Measuring the α-particle charge radius with muonic helium-4 ions
Author:
Krauth Julian J.ORCID, Schuhmann Karsten, Ahmed Marwan Abdou, Amaro Fernando D., Amaro PedroORCID, Biraben François, Chen Tzu-LingORCID, Covita Daniel S., Dax Andreas J., Diepold Marc, Fernandes Luis M. P.ORCID, Franke Beatrice, Galtier Sandrine, Gouvea Andrea L., Götzfried Johannes, Graf ThomasORCID, Hänsch Theodor W., Hartmann Jens, Hildebrandt Malte, Indelicato Paul, Julien LucileORCID, Kirch Klaus, Knecht AndreasORCID, Liu Yi-WeiORCID, Machado JorgeORCID, Monteiro Cristina M. B., Mulhauser FrançoiseORCID, Naar Boris, Nebel Tobias, Nez FrançoisORCID, dos Santos Joaquim M. F., Santos José PauloORCID, Szabo Csilla I.ORCID, Taqqu David, Veloso João F. C. A.ORCID, Vogelsang JanORCID, Voss Andreas, Weichelt Birgit, Pohl RandolfORCID, Antognini AldoORCID, Kottmann Franz
Abstract
AbstractThe energy levels of hydrogen-like atomic systems can be calculated with great precision. Starting from their quantum mechanical solution, they have been refined over the years to include the electron spin, the relativistic and quantum field effects, and tiny energy shifts related to the complex structure of the nucleus. These energy shifts caused by the nuclear structure are vastly magnified in hydrogen-like systems formed by a negative muon and a nucleus, so spectroscopy of these muonic ions can be used to investigate the nuclear structure with high precision. Here we present the measurement of two 2S–2P transitions in the muonic helium-4 ion that yields a precise determination of the root-mean-square charge radius of the α particle of 1.67824(83) femtometres. This determination from atomic spectroscopy is in excellent agreement with the value from electron scattering1, but a factor of 4.8 more precise, providing a benchmark for few-nucleon theories, lattice quantum chromodynamics and electron scattering. This agreement also constrains several beyond-standard-model theories proposed to explain the proton-radius puzzle2–5, in line with recent determinations of the proton charge radius6–9, and establishes spectroscopy of light muonic atoms and ions as a precise tool for studies of nuclear properties.
Publisher
Springer Science and Business Media LLC
Subject
Multidisciplinary
Reference64 articles.
1. Sick, I. Precise root-mean-square radius of 4He. Phys. Rev. C 77, 041302 (2008). 2. Pohl, R. et al. The size of the proton. Nature 466, 213–216 (2010). 3. Antognini, A. et al. Proton structure from the measurement of 2S–2P transition frequencies of muonic hydrogen. Science 339, 417–420 (2013). 4. Pohl, R. et al. Muonic hydrogen and the proton radius puzzle. Annu. Rev. Nucl. Part. Sci. 63, 175–204 (2013). 5. Carlson, C. E. The proton radius puzzle. Prog. Part. Nucl. Phys. 82, 59–77 (2015).
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