nitrogen in a “T-shape” fashion. Various structural parameters have been varied, including variation of the length and type of alkyl ester spacers controlling the precise distance between D and A, replacement of the C61-fullerenic acceptor with the corresponding C71-derivative, and finally variation of the terminal acceptor units in the ADA-type donor part by increasing their acceptor strength. In the frame of this structural concept, ‘champion’ dyad4 shows the so far best photovoltaic performance reaching a PCE of 5.3% and exhibiting excellent long-term stability retaining >95% of the initial performance after one month of continuous illumination and operation (Fig. 1).12
In continuation of our work on S,N-heteroacenes and their application in organic solar cells, we now report the structural extension in the core donor moiety of molecular D–A dyads by introducing the S,N-heteropentacene SN5′ core, which replaces DTP in dyads D11–D18. The structural motifs were systematically varied and their consequences on thermal, optical, redox, and photovoltaic properties in SMOSCs were investigated leading to valuable structure–property relationships and insight into device performances.
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| Scheme 1 Concept of structural variations in molecular D–A dyads D11–D18, in which the S,N-heteropentacene SN5′ core replaces the DTP-based oligothiophene backbone in the previous dyads D1–D4. | ||
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| Scheme 3 Synthesis of SN5′-based D–A dyads D11–D13: (i) DCV, DCE, NH4OAc, 70 °C, 5 d; (ii) Ind, DCE, piperidine, rt, 2 d; (iii) Cl2-Ind, CHCl3, pyridine, 70 °C, 3 d. | ||
The targeted D–A dyads D11–D13 were obtained by Knoevenagel condensation reactions of intermediate dialdehyde 6 with various acceptors to extend the SN5′ π-system to the favorable ADA configuration. Thus, condensation of 6 with dicyanovinylene (DCV) and ammonium acetate gave D11 in 80% yield. Insertion of 1,3-indandione (Ind) as the terminal acceptor with piperidine as the base at first led to a product mixture of dyad D12 and a triply reacted dyad, which was separated by column chromatography. Pure D12 was then obtained in 66% yield. The reaction of precursor 6 with the strongest acceptor unit, 5,6-dichloroindene-1,3-dione (Cl2-Ind), delivered D–A D13 in 80% yield (Scheme 3).
EtHex-bithienothiophene 13 served as the starting material for the preparation of EtHex-substituted D14 and was reacted with TIPS-protected ethanolamine 2 in Pd-catalyzed Buchwald–Hartwig amination to give the intermediate SN5′ derivative 14 in 96% yield. The subsequent Vilsmeier–Haack formylation of 14 resulted not only in the targeted introduction of terminal aldehyde groups but also in the removal of the TIPS group. Therefore, alcohol 15 was isolated in only moderate 40% yield, because chloroethyl derivative 16 was formed as the main product (60% yield). Other formylation procedures such as lithiation of 14 with n-BuLi and quenching with N-Fpip as before resulted only in low yields due to tedious purification. In the next step, SN5′-alcohol 15 was esterified with fullerenic acid PC61BA to the desired D–A dialdehyde 17 in 59% yield. Finally, the terminal DCV-acceptor groups were inserted by Knoevenagel condensation of 17 with malononitrile and D14 was obtained in 58% yield (Scheme 5).
The structures of all novel S,N-heteroacenes 3–27 and dyads D11–D18 were fully characterized by 1H and 13C-NMR spectroscopy and high-resolution mass spectrometry (HRMS). We additionally prepared and characterized reference derivatives R11–R13 and R15–R18, which consisted of the identical ADA-core structure but lacked the pending fullerene PC61BA group. R14 was not synthesized due to a different synthetic route to D14. Experimental and spectroscopic data are presented in the ESI.‡
| Dyad | ADA acceptor | T g (DSC)a [°C] | T m (DSC) | T d (TGA)b [°C] |
|---|---|---|---|---|
| a Endothermic phase transition range. b Degradation temperature (5% mass loss) and mass at 800 °C in percent (n.d. = not clearly detectable). | ||||
| D11 | DCV | n.d. | 185–200 | 398 (78%) |
| D12 | Ind | n.d. | n.d. | 363 (71%) |
| D13 | Cl2-Ind | n.d. | n.d. | 358 (70%) |
| D14 | DCV | n.d. | 178–188 | 388 (75%) |
| D15 | DCV | n.d. | 295–310 | 388 (75%) |
| D16 | Ind | n.d. | 287–301 | 358 (66%) |
| D17 | DCV | (125–145) | 291–308 | 398 (72%) |
| D18 | Ind | n.d. | 277–302 | 363 (66%) |
Dyads D11 and D14 revealed small and broad endothermic peaks in the range of 180–200 °C which we assign to melting, whereby D14 melted at a slightly lower temperature than D11 due to the branching of the side chains in the SN5′ block. DSC traces of Ind-substituted D12 and D13 were very shallow and no phase transitions could be extracted indicating a fully amorphous character of these molecules. DSC traces of dyads D15–D18 revealed endothermic peaks between 277 °C and 310 °C which most probably point to melting with subsequent decomposition (due to the lack of a corresponding peak in the back scan) arising from structural variations. D17 and D18 showed exothermic peaks between 215 °C and 240 °C which we assign to cold crystallization of the donor moiety. Shallow exotherms at around 260 °C in all heating scans of the dyads arise from the movable pending fullerene ester side chains and as well reflect cold crystallization.21
Most of the novel dyads exhibited good thermal stabilities with decomposition ranges above 355 °C (@5% mass loss) as measured by TGA. Compared to the DCV-based dyads (Td = 388–398 °C), the Ind-substituted dyads degraded at somewhat lower temperatures of Td = 358–365 °C, which we ascribe to the lower stability of the Ind-acceptors (Table 1 and Fig. S11–S13, ESI‡).
| SN5′ | λ solmax [nm] | E [L mol−1 cm−1] | λ solon [nm] | E solg [eV] | Stokes shift [cm−1] | λ emmax [nm] | λ filmmax [nm] | λ filmon [nm] | E filmg [eV] |
|---|---|---|---|---|---|---|---|---|---|
| Spectra of dyads D11–D18, references R11–R13, R15–18 and PC61BM were recorded in DCM, global maxima are in bold font. Molar extinction coefficients are given for the longest wavelength absorption with CT contribution. The optical energy gap was calculated with 1240/λonset, and Stokes shifts were calculated by subtracting the emission maximum from the absorption maximum in wavenumbers. | |||||||||
| D11 | 260, 565 | 103 292 |
599 | 2.07 | 892 | 595 | 333, 550, 591 | 644 | 1.93 |
| R11 | 568 | 115 547 |
603 | 2.06 | 967 | 601 | 554, 604 | 654 | 1.90 |
| D12 | 258, 623 | 125 735 |
664 | 1.87 | 968 | 663 | 332, 615, 650 | 725 | 1.71 |
| R12 | 627 | 142 839 |
670 | 1.85 | 934 | 666 | 608, 648 | 712 | 1.74 |
| D13 | 259, 646 | 104 165 |
690 | 1.80 | 945 | 688 | 336, 630, 674 | 742 | 1.67 |
| R13 | 651 | 134 952 |
695 | 1.78 | 826 | 688 | 524, 621, 671 | 735 | 1.69 |
| D14 | 260, 565 | 97 556 |
600 | 2.07 | 892 | 595 | 333, 551, 585 | 635 | 1.95 |
| D15 | 260, 570 | 111 322 |
605 | 2.05 | 905 | 601 | 333, 557, 593 | 649 | 1.91 |
| R15 | 568 | 123 963 |
604 | 2.05 | 967 | 601 | 549, 591 | 653 | 1.90 |
| D16 | 259, 627 | 128 473 |
669 | 1.85 | 979 | 668 | 333, 603, 650 | 724 | 1.71 |
| R16 | 625 | 148 028 |
669 | 1.85 | 985 | 666 | 600, 656 | 724 | 1.71 |
| D17 | 260, 600 | 77 202 |
673 | 1.84 | 2542 | 708 | 333, 620 | 738 | 1.68 |
| R17 | 606 | 94 844 |
680 | 1.82 | 2516 | 715 | 392, 607, 641 | 738 | 1.68 |
| D18 | 260, 628 | 53 235 |
710 | 1.75 | 2679 | 755 | 328, 406, 646 | 777 | 1.59 |
| R18 | 638 | 80 420 |
721 | 1.72 | 2704 | 771 | 420, 647, 694 | 812 | 1.53 |
| PC61BM | 261, 328 | 121 798 |
401 | 3.09 | — | — | 336 | 570 | 2.18 |
As an example, the absorption and emission spectra of D–A dyad D11 (red curve) in comparison to references R11 (blue) and PC61BM (black) are shown in Fig. S5 (ESI‡). Typically, the absorption profiles of the D–A dyads reflect a superimposition of the spectra of the individual subunits. Thus, in the spectrum of D11, the strong high energy absorption band around 260 nm and the smaller one at 329 nm can be assigned to the pendant fullerene group well coinciding with the spectrum of fullerene PC61BM, whereby it is missing for reference R11. The second strong and vibronically split band in the visible range at 565 nm corresponds to a π–π* transition with charge-transfer (CT) character of the heteroacene backbone in accordance with R11 (568 nm) and the corresponding N-alkylated SN5′-derivatives (567 nm).14 The emission maximum of D11 appeared at lower energies at 595 nm and also very close to that of reference R11 (601 nm).
The solution (left) and normalized film absorption (right) spectra of D11 (red curve), D12 (blue), D13 (purple), D17 (green), and D18 (black) are shown in Fig. 2. The corresponding emission spectra are plotted in Fig. S6 (ESI‡). The influence of the increasing strength of the terminal acceptor groups in the ADA SN5′ unit becomes obvious in the absorption spectra of the series D11–D13. Here, the π–π* transition of the backbone is gradually bathochromically shifted with increasing acceptor strength from 565 nm for DCV-D11 to 623 nm for Ind-D12 and to 646 nm for Cl2-Ind D13. Their molar extinction coefficients were well above 100
000 M−1 cm−1 for the dyads and references R11–R13, which expectedly showed only marginal deviations in the absorption maxima compared to those of the dyads. The emission maxima appeared at lower energies in the range of 595–688 nm for both series (Fig. S6, ESI‡). The optical gaps were calculated from the absorption onset of the longest wavelength absorption at the low energy side and analogously became gradually smaller from Eg = 2.07 eV to 1.80 eV for D11 to D13 due to the continuous lowering of the energy level of the lowest unoccupied molecular orbital (LUMO) (vide infra) with increasing acceptor strength. Again, the references showed only very small differences compared to the dyads.
Expectedly, the influence of the branched EtHex side chains at the β-positions of the SN5′-core in DCV-D14 on the optical data is only marginal and is in accordance with hexyl-substituted DCV-based D11. Also, the enlargement of the insulating linker between the SN5′-donor and the fullerene acceptor unit from an ethyl to a hexyl ester chain in DCV-D15 and Ind-D16 as expected did not largely influence the optical properties of the corresponding conjugated π-systems. In comparison to DCV-D11 and Ind-D12, the absorption and emission maxima were only slightly shifted.
In contrast, the elongation of the conjugated donor block by two additional 3-hexylthiophene units in DCV-based D17 and Ind-based D18 led to bathochromically shifted absorptions and in particular emission maxima compared to those of the preceding D11 and D12. This structurally caused effect is distinctly larger for the pair DCV-D11/D17 (Δλ = 35 nm) than for Ind-D12/D18 (Δλ = 5 nm). Due to the higher degree of rotational freedom of the additional thiophene units in the donor core, broader and less structured absorption bands were noted. The same structural reason led to much larger Stokes shifts (>2500 cm−1) for the more flexible D17 and D18 than for D11 and D12 (≤985 cm−1) comprising much stiffer backbones.
The absorptions of the D–A systems D11–D18 and the corresponding references in the solid state were investigated in thin films, which were prepared by spin-coating chloroform (CF) solutions onto glass slides. In general, the film absorption spectra showed the same trends as the solution spectra, whereby the bands are broadened due to the increased intermolecular interactions and typically red-shifted by 20–40 nm. In this respect, the maxima of the longest wavelength band appeared in the region of 585–694 nm depending on the type of acceptor in the ADA donor backbone. The main fullerene band below 300 nm was cut off due to the absorption of the glass slide, and therefore, only the smaller band was visible in a small range (332–336 nm) and expectedly was not dependent on the donor block structure. As a consequence, the optical gaps were diminished to Eg = 1.95–1.59 eV for the films compared to the solution data. As before, the values for the references only deviate slightly by few nano-meters.
When summarizing the optical properties of the series at a glance, the largest influence of structure on the absorption and emission behavior came from the variation of the terminal acceptor groups and the elongation of the conjugated π-system, both in the ADA core.
| SN5′ | Acc (ADA) |
E
Ox1/2 a [V] |
E
Red1/2 a [V] |
HOMOb [eV] | LUMOb [eV] |
E
CVg c [eV] |
|---|---|---|---|---|---|---|
| a Determined from differential pulse voltammetry (DPV). b Calculated from the onset values of the first oxidation and reduction waves by setting the ferrocene HOMO energy to −5.1 eV vs. vacuum. (EHOMO = −5.1 eV − Eon, Ox; ELUMO = −5.1 eV − Eon, Red). c E g = ELUMO − EHOMO. d n.r. not resolved. e Shoulder, overlaid. | ||||||
| D11 | DCV | 0.84, 1.11 | −1.09, −1.29, −1.45, −1.62, −1.99 | −5.87 | −4.08 | 1.79 |
| R11 | DCV | 0.77 | −1.32, −1.66 | −5.83 | −3.87 | 1.96 |
| D12 | Ind | 0.54, 0.68, 1.15 | −1.12, −1.31, −1.51, −1.69, −1.99 | −5.55 | −4.05 | 1.50 |
| R12 | Ind | 0.60, 0.87e, 1.15e | −1.21, −1.52 | −5.63 | −3.94 | 1.69 |
| D13 | Cl2-Ind | 0.74, 1.28 | −1.04, −1.28, −1.38e, −1.60, −1.92 | −5.77 | −4.09 | 1.68 |
| R13 | Cl2-Ind | 0.61, 0.88e | −1.13, −1.34e, −1.53 | −5.62 | −3.99 | 1.63 |
| D14 | DCV | 0.86, 1.14 | −1.05, −1.31e, −1.40, −1.60, −1.95 | −5.93 | −4.05 | 1.88 |
| D15 | DCV | 0.78, 1.10 | −1.19, (n.r.)d, −1.55, −1.72e, −2.07 | −5.83 | −4.01 | 1.82 |
| R15 | DCV | 0.75 | −1.37, −1.80 | −5.53 | −3.91 | 1.62 |
| D16 | Ind | 0.46, 0.67, 1.10 | −1.14, −1.32e, −1.48, −1.54e, −2.02 | −5.49 | −4.02 | 1.47 |
| R16 | Ind | 0.44, 0.66, 1.15 | −1.34, −1.51 e, −1.59 e, | −5.48 | −3.83 | 1.65 |
| D17 | DCV | 0.35, 0.90, 1.09, 0.44 | −1.11, −1.39e, −1.47, (n.r.)d, −2.02 | −5.37 | −4.06 | 1.31 |
| R17 | DCV | 0.21, 0.85, 0.36 | −1.50e, −1.67 | −5.27 | −3.7 | 1.57 |
| D18 | Ind | 0.07, 0.75, 1.06, 0.24 | −1.22, (n.r.)d, −1.53, −1.72e, −2.09 | −5.11 | −3.96 | 1.15 |
| R18 | Ind | 0.06, 0.81, 0.24 | −1.36, −1.44 | −5.14 | −3.55 | 1.59 |
| PC61BM | PC61BM | 1.09 | −1.17, −1.55, −2.06 | −6.09 | −3.99 | 2.10 |
The CV and DPV profiles of various dyads are quite complex comprising numerous oxidation and reduction waves which typically reflect the superimposition of the redox processes of the D and A subunits (Fig. S7, ESI‡) as it was found for the previously published dyads D1–D412 and in accordance with the optical investigation (vide supra). The assignment of the redox waves to individual molecular units was undertaken by analysis and comparison to the electrochemical responses of the corresponding reference derivatives and PC61BM.
First, we discuss the series of DCV-terminated dyads D11, D14, D15, and D17. In the cathodic region, we typically identified up to five separated (quasi) reversible waves due to the multiple reductions of the electron-accepting fullerene and the DCV-termini of the SN5′ core unit. By comparing the half-wave potentials of D11 with those of references R11 and PC61BM, we assign the 1st (ERed11/2 = −1.09 V), the 3rd (ERed31/2 = −1.45 V), and the 5th (ERed51/2 = −1.99 V) reduction wave to the pendant fullerene concomitant with the formation of radical anions up to trianions. The 2nd (ERed21/2 = −1.29 V) and 4th (ERed41/2 = −1.62 V) waves can be assigned to the reduction of the terminal DCV units of the ADA donor system, which are reduced to a radical anion each (Fig. 3). The corresponding peak potentials for the other DCV-dyads D14, D15, and D17 vary only moderately; however, sometimes the reduction waves are not well resolved or overlaid.
In the anodic region, two oxidation processes were noted for D11 representing the formation of stable radical cations (EOx11/2 = 0.84 V), which are delocalized on the SN5′ donor block,14 and the oxidation of the PC61BM unit (EOx21/2 = 1.11 V). The first value coincides well with the oxidation of R11 (EOx1/2 = 0.77 V) and the second agrees well with that of PC61BM (EOx1/2 = 1.09 V) which was measured independently for comparison and of course is missing in the CV/DPV of R11 (Fig. 3).23 The energy levels of the frontier orbitals were determined to −5.87 eV (HOMO) and −4.08 eV (LUMO), which correspond well to the HOMO of R11 and the LUMO of PC61BM, respectively, leading to an electrochemical energy gap of 1.79 eV.
DCV-based dyads D14 and D15 behaved quite similarly with only marginal differences, whereby in the case of D17, two overlapped oxidation peaks at much lower potentials (EOx11/2 = 0.35 V and EOx21/2 = 0.44 V) than those of the other dyads were noted due to the extended conjugated π-system in the ADA donor part. As we have already seen for similar ADA SN5′ derivatives, chemical equilibria are involved in the oxidation processes.14 Therefore, the two superimposed waves correspond to the formation of equilibrated monomeric and dimeric radical cations in accordance with the transfer of one electron in total. The subsequent third wave at EOx31/2 = 0.90 V correlates to the transfer of one electron and represents the formation of dications delocalized over the donor unit. As before, the fourth oxidation process (EOx41/2 = 1.09 V) is assigned to the one-electron oxidation of the pendant PC61BM unit (Fig. 3). Due to the lower first oxidation potential, the HOMO of D17 is substantially stabilized and the energy increased to −5.37 eV, which resulted in a smaller energy gap of 1.31 eV. Reference R17 electrochemically behaved equally with the exception that the PC61BM oxidation peak is missing.
The series of D12 (D13), D16, and D18 and their corresponding references R12 (R13), R16, and R18 bear stronger electron-withdrawing Ind (or CI2-Ind) groups in the ADA donor core unit. Nevertheless, their first oxidation potentials were negatively shifted with respect to the DCV derivatives. This phenomenon was already noted and explained for alkylated Ind-substituted SN5′-systems by the contribution of intramolecular noncovalent S⋯O interactions of the carbonyl group of each Ind-acceptor moiety with the sulfur of the corresponding terminal thiophene unit in the SN5′ core, leading to planarization and an elongated conjugated π-system.14 In contrast to the DCV derivatives, the second oxidation peak belongs to the monomer–dimer equilibrium and the third oxidation is an overlay of the formation of the PC61BM radical cation and the formation of the dication of the ADA donor system.
In the reductive potential region, the redox behaviour of the Ind-series is very similar to that of the DCV derivatives. The assignment of the various reduction waves is identical and the reduction of the Ind-acceptor subunits in the ADA system for the sequential formation of radical anions occurs at similar potentials to those of the DCV groups.
To shortly summarize the redox properties of the series, the complex CV/DPVs are dominated by the superposition of the individual redox response of the SN5′ donor and the PC61BA subunit. The largest influence of structure on the redox behaviour came from the elongation of the conjugated π-system by two additional thiophene units in the ADA-core, leading to well-decreased oxidation potentials.
| DA dyad | V [rpm] | SVA | V OC (V) | J SC (mA cm−2) | FF | PCE (%) |
|---|---|---|---|---|---|---|
| Average value of four cells ± standard deviation (maximum); cell architecture: glass/ITO/PEDOT:PSS/dyad/LiF/Al; processed by spin-coating.a CB (80 °C), 15 mg mL−1.b CF (50 °C), 15 mg mL−1.c CB (rt), 15 mg mL−1.d CF (rt), 15 mg mL−1. | ||||||
| D11 | 2000 | 30 s THF | 0.68 ± 0.03 (0.70) | 0.32 ± 0.02 (0.36) | 0.26 ± 0.00 (0.27) | 0.06 ± 0.00 (0.07) |
| D12 | 3000 | 10 s CS2 | 0.79 ± 0.01 (0.80) | 1.32 ± 0.03 (1.35) | 0.24 ± 0.00 (0.24) | 0.25 ± 0.01 (0.26) |
| D13 | 3000 | — | 0.68 ± 0.05 (0.75) | 0.19 ± 0.00 (0.20) | 0.28 ± 0.01 (0.29) | 0.04 ± 0.00 (0.04) |
| D14 | 2000 | 30s CS2 | 0.67 ± 0.12 (0.78) | 0.13 ± 0.01 (0.14) | 0.25 ± 0.01 (0.26) | 0.02 ± 0.00 (0.03) |
| D15 | 1000 | — | 0.39 ± 0.14 (0.60) | 0.26 ± 0.01 (0.28) | 0.27 ± 0.01 (0.28) | 0.03 ± 0.01 (0.04) |
| D16 | 2000 | 20 s CS2 | 1.04 ± 0.00 (1.04) | 7.44 ± 0.49 (7.95) | 0.34 ± 0.01 (0.35) | 2.63 ± 0.21 (2.83) |
| D17 | 2000 | — | 0.48 ± 0.07 (0.58) | 0.02 ± 0.01 (0.03) | 0.13 ± 0.03 (0.18) | 0.00 |
| D18 | 3000 | 20s CS2 | 0.68 ± 0.01 (0.69) | 3.11 ± 0.10 (3.66) | 0.34 ± 0.01 (0.35) | 0.81 ± 0.04 (0.86) |
These results clearly show that the replacement of the DTP core unit in DCV-based dyads D1–D3, which showed PCEs of up to 4.2%, with the SN5′ core in dyads D11, D14, D15, and D17 turned out to be rather counterproductive with respect to photovoltaic performance in SMOSCs and most probably is down to the unfavorable morphology of the films.
When the structurally related Ind-based dyads D12 (D13), D16, and D18 were compared to the DCV-based dyads, the elongation of the spacer from ethyl ester in D12 to hexyl ester in D16 led to an increase of the average PCE from 0.25% to 2.63%. The corresponding current–voltage (J–V) curve of the cell with the highest efficiency is shown in Fig. 4, which turned out to be the best average value in the whole series, whereby the elongation of the π-system in D18 resulted in a smaller increase of PCE to 0.81%. In comparison with the DCV-based dyads, which showed severe voltage losses, this substantial PCE improvement mainly arises from higher VOCs (≤1.04 V) and JSCs (≤7.95 mA cm−2). Thus, the longer flexible linker in D16 and the Ind-acceptor groups obviously allow for more favorable self-organization of the molecules in the solid state. Nevertheless, an N-alkylated Ind-SN5′ derivative, which is directly comparable to R16, as the donor component in biphasic BHJSCs with PC61BM as the acceptor in a ratio of 1
:
1.25 achieved a distinctly higher PCE of 5.5%14 than D16, owing to the increased photovoltaic parameters, in particular with respect to Jsc and FF.
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| Fig. 4 J–V curves of the single-material solar cell with dyad D16 in the dark (red curve) and under AM1.5G illumination (blue). | ||
Footnotes |
| † Dedicated to Prof. K. Meerholz (University of Cologne) on the occasion of his 60th birthday. |
| ‡ Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d3qo00465a |
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