| Literature DB >> 34084388 |
Chengyuan Wang1, Daisuke Hashizume2, Masahiro Nakano1, Takuya Ogaki1, Hiroyuki Takenaka3, Kohsuke Kawabata3, Kazuo Takimiya1,3.
Abstract
The packing structures of organic semiconductors in the solid state play critical roles in determining the performances of their optoelectronic devices, such as organic field-effect transistors (OFETs). It is a formidable challenge to rationally design molecular packing in the solid state owing to the difficulty of controlling intermolecular interactions. Here we report a unique materials design strategy based on the β-methylthionation of acenedithiophenes to generally and selectively control the packing structures of materials to create organic semiconductors rivalling rubrene, a benchmark high-mobility material with a characteristic pitched π-stacking structure in the solid state. Furthermore, the effect of the β-methylthionation on the packing structure was analyzed by Hirshfeld surface analysis together with theoretical calculations based on symmetry-adapted perturbation theory (SAPT). The results clearly demonstrated that the β-methylthionation of acenedithiophenes can universally alter the intermolecular interactions by disrupting the favorable edge-to-face manner in the parent acenedithiophenes and simultaneously inducing face-to-face and end-to-face interactions in the β-methylthionated acenedithiophenes. This "disrupt and induce" strategy to manipulate intermolecular interactions can open a door to rational packing design based on the molecular structure. This journal is © The Royal Society of Chemistry.Entities:
Year: 2020 PMID: 34084388 PMCID: PMC8148081 DOI: 10.1039/c9sc05902d
Source DB: PubMed Journal: Chem Sci ISSN: 2041-6520 Impact factor: 9.825
Fig. 1Molecular structures of (a) linear acenes, (b) linear acenedithiophenes, (c) rubrene, and (d) β-methylthionated acenedithiophenes.
Scheme 1Synthetic route to the β-MT-acenedithiophenes.
Fig. 2Packing structures of molecules projected along short and long molecular axes: (a and b) β-MT-BDT, (c and d) β-MT-NDT (CCDC: 1899661), and (e and f) β-MT-ADT (CCDC: 1899662). Red dashed lines represent intermolecular S–S contacts shorter than the sum of van der Waals (vdW) radii. ta, ta′, tb, and tc (meV) are calculated values of the intermolecular electronic coupling between the HOMOs of neighbouring molecules in each crystallographic axis direction.
Performances of SC-OFETs based on β-MT-acenedithiophenes and rubrenea
| Compound | Mobility (cm2 V−1 s−1) |
| On/off ratio |
|---|---|---|---|
| β-MT-BDT | 0.22 (0.38) | −21.5 | 105 to 106 |
| β-MT-NDT | 0.25 (0.35) | −11.8 | 105 to 106 |
| β-MT-ADT | 3.44 (4.08) | −4.5 | 104 to 106 |
| Rubrene | 3.79 (4.73) | −5.1 | 106 to 107 |
The charge transport directions in the SC-OFETs are along the π-stacking directions (crystallographic b-axis for rubrene and c-axis for β-MT-acenedithiophenes, Fig. S7). The mobilities were extracted from the saturation regime of the transfer curves. The average mobilities and Vths are based on more than 10 devices, and values within parentheses are the highest mobilities.
Fig. 3Transfer (top) and output (bottom) curves of SC-OFETs (a) β-MT-NDT and (b) β-MT-ADT.
Intermolecular interaction energies (kcal mol−1) of dimers in the packing structures of parent and β-MT-acenedithiophenesa
| Compound |
|
|
|
|
| |
|---|---|---|---|---|---|---|
| BDT | CH–π (edge-to-face) | −2.83 | 5.48 | −0.83 | −9.15 | −7.33 |
| β-MT-BDT | π-stacking | −7.05 | 14.59 | −1.69 | −21.31 | −15.46 |
| π-stacking (w/o MT) | −4.07 | 9.26 | −0.87 | −12.93 | −8.60 | |
| CH–π (end-to-face) | −2.48 | 5.76 | −0.98 | −7.35 | −5.06 | |
| S–H w/S–S contact (edge-to-edge) | −4.12 | 5.97 | −0.71 | −3.91 | −2.77 | |
| S–H w/o S–S contact (edge-to-edge) | −2.49 | 3.92 | −0.60 | −5.20 | −4.36 | |
| NDT | CH–π (edge-to-face) | −4.06 | 7.99 | −1.18 | −13.67 | −10.92 |
| β-MT-NDT | π-stacking | −10.58 | 21.07 | −2.28 | −30.80 | −22.59 |
| π-stacking (w/o MT) | −6.23 | 15.66 | −1.40 | −21.93 | −13.91 | |
| CH–π (end-to-face) | −2.32 | 5.64 | −0.95 | −7.23 | −4.88 | |
| S–H w/S–S contact (edge-to-edge) | −5.36 | 8.84 | −1.12 | −8.03 | −5.68 | |
| S–H w/o S–S contact (edge-to-edge) | −1.03 | 3.49 | −0.55 | −5.66 | −3.75 | |
| ADT | CH–π (edge-to-face) | −5.63 | 11.15 | −1.66 | −18.89 | −15.03 |
| β-MT-ADT | π-stacking | −10.47 | 22.30 | −2.53 | −32.16 | −22.86 |
| π-stacking (w/o MT) | −6.70 | 17.59 | −1.75 | −24.39 | −15.26 | |
| CH–π (end-to-face) | −2.94 | 6.62 | −1.10 | −9.63 | −7.06 | |
| S–H w/S–S contact (edge-to-edge) | −6.56 | 11.78 | −1.45 | −9.68 | −5.91 | |
| S–H w/o S–S contact (edge-to-edge) | −2.00 | 4.22 | −0.65 | −6.68 | −5.11 |
Obtained from zeroth-order symmetry-adapted perturbation theory (SAPT0) calculations with the jun-cc-pVDZ basis. Ees, Eex, Eind, Edisp, and Etotal are electrostatic, exchange, induction, dispersion, and total intermolecular interaction energy, respectively. Etotal = Ees + Eex + Eind + Edisp.
The rows highlight the intermolecular interaction energies in the π-stacking dimers without (w/o) methylthio groups.
Fig. 4Hirshfeld surface analysis of (a) BDT, (b) NDT (CCDC: 1899660), (c) ADT, (d) β-MT-BDT, (e) β-MT-NDT, and (f) β-MT-ADT, which illustrates the distance (de) from the surface to the nucleus of external atoms in the adjacent molecules in a red-green-blue colour scheme.