2020
DOI: 10.1002/slct.202003145
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Charge Transfer Parameters, Correlative Perturbation Potential with Non‐Linear Optical Properties of Bi‐Heterocyclic Dyes Having TCF Acceptor‐ DFT Approach

Abstract: We have designed ten molecules having “donor‐π‐acceptor system”. Coumarin and carbazole connected to tricyanofuran acceptor unit are selected to study their “ground state” structural and NLO properties. Six functionals with five solvents are used to obtain vertical excitation and hyperpolarizabilities. “Amplitude of sine‐shaped potential” decreases with increase in conjugation chain and solvent polarity. Frontier molecular orbital (FMO), molecular electrostatic potential (MEPS), bond length alteration (BLA), q… Show more

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Cited by 7 publications
(7 citation statements)
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References 78 publications
(168 reference statements)
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“…The positive and zero BLA value corresponds to the cyanine and neutral state of the system, respectively, whereas the negative value is significant for the zwitterionic (charge‐separated state) form of the system [78] . Since BLA mainly depends on ICT property, they can also interpret the NLO properties [78–80] …”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The positive and zero BLA value corresponds to the cyanine and neutral state of the system, respectively, whereas the negative value is significant for the zwitterionic (charge‐separated state) form of the system [78] . Since BLA mainly depends on ICT property, they can also interpret the NLO properties [78–80] …”
Section: Resultsmentioning
confidence: 99%
“…[78] Since BLA mainly depends on ICT property, they can also interpret the NLO properties. [78][79][80] The conjugated segments of sensitizers used for S1 to S8 are shown in SI Figure 7. The BLA and BOA properties of sensitizers S1 to S8 in gas and DMF are tabulated in Tables 7 and 8.…”
Section: Bond Length Alternation (Bla) and Bond Order Alternation (Boa)mentioning
confidence: 99%
“…The resistance of the system to this change can be measured as the hardness, η, which is the second derivative of energy with respect to the number of electrons and can be given by Equation [71, 72] (): η=μN=2EN2=EHOMO0.25emELUMO2 The hardness and chemical potential together account for the electrophilic power of a system defined as the electrophilicity index, ω given as [72, 73]: ω=μ2η The further resistance to the change in hardness of the system with change in number of electrons can be calculated as the hyperhardness, Γ . It is the third derivative of energy with respect to number of electrons and is expressed as [74, 75]: Γ=ηN=2μN2=3EN3 For the benzothiadiazole‐based sensitizers E and F, the electrophilicity index derived from the DFT calculations is shown to be higher, although an opposite trend was reported for chemical potential, hardness, and hyperhardness (Table S3). The introduction of EDOT bridge in sensitizer F leads to lowering in the electrophilicity index compared to sensitizer E. A similar effect can be seen when G and H are compared.…”
Section: Resultsmentioning
confidence: 99%
“…The further resistance to the change in hardness of the system with change in number of electrons can be calculated as the hyperhardness, Γ. It is the third derivative of energy with respect to number of electrons and is expressed as [74,75]:…”
Section: Reactivity Of the Sensitizersmentioning
confidence: 99%
“…[71][72][73][74][75][76] Hyperhardness, the third derivative of energy with respect to number of electrons, is directly dependent on hardness. [77,78] The reverse trend in hyperhardness is due to decrease in the hardness of the sensitizers after attaching to the TiO 2 core.…”
Section: Homo-lumomentioning
confidence: 99%