Dark matter from axion strings with adaptive mesh refinement
Malte Buschmann (),
Joshua W. Foster (),
Anson Hook,
Adam Peterson,
Don E. Willcox,
Weiqun Zhang and
Benjamin R. Safdi ()
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Malte Buschmann: Princeton University
Joshua W. Foster: University of Michigan
Anson Hook: University of Maryland
Adam Peterson: Center for Computational Sciences and Engineering Lawrence Berkeley National Laboratory
Don E. Willcox: Center for Computational Sciences and Engineering Lawrence Berkeley National Laboratory
Weiqun Zhang: Center for Computational Sciences and Engineering Lawrence Berkeley National Laboratory
Benjamin R. Safdi: University of California
Nature Communications, 2022, vol. 13, issue 1, 1-10
Abstract:
Abstract Axions are hypothetical particles that may explain the observed dark matter density and the non-observation of a neutron electric dipole moment. An increasing number of axion laboratory searches are underway worldwide, but these efforts are made difficult by the fact that the axion mass is largely unconstrained. If the axion is generated after inflation there is a unique mass that gives rise to the observed dark matter abundance; due to nonlinearities and topological defects known as strings, computing this mass accurately has been a challenge for four decades. Recent works, making use of large static lattice simulations, have led to largely disparate predictions for the axion mass, spanning the range from 25 microelectronvolts to over 500 microelectronvolts. In this work we show that adaptive mesh refinement simulations are better suited for axion cosmology than the previously-used static lattice simulations because only the string cores require high spatial resolution. Using dedicated adaptive mesh refinement simulations we obtain an over three order of magnitude leap in dynamic range and provide evidence that axion strings radiate their energy with a scale-invariant spectrum, to within ~5% precision, leading to a mass prediction in the range (40,180) microelectronvolts.
Date: 2022
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Persistent link: https://EconPapers.repec.org/RePEc:nat:natcom:v:13:y:2022:i:1:d:10.1038_s41467-022-28669-y
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DOI: 10.1038/s41467-022-28669-y
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