2022
DOI: 10.1016/j.molstruc.2022.132525
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Computational Insights On Charge Transfer and Non-covalent Interactions of Antibacterial Compound 4-dimethylaminopyridinium pyridine-2-carboxylate pentahydrate

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Cited by 16 publications
(5 citation statements)
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“…Electrostatic interactions between atoms can also be explained through the NBO analysis, which provides a convenient means to investigate charge transfer or conjugated interactions in a molecular system . Electron density transfer from the bonding orbitals to the anti-bonding orbital can be identified in this analysis, helping to understand how these interactions contribute to the stability of a molecule. , In this approach, electron density (ρ) is utilized to determine the shape of the atomic orbital in the molecular environment and bonds. , The intermolecular hydrogen bonding and charge transfer between Lewis and non-Lewis orbitals can be estimated by the second-order perturbation energy described as E ( 2 ) = q i F i , j ε j ε i 2 = normalΔ E i , j 2 where ε i and ε j are the diagonal elements of the density matrix that denote the orbital energies, q i is the donor orbital occupancy, F i,j are the off-diagonal Fock matrix elements, and Δ E i , j 2 is the stabilization energy …”
Section: Computational Detailsmentioning
confidence: 99%
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“…Electrostatic interactions between atoms can also be explained through the NBO analysis, which provides a convenient means to investigate charge transfer or conjugated interactions in a molecular system . Electron density transfer from the bonding orbitals to the anti-bonding orbital can be identified in this analysis, helping to understand how these interactions contribute to the stability of a molecule. , In this approach, electron density (ρ) is utilized to determine the shape of the atomic orbital in the molecular environment and bonds. , The intermolecular hydrogen bonding and charge transfer between Lewis and non-Lewis orbitals can be estimated by the second-order perturbation energy described as E ( 2 ) = q i F i , j ε j ε i 2 = normalΔ E i , j 2 where ε i and ε j are the diagonal elements of the density matrix that denote the orbital energies, q i is the donor orbital occupancy, F i,j are the off-diagonal Fock matrix elements, and Δ E i , j 2 is the stabilization energy …”
Section: Computational Detailsmentioning
confidence: 99%
“…49 Electron density transfer from the bonding orbitals to the anti-bonding orbital can be identified in this analysis, helping to understand how these interactions contribute to the stability of a molecule. 50,51 In this approach, electron density (ρ) is utilized to determine the shape of the atomic orbital in the molecular environment and bonds. 52,53 The intermolecular hydrogen bonding and charge transfer between Lewis and non-Lewis orbitals can be estimated by the second-order perturbation energy described as 54…”
Section: Natural Bond Orbitalmentioning
confidence: 99%
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“…In general, the asymmetric stretching vibrations of the methyl group occur in the range of 2962-2872cm -1 (18) . The bands at 3000cm -1 , 3020 cm -1 in the FT-Raman spectrum and 3022 cm -1 in the FT-IR of BBM are attributed to the CH asymmetrical stretching vibrations of S-CH 3 .…”
Section: Ch 3 Group Vibrationsmentioning
confidence: 99%