Microwave and submillimeter molecular transitions and their dependence on fundamental constants
M.G. Kozlov, S.A. Levshakov

TL;DR
This review discusses how microwave and submillimeter molecular transition frequencies are highly sensitive to fundamental constants, enabling tests of their invariance across the universe with unprecedented precision.
Contribution
It provides a comprehensive summary of theoretical calculations of sensitivity coefficients for various molecules, facilitating astrophysical tests of fundamental constant invariance.
Findings
Sensitivity coefficients depend on transition quantum numbers.
Potential to test Einstein's Equivalence Principle at ~10^-9 sensitivity.
Constraints on variations of alpha and mu are improved by 2-3 orders of magnitude.
Abstract
Microwave and submillimeter molecular transition frequencies between nearly degenerated rotational levels, tunneling transitions, and mixed tunneling-rotational transitions show an extremely high sensitivity to the values of the fine-structure constant, alpha, and the electron-to-proton mass ratio, mu. This review summarizes the theoretical background on quantum-mechanical calculations of the sensitivity coefficients of such transitions to tiny changes in alpha and mu for a number of molecules which are usually observed in Galactic and extragalactic sources, and discusses the possibility of testing the space- and time-invariance of fundamental constants through comparison between precise laboratory measurements of the molecular rest frequencies and their astronomical counterparts. In particular, diatomic radicals CH, OH, NH+, and a linear polyatomic radical C3H in Pi electronic ground…
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