Muonic hydrogen cascade time and lifetime of the short-lived $2S$ state
L. Ludhova
(1, 2)
,
F. D. Amaro
(3)
,
A. Antognini
(4)
,
F. Biraben
(5)
,
J. M. R. Cardoso
(3)
,
C. A. N. Conde
(3)
,
A. Dax
(1, 6)
,
S. Dhawan
(6)
,
L. M. P. Fernandes
(3)
,
T. W. Haensch
(4)
,
V. W. Hughes
(6)
,
P. Indelicato
(5)
,
L. Julien
(5)
,
P. E. Knowles
(2)
,
F. Kottmann
(7)
,
Y. -W. Liu
(8)
,
J. A. M. Lopes
(3)
,
C. M. B. Monteiro
(3)
,
F. Mulhauser
(2)
,
F. Nez
(5)
,
R. Pohl
(1, 4)
,
P. Rabinowitz
(9)
,
J. M. F. Dos Santos
(3)
,
L. A. Schaller
(2)
,
Catherine Schwob
(5)
,
D. Taqqu
(1)
,
J. F. C. A. Veloso
(3)
P. Indelicato
- Fonction : Auteur
- PersonId : 17063
- IdHAL : paul-indelicato
- ORCID : 0000-0003-4668-8958
- IdRef : 083262369
F. Nez
- Fonction : Auteur
- PersonId : 739031
- IdHAL : francois-nez
- ORCID : 0000-0002-3478-7521
- IdRef : 161272991
Résumé
Metastable ${2S}$ muonic-hydrogen atoms undergo collisional ${2S}$-quenching, with rates which depend strongly on whether the $\mu p$ kinetic energy is above or below the ${2S}\to {2P}$ energy threshold. Above threshold, collisional ${2S} \to {2P}$ excitation followed by fast radiative ${2P} \to {1S}$ deexcitation is allowed. The corresponding short-lived $\mu p ({2S})$ component was measured at 0.6 hPa $\mathrm{H}_2$ room temperature gas pressure, with lifetime $\tau_{2S}^\mathrm{short} = 165 ^{+38}_{-29}$ ns (i.e., $\lambda_{2S}^\mathrm{quench} = 7.9 ^{+1.8}_{-1.6} \times 10^{12} \mathrm{s}^{-1}$ at liquid-hydrogen density) and population $\epsilon_{2S}^\mathrm{short} = 1.70^{+0.80}_{-0.56}$ % (per $\mu p$ atom). In addition, a value of the $\mu p$ cascade time, $T_\mathrm{cas}^{\mu p} = (37\pm5)$ ns, was found.