A search for neutron to mirror-neutron oscillations using the nEDM apparatus at PSI

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33 Scopus citations

Abstract

It has been proposed that there could be a mirror copy of the standard model particles, restoring the parity symmetry in the weak interaction on the global level. Oscillations between a neutral standard model particle, such as the neutron, and its mirror counterpart could potentially answer various standing issues in physics today. Astrophysical studies and terrestrial experiments led by ultracold neutron storage measurements have investigated neutron to mirror-neutron oscillations and imposed constraints on the theoretical parameters. Recently, further analysis of these ultracold neutron storage experiments has yielded statistically significant anomalous signals that may be interpreted as neutron to mirror-neutron oscillations, assuming nonzero mirror magnetic fields. The neutron electric dipole moment collaboration performed a dedicated search at the Paul Scherrer Institute and found no evidence of neutron to mirror-neutron oscillations. Thereby, the following new lower limits on the oscillation time were obtained: τnn>352 s at B=0 (95% C.L.), τnn>6s for 0.4μT<B<25.7μT (95% C.L.), and τnn/cos⁡β>9s for 5.0μT<B<25.4μT (95% C.L.), where β is the fixed angle between the applied magnetic field and the local mirror magnetic field, which is assumed to be bound to the Earth. These new constraints are the best measured so far around B∼10μT and B∼20μT.

Original languageEnglish
Article number135993
JournalPhysics Letters, Section B: Nuclear, Elementary Particle and High-Energy Physics
Volume812
DOIs
StatePublished - Jan 10 2021

Bibliographical note

Publisher Copyright:
© 2020 The Authors

Funding

We especially thank Z. Berezhiani for many valuable suggestions. The authors greatly acknowledge the exceptional support provided by Michael Meier, Fritz Burri and the BSQ group at PSI. The LPC and LPSC groups were supported by ANR (FR) grant # ANR-14-CE33-0007-02. The University of Sussex (UK) group was supported by STFC grants #ST/N504452/1, ST/M003426/1, and ST/N000307/1, and by their School of Mathematical and Physical Sciences. The PSI group was supported by the Swiss SNSF grants # 200020-137664, # 200021-117696, # 200020-144473, # 200021-126562, # 200020-163413 and # 200021-157079. ETHZ was supported by SNSF grant # 200020-172639. The University of Fribourg group was supported by SNSF grant # 200020-140421. The University of Bern group was supported by the grants SNSF # 181996 and ERC (EU) # 715031-BEAM-EDM. The Jagiellonian University group was supported by the Polish National Science Center grant # 2015/18/M/ST2/00056, # 2016/23/D/ST2/00715 and # 2018/30/M/ST2/00319. For the KU Leuven group, this work is also partly supported by Project GOA/2010/10 and Fund for Scientific Research in Flanders (FWO). One of the authors, P.M. would like to acknowledge support from the SERI-FCS (CH) award # 2015.0594 and Sigma Xi (USA) grants # G2017100190747806 and # G2019100190747806. We would like to acknowledge the grid computing resource provided by PL-GRID [58]. We especially thank Z. Berezhiani for many valuable suggestions. The authors greatly acknowledge the exceptional support provided by Michael Meier, Fritz Burri and the BSQ group at PSI. The LPC and LPSC groups were supported by ANR (FR) grant # ANR-14-CE33-0007-02 . The University of Sussex (UK) group was supported by STFC grants # ST/N504452/1 , ST/M003426/1 , and ST/N000307/1 , and by their School of Mathematical and Physical Sciences . The PSI group was supported by the Swiss SNSF grants # 200020-137664 , # 200021-117696 , # 200020-144473 , # 200021-126562 , # 200020-163413 and # 200021-157079 . ETHZ was supported by SNSF grant # 200020-172639 . The University of Fribourg group was supported by SNSF grant # 200020-140421 . The University of Bern group was supported by the grants SNSF # 181996 and ERC (EU) # 715031-BEAM-EDM . The Jagiellonian University group was supported by the Polish National Science Center grant # 2015/18/M/ST2/00056 , # 2016/23/D/ST2/00715 and # 2018/30/M/ST2/00319 . For the KU Leuven group, this work is also partly supported by Project GOA/2010/10 and Fund for Scientific Research in Flanders (FWO). One of the authors, P.M., would like to acknowledge support from the SERI-FCS (CH) award # 2015.0594 and Sigma Xi (USA) grants # G2017100190747806 and # G2019100190747806 . We would like to acknowledge the grid computing resource provided by PL-GRID [58] .

FundersFunder number
Jagiellonian University
Michael Meier
University of Sussex
Fund for Scientific Research — Flanders (Belgium)
Fritz Burri
Fonds Wetenschappelijk Onderzoek
H2020 European Research Council
School of Mathematical and Physical Sciences
UK Industrial Decarbonization Research and Innovation Centre
Schweizerischer Nationalfonds zur Förderung der Wissenschaftlichen Forschung200020-163413, 200021-157079, 200020-137664, 181996, 200020-172639, 200021-126562, 200021-117696, 200020-140421, 200020-144473
Schweizerischer Nationalfonds zur Förderung der Wissenschaftlichen Forschung
Science and Technology Facilities CouncilST/M003426/1, ST/N000307/1, /N504452/1, ST/N504452/1
Science and Technology Facilities Council
Paul Scherrer InstitutANR-14-CE33-0007-02
Paul Scherrer Institut
Sigma XiaG2017100190747806, G2019100190747806
Sigma Xia
Agence Nationale de la RechercheANR-14-CE33-0007
Agence Nationale de la Recherche
SERI-FCS2015.0594
Horizon 2020 Framework Programme715031
Horizon 2020 Framework Programme
Polish National Science Center2018/30/M/ST2/00319, 2015/18/M/ST2/00056, 2016/23/D/ST2/00715
KU LeuvenGOA/2010/10
KU Leuven

    Keywords

    • Dark matter
    • Mirror matter
    • Nuclear matter
    • Particle symmetries
    • Properties of neutrons
    • Ultracold neutrons

    ASJC Scopus subject areas

    • Nuclear and High Energy Physics

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