Enhancement of dark-photon haloscope sensitivity with degenerate modes: toward axion-level form factor and polarization determination
Jose R. Navarro-Madrid, Jos\'e Reina-Valero, Alejandro D\'iaz-Morcillo, Benito Gimeno

TL;DR
This paper proposes a novel method using three degenerate modes in resonant cavities to enhance dark photon detection sensitivity, aiming to match axion-level form factors and determine polarization, thereby enabling simultaneous dark matter searches.
Contribution
It introduces a technique employing three orthogonal degenerate modes in resonant cavities to improve dark photon detection sensitivity and polarization measurement, approaching axion-like form factors.
Findings
Maximum form factor achieved in cubic, spherical, and cylindrical cavities.
Coherent sum of signals enhances detection sensitivity.
Method enables simultaneous dark matter axion and dark photon searches.
Abstract
The dark photon has been postulated as a potential constituent of dark matter, exhibiting notable similarities to the axion. The primary distinction between the two particles lies in the nature of their respective fields: the dark photon field is a vector field with a polarization direction that remains undetermined. This work explores the prospect of utilizing three degenerate modes for scanning the three dimensions of space in order to mitigate the low form factor expected in the detection of the dark photon due to their unknown polarization. The employment of an haloscope with three orthogonal and degenerate modes in conjunction with the coherent sum of signals is demonstrated in this work in order to enhance the dark photon form factor up to the axion form factor, and to determine the direction of the dark photon polarization vector. We show in this manuscript that the maximum form…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
