Magnetic quantum number resolved state-to-state chemistry
arXiv:1909.00777 · doi:10.1103/PhysRevLett.123.253401
Abstract
We extend state-to-state chemistry to a realm where besides vibrational, rotational and hyperfine quantum states magnetic quantum numbers are also resolved. For this, we make use of the Zeeman effect which energetically splits levels of different magnetic quantum numbers. The chemical reaction which we choose to study is three-body recombination in an ultracold quantum gas of Rb atoms forming weakly-bound Rb molecules. Here, we find the propensity rule that the total quantum number of the two atoms forming the molecule is conserved. Our method can be employed for many other reactions and inelastic collisions and will allow for novel insights into few-body processes.
arXiv comment5 pages, 4 figures
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Cited by in corpus (9)
- Three-body recombination in physical chemistry
- The multichannel nature of three-body recombination for ultracold K
- Spin-conservation propensity rule for three-body recombination of ultracold Rb atoms
- Strong spin-exchange recombination of three weakly interacting Li atoms
- Energy-scaling of the product state distribution for three-body recombination of ultracold atoms
- Three-body spin mixing in spin-1 Bose-Einstein condensates
- Spin hierarchy in van der Waals molecule formation via ultracold three-body recombination
- Spin structure of diatomic van der Waals molecules of alkali atoms
- Isotope study of the nonlinear pressure shifts of Rb and Rb hyperfine resonances in Ar, Kr, and Xe buffer gases