2011
DOI: 10.1080/09500340.2011.587612
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Multielectron corrections in molecular high-order harmonic generation for different formulations of the strong-field approximation

Abstract: We make a detailed assessment of which form of the dipole operator to use in calculating high order harmonic generation within the framework of the strong field approximation, and look specifically at the role the form plays in the inclusion of multielectron effects perturbatively with regard to the contributions of the highest occupied molecular orbital. We focus on how these corrections affect the high-order harmonic spectra from aligned homonuclear and heteronuclear molecules, exemplified by N2 and CO, resp… Show more

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Cited by 18 publications
(7 citation statements)
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“…For molecular HHG spectra, the non-spherical Coulomb potential can no longer be ignored. It has been shown that SFA calculations miss several important features in the HHG spectrum [226,227]. The quantitative rescattering theory (QRT) [228] has become a very prominent way to calculate HHG spectra for molecules.…”
Section: C)mentioning
confidence: 99%
“…For molecular HHG spectra, the non-spherical Coulomb potential can no longer be ignored. It has been shown that SFA calculations miss several important features in the HHG spectrum [226,227]. The quantitative rescattering theory (QRT) [228] has become a very prominent way to calculate HHG spectra for molecules.…”
Section: C)mentioning
confidence: 99%
“…[15] it is recognized that the time differentiation of the SFA wave function is not a proper procedure. Also, for the case of molecules, the structure itself of the harmonic spectrum is different if the acceleration is computed using (4), (3), or (2) [16][17][18]. On the other hand, it is also known that the HHG yields computed from the SFA have to be corrected to approach quantitatively the exact results of the Schrödinger equation.…”
Section: Discussionmentioning
confidence: 99%
“…In this subsection we want to explore how these conclusions are affected if the electron probability distribution is nonhomogeneous in the sense that it is mainly concentrated at one of the atomic centers. Example of such a molecule is the CO molecule [49,51,52]. We focus our attention to the high-energy part of the spectra.…”
Section: Interference Of the Hati Partial Contributionsmentioning
confidence: 99%