| Literature DB >> 34040735 |
Gabrielle A Leith1, Allison M Rice1, Brandon J Yarbrough1, Preecha Kittikhunnatham1, Abhijai Mathur1, Nicholas A Morris1, Megan J Francis1, Anna A Berseneva1, Poonam Dhull1, Richard D Adams1, M Victoria Bobo1, Aaron A Vannucci1, Mark D Smith1, Sophya Garashchuk1, Natalia B Shustova1.
Abstract
Unprecedented one-step C[double bond, length as m-dash]C bond cleavage leading to opening of the buckybowl (π-bowl), that could provide access to carbon-rich structures with previously inaccessible topologies, is reported; highlighting the possibility to implement drastically different synthetic routes to π-bowls in contrast to conventional ones applied for polycyclic aromatic hydrocarbons. Through theoretical modeling, we evaluated the mechanistic pathways feasible for π-bowl planarization and factors that could affect such a transformation including strain and released energies. Through employment of Marcus theory, optical spectroscopy, and crystallographic analysis, we estimated the possibility of charge transfer and electron coupling between "open" corannulene and a strong electron acceptor such as 7,7,8,8-tetracyanoquinodimethane. Alternative to a one-pot solid-state corannulene "unzipping" route, we reported a nine-step solution-based approach for preparation of novel planar "open" corannulene-based derivatives in which electronic structures and photophysical profiles were estimated through the energies and isosurfaces of the frontier natural transition orbitals. This journal is © The Royal Society of Chemistry.Entities:
Year: 2021 PMID: 34040735 PMCID: PMC8132954 DOI: 10.1039/d0sc06755e
Source DB: PubMed Journal: Chem Sci ISSN: 2041-6520 Impact factor: 9.825
Scheme 1(Top) A schematic representation of π-bowl (corannulene) opening through a solid-state route. Single-crystal X-ray structure of (left) corannulene and X-ray structure of (right) 5,6-dimethyl-benzo[ghi]fluoranthene (P-C20H14) (“open” corannulene). (Bottom) Strain energy (Es, purple)[31] and released energy (E′, red) as a function of PAH: (left to right) phenanthrene, anthracene, pyrene, coronene, and corannulene.
Fig. 2(a) (Left) Developed route for the preparation of P-C20H14 and (right) a part of the single-crystal X-ray structure of 1 showing an alternating column of TCNQ and P-C20H14. (b) Molecular orbitals of TCNQ/P-C20H14 in 1: HOMO−2 and LUMO, related to electron excitation (transition) from P-C20H14 to TCNQ, respectively. (c) Optical transition strength for TCNQ/P-C20H14 (blue) and TCNQ/C20H10 (gray) calculated using TDDFT/RPA based on the B3LYP-D3/6-311+G** level of theory.
Fig. 1Mechanistic pathway to transform corannulene to P-C20H14. Calculations based on B3LYP/6-31+G* level of theory.
Fig. 3(Top left) Single-crystal X-ray structure of P-C20H14. (Bottom left) Optical transition strengths computed at the ground state optimal geometry for P-C20H14 in THF (blue) and at the second excited singlet state optimal geometry for P-C20H14 in THF (red). (Right) Energies and isosurfaces of the HONTO and LUNTO of P-C20H14 in the ground and the second singlet excited states. S0 and S2 are the ground and excited states for P-C20H14 of the ground state. S0 and S2′ are the ground and excited state intermediates for the minimum energy geometry of the second excited singlet state. The black solid and wavy arrows indicate absorption (S0 → S2) or emission (S2′ → S0′) and vibrational relaxation (S2 → S2′ and S2′ → S2), respectively. The theory level is TDDFT/RPA based on the B3LYP-D3/6-31+G* method.
Fig. 4(a) (Top left) Single-crystal X-ray structure of X. (Bottom left) Optical transition strengths computed at the ground state optimal geometry for X in THF (blue) and at the second singlet excited state optimal geometry for X in THF (red). (Right) Energies and isosurfaces of the HONTO and LUNTO of X in the ground and the second singlet excited states. S0 and S2 are the ground and excited states for X of the ground state. S0 and S2′ are the ground and excited state intermediates for the minimum energy geometry of the second excited singlet state. The black solid and wavy arrows indicate absorption (S0 → S2) or emission (S2′ → S0′) and vibrational relaxation (S2 → S2′ and S2′ → S2), respectively. The theory level is TDDFT/RPA based on the B3LYP-D3/6-31+G* method. (b) (Top left) Geometrically optimized structure of X′ based on B3LYP-D3/6-31+G* level of theory. (Bottom left) Optical transition strengths computed at the ground state optimal geometry for X′ in THF (blue) and at the second singlet excited state optimal geometry for X′ in THF (red). (Right) Energies and isosurfaces of HONTO and LUNTO of X′ in the ground and the second singlet excited states. S0 and S2 are the ground and excited states for X′ of the ground state. S0’ and S2′ are the ground and excited state intermediates for the minimum energy geometry of the second excited singlet state. The black solid and wavy arrows indicate absorption (S0 → S2) or emission (S2′ → S0′) and vibrational relaxation (S2 → S2′ and S2′ → S2), respectively. The theory level is TDDFT/RPA based on the B3LYP-D3/6-31+G* method.