2023
DOI: 10.1039/d3ra05621j
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The relationship between structure and excited-state properties in polyanilines from geminal-based methods

Seyedehdelaram Jahani,
Katharina Boguslawski,
Paweł Tecmer

Abstract: We employ pCCD-based methods to study the structure-to-property relationship in polyanilines (PANIs) of different lengths and oxidation states.

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Cited by 5 publications
(6 citation statements)
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“…Typically, the pCCD molecular orbitals are optimized, ,,, which re-establishes size consistency and yields localized and symmetry-broken orbitals that allow us to simulate quantum states with (quasi-)­degeneracies . Numerical examples comprise bond-breaking processes in small molecules, ,, heavy-element-containing compounds featuring lanthanide or actinide ,, atoms, organic electronics, , and electronically excited states. , , Although these numerical studies support pCCD to be a promising alternative to capture static/nondynamic electron correlation effects, a large fraction of the correlation energy cannot be captured by electron-pair states alone. This missing correlation energy is commonly attributed to so-called broken-pair states.…”
Section: Theorymentioning
confidence: 99%
“…Typically, the pCCD molecular orbitals are optimized, ,,, which re-establishes size consistency and yields localized and symmetry-broken orbitals that allow us to simulate quantum states with (quasi-)­degeneracies . Numerical examples comprise bond-breaking processes in small molecules, ,, heavy-element-containing compounds featuring lanthanide or actinide ,, atoms, organic electronics, , and electronically excited states. , , Although these numerical studies support pCCD to be a promising alternative to capture static/nondynamic electron correlation effects, a large fraction of the correlation energy cannot be captured by electron-pair states alone. This missing correlation energy is commonly attributed to so-called broken-pair states.…”
Section: Theorymentioning
confidence: 99%
“…Thus, the underlying electronic structure differs from the conventional picture we obtain when working with delocalized canonical orbitals such as those predicted by DFAs. The significant advantage of a localized basis , is the clear distinction of the donor and acceptor regions or their interfaces . Electronic excitations can be unambiguously assigned to specific molecular basins, allowing dissection of the electronic excitations into, for instance, charge transfer or local ones, while HOMO and LUMO orbitals can be located on, for instance, donor or acceptor domains.…”
Section: Orbital Energiesmentioning
confidence: 99%
“…The significant advantage of a localized basis 104 , 105 is the clear distinction of the donor and acceptor regions or their interfaces. 106 Electronic excitations can be unambiguously assigned to specific molecular basins, allowing dissection of the electronic excitations into, for instance, charge transfer or local ones, while HOMO and LUMO orbitals can be located on, for instance, donor or acceptor domains. Such an analysis is particularly beneficial in designing OPV building blocks that are desired to feature HOMO/LUMO on specified domains or increase the charge-transfer character in the excited states of interest.…”
Section: Interpretational Potentialmentioning
confidence: 99%
“…Some of the most promising ones are those based on the pCCD ansätze. They have seen recent successes in treating strongly correlated systems with mean-field-like scaling. pCCD has the feature of using its optimized orbital basis without defining active spaces. , The size-extensive and size-consistent nature of orbital-optimized pCCD has motivated a wide range of studies for covalent molecules, noncovalent systems, , and excited states, including organic systems. , Perturbation theory-based, and linearized coupled cluster (LCC) corrections have also been successfully added to the pCCD wave function to improve the description of dynamic correlation. …”
Section: Introductionmentioning
confidence: 99%
“… 51 , 54 56 The size-extensive and size-consistent nature of orbital-optimized pCCD has motivated a wide range of studies for covalent molecules, 54 63 noncovalent systems, 64 , 65 and excited states, 66 69 including organic systems. 70 , 71 Perturbation theory-based, and linearized coupled cluster (LCC) corrections have also been successfully added to the pCCD wave function to improve the description of dynamic correlation. 72 77 …”
Section: Introductionmentioning
confidence: 99%