Duality-symmetric axion electrodynamics and haloscopes of various geometries
Dai-Nam Le, Le Phuong Hoang, Binh Xuan Cao

TL;DR
This paper derives a dual symmetric axion electrodynamics framework for haloscope experiments, providing exact solutions for axion-induced fields and analyzing various cavity geometries, offering advantages over conventional theories.
Contribution
It introduces a dual symmetric formulation of axion electrodynamics that yields exact electromagnetic field solutions for any axion state, improving haloscope analysis.
Findings
Exact analytical expressions for axion-induced fields in various cavities.
Dual symmetric theory aligns with conventional theory in long-wavelength limit.
Differences between theories affect directional detection and electric sensing.
Abstract
Within the dual symmetric point of view, the theory for seeking axion dark matter via haloscope experiments is derived by exactly solving the dual symmetric axion electrodynamics equation. Notwithstanding that the conventional theory of axion electrodynamics presented in [Phys. Rev. Lett. 51, 1415 (1983) and J. Phys. A: Math. Gen. 19, L33 (1986)] is more commonly used in haloscope theory, we show that the dual symmetric axion electrodynamics has more advantages to apply to haloscope theory. First, the dual symmetric and conventional perspectives of axion electrodynamics coincide under long-wavelength approximation. Moreover, dual symmetric theory can obtain an exact analytical expression of the axion-induced electromagnetic field for any state of axion. This solution has been used in conventional theory for long-wavelength approximation. The difference between two theories can occur in…
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