2009
DOI: 10.1007/s00214-009-0689-7
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The VCI-P code: an iterative variation–perturbation scheme for efficient computations of anharmonic vibrational levels and IR intensities of polyatomic molecules

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Cited by 87 publications
(91 citation statements)
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“…V (q1,…, qM) is a polynomial expansion of the PES in terms of normal coordinates q i truncated to the fourth order The last term represents the major component of the rotational contribution to the anharmonicity in which B a is the rotational constant of the system with respect to the Cartesian axis a, and f a ij is the Coriolis constant that couples q i and q j through the rotation about the a axis. The anharmonic vibrational treatment is based on an iterative variational-perturbational scheme implemented in the VCI-P code [16]. This code computes the anharmonic wavenumbers and the anharmonic IR intensities of the fundamental transitions, overtones and combination bands which are IR (or Raman) actives through strong anharmonic couplings (Fermi or Darling Dennisson resonances).…”
Section: Computational Details and Methodsmentioning
confidence: 99%
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“…V (q1,…, qM) is a polynomial expansion of the PES in terms of normal coordinates q i truncated to the fourth order The last term represents the major component of the rotational contribution to the anharmonicity in which B a is the rotational constant of the system with respect to the Cartesian axis a, and f a ij is the Coriolis constant that couples q i and q j through the rotation about the a axis. The anharmonic vibrational treatment is based on an iterative variational-perturbational scheme implemented in the VCI-P code [16]. This code computes the anharmonic wavenumbers and the anharmonic IR intensities of the fundamental transitions, overtones and combination bands which are IR (or Raman) actives through strong anharmonic couplings (Fermi or Darling Dennisson resonances).…”
Section: Computational Details and Methodsmentioning
confidence: 99%
“…For a better accuracy, the correlation between modes is commonly treated by (i) the vibrational Moller-Plesset perturbation theory (VMP) [10] that is computationally cheap but overestimates the strong anharmonic complings, (ii) a vibrational configuration interaction (VCI) [8] that treats properly the strongest interactions but proves much more time consuming, (iii) the vibrational mean field configuration interaction (VMFCI) [11] that plays on the partitioning of the vibrational modes and encompasses both VSCF and VCI as particular case and (iv) the vibrational coupled cluster (VCC) [12] level of theory. Several strategies to strongly reduce the computational cost of such treatment were proposed in the literature [13][14][15][16] (see Ref. [16] for a more detailed description).…”
Section: Introductionmentioning
confidence: 99%
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“…As an example Table 3 shows computed infrared intensities for selected vibrational overtones and combination bands of formaldehyde obtained at different levels of theory. 69,98 The intensities obtained from RHF dipole surfaces clearly deviate from those determined at the QCISD(T) level, but may serve as a good guess obtained from negligible additional computational costs.…”
Section: Infrared Intensitiesmentioning
confidence: 99%