The search for axion-like particles X in muon decays is an excellent opportunity for the MEG II and Mu3e experiments to extend their horizons beyond μ+ → e+γ and μ+→ e+e-e+. A suitable process for both experiments is the two-body decay μ+ → e+X, whose only signature is a monochromatic peak close to the kinematic endpoint of the positron energy spectrum of the μ+ → e+νeν̅μ background. The hunt for such an elusive signal in a vast amount of irreducible background requires extremely accurate theoretical predictions to be implemented in a Monte Carlo event generator. This work presents a new state-of-the-art computation of μ+ → e+νeν̅μ for polarised muons, accomplished with the McMule framework. The calculation includes next-to-next-leading order QED corrections and logarithmically enhanced terms at even higher orders. The results are also used to estimate the sensitivity of both experiments on the branching ratio of μ+ →e+X, in order to evaluate the impact of the theoretical error.
Looking for an axion in a haystack of muons
A. Gurgone
2023-01-01
Abstract
The search for axion-like particles X in muon decays is an excellent opportunity for the MEG II and Mu3e experiments to extend their horizons beyond μ+ → e+γ and μ+→ e+e-e+. A suitable process for both experiments is the two-body decay μ+ → e+X, whose only signature is a monochromatic peak close to the kinematic endpoint of the positron energy spectrum of the μ+ → e+νeν̅μ background. The hunt for such an elusive signal in a vast amount of irreducible background requires extremely accurate theoretical predictions to be implemented in a Monte Carlo event generator. This work presents a new state-of-the-art computation of μ+ → e+νeν̅μ for polarised muons, accomplished with the McMule framework. The calculation includes next-to-next-leading order QED corrections and logarithmically enhanced terms at even higher orders. The results are also used to estimate the sensitivity of both experiments on the branching ratio of μ+ →e+X, in order to evaluate the impact of the theoretical error.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.