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Parity violation effects in helical osmocene: theoretical analysis and experimental prospects

Eduardus, Agathe Bonifacio, Mathieu Manceau, Naoya Kuroda, Masato Senami, Juan J. Aucar, I. Agustín Aucar, Marit R. Fiechter, Trond Saue, Jeanne Crassous, Benoît Darquié, Shirin Faraji, Lukáš F. Pašteka, Anastasia Borschevsky

Abstract

We present a computational investigation of the parity-violating (PV) contributions to the vibrational transitions and nuclear magnetic resonance shieldings of helical osmocene. A number of promising transitions within the spectral window of currently available sub-Hz metrology-grade lasers are identified, exhibiting high intensities and parity violation shifts of up to 7 Hz. We discuss the prospects for the synthesis of this compound and for subsequent ultra-precise mid-IR spectroscopy towards the first detection of parity violation in a chiral molecule.

Parity violation effects in helical osmocene: theoretical analysis and experimental prospects

Abstract

We present a computational investigation of the parity-violating (PV) contributions to the vibrational transitions and nuclear magnetic resonance shieldings of helical osmocene. A number of promising transitions within the spectral window of currently available sub-Hz metrology-grade lasers are identified, exhibiting high intensities and parity violation shifts of up to 7 Hz. We discuss the prospects for the synthesis of this compound and for subsequent ultra-precise mid-IR spectroscopy towards the first detection of parity violation in a chiral molecule.
Paper Structure (12 sections, 7 equations, 9 figures, 2 tables)

This paper contains 12 sections, 7 equations, 9 figures, 2 tables.

Figures (9)

  • Figure 1: Helical metalocene structure (X = Fe/Ru/Os) with 10 connected carbon atoms ($\eta$-10 complex).
  • Figure 2: Minus (M) and plus (P) enantiomers of helical osmocene and corresponding PV contributions to the vibrational transitions.
  • Figure 3: Correlation between PV frequency shifts in helical osmocene calculated on two different levels of theory -- the higher level uses dyall.v3z basis set for Os in the $E^\text{M,PV}$ calculations and potential $V(q)$ calculated in Q-Chem; the lower level uses dyall.v2z basis set for Os in the $E^\text{M,PV}$ calculations and potential $V(q)$ from the same DIRAC calculations. In both cases, the v2z basis set was used for the carbons and the hydrogens. Red line shows the ideal linear correlation.
  • Figure 4: PV Frequency shifts of the recommended modes calculated using different DFT functionals and Hartree--Fock. Red dots represent the CAM-B3LYP* values, while black bars represent the range of frequency shifts calculated using all methods (based on the values in Table S3 in ESI$^\dag$).
  • Figure 5: Absolute values of the PV frequency shifts of the vibrational transitions of helical osmocene plotted against the total metal-carbon displacement. The vibrations selected as promising for measurements (see Table \ref{['tab:recommendation']}) are marked in red.
  • ...and 4 more figures