Description of molecular chirality and its analysis with high harmonic generation
Akihito Kato, Nobuhiko Yokoshi

TL;DR
This paper develops an analytical method to extract the chiral part of the Hamiltonian in molecules and demonstrates its application in high-harmonic generation for chiral discrimination, showing that HHG can effectively distinguish molecular chirality.
Contribution
The paper introduces a novel analytical approach to identify the chiral component of molecular Hamiltonians and applies it to enhance chiral discrimination using high-harmonic generation.
Findings
The Kuhn g factor effectively indicates molecular chirality over a wide harmonic range.
Increasing the longitudinal dipole moment enhances chiral discrimination more than optimizing transverse-to-longitudinal conversion.
HHG signals vary significantly with molecular chirality, enabling discrimination of chiral molecules.
Abstract
To clarify the microscopic origin of chirality-induced optical effect, we develop an analytical method that extracts the chiral part of the Hamiltonian of molecular electronic states. We demonstrate this method in a model chiral molecule consisting of two helically stacked -sided regular polygons, and compare it with numerical calculation for chiral discrimination via high-harmonic generation (HHG) of the same molecule. The discrimination signal here is the Kuhn factor, the difference between the harmonic intensity from the bicircular laser field and that from its reflected laser field normalized by their average. The factor is a pseudoscalar quantity that reflects the chirality of the molecule. As a result, we find that the factor becomes large over a wide range of harmonic orders making HHG suitable for chiral discrimination. We further find that, to increase the…
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Taxonomy
TopicsMolecular spectroscopy and chirality · Analytical Chemistry and Chromatography
