1987
DOI: 10.1002/9780470142936.ch2
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Molecular Property Derivatives

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Cited by 104 publications
(15 citation statements)
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“…20. For infrared intensities, this is readily achieved in the so‐called double harmonic (electrically and geometrically harmonic) approximation 81. However, for closed shell molecules, the contribution from the magnetic moment vanishes because $ {\bf m}_0^{\rm e} = \langle \Psi _0^{\rm e} |\hat {\bf m}^{\rm e} |\Psi _0^{\rm e} \rangle = 0 $ irrespective of geometry, and therefore there would still be no electronic magnetic moment contributions to the VCD intensity.…”
Section: Computing Chiroptical Properties: Theoretical Backgroundmentioning
confidence: 99%
“…20. For infrared intensities, this is readily achieved in the so‐called double harmonic (electrically and geometrically harmonic) approximation 81. However, for closed shell molecules, the contribution from the magnetic moment vanishes because $ {\bf m}_0^{\rm e} = \langle \Psi _0^{\rm e} |\hat {\bf m}^{\rm e} |\Psi _0^{\rm e} \rangle = 0 $ irrespective of geometry, and therefore there would still be no electronic magnetic moment contributions to the VCD intensity.…”
Section: Computing Chiroptical Properties: Theoretical Backgroundmentioning
confidence: 99%
“…(5.108)]. Amos (1987a) has reviewed the development of analytic gradient methods pertaining to, for example, calculation of infrared and Raman radiances and induced spectra and intermolecular effects.…”
Section: H-f Lcao-mo and Mca Methodsmentioning
confidence: 99%
“…According to Amos (1987b), most high-accuracy correlated calculations had been on very small molecules (for a review see Werner and Rosmus 1985;Amos 1987a); however, more results are appearing for polyatomics (previous references and Botschwina 1984;Jørgensen et al 1985Jørgensen et al , 1989Adler-Golden et al 1985).…”
Section: H-f Lcao-mo and Mca Methodsmentioning
confidence: 99%
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