Microwave cavities operated in the presence of a background magnetic field provide a promising avenue for detecting high-frequency gravitational waves (HFGWs). We demonstrate for the first time that the distinct antenna patterns of multiple electromagnetic modes within a single cavity enable localization and reconstruction of key properties of an incoming HFGW signal, including its polarization ratio and frequency drift rate. Using a 9-cell cavity commonly employed in particle accelerators as a representative example, we analyze the time-domain response of 18 nearly degenerate modes, which can be sequentially excited by a frequency-drifting signal. The sensitivity is further enhanced by the number of available modes, in close analogy to the scaling achieved by a network of independent detectors, enabling sensitivity to astrophysically plausible binary sources.
The origin of non-thermal power-law distribution functions ubiquitously observed in astrophysical/space (e.g., the solar wind) and laboratory kinetic plasmas, is not well understood. Another puzzling phenomenon is temperature inversion in the solar corona. These two issues are deeply connected. We develop a self-consistent quasilinear theory (QLT) for electromagnetically driven kinetic plasmas, deriving a Fokker-Planck equation for the simultaneous relaxation of multiple species, with (i) a drive diffusion coefficient for the heating of dressed particles directly by the drive and indirectly by waves, and (ii) Balescu-Lenard diffusion and drag coefficients for internal turbulence and Coulomb collisions. Both electron and ion distributions relax towards a universal attractor with a $v^{-5}$ $(E^{-2})$ tail, akin to a $\kappa = 1.5$ distribution, under a super-Debye (but sub-Larmor) drive with a steep power-spectrum. This is an outcome of Debye screening: large-scale fields accelerate the unscreened, fast particles but not the screened, slow ones. The universality may be broken by shallow power-spectra and incomplete relaxation. Collisions cannot decelerate suprathermal particles, rendering a high $v$ tail immune to Maxwellianization. Such a tail may be generated in the solar corona by chromospheric convection despite collisional losses. The suprathermal particles escape sun's gravity (velocity filtration), inverting the temperature profile and raising it to $10^6$ K. A proper analysis of velocity filtration with a $\kappa \approx 1.5-2$ distribution inspired by QLT provides a reasonable fit to the spectroscopic data of heavy ions and explains the abrupt temperature rise, a consequence of the divergence of pressure in the $\kappa \to 1.5$ limit.
Massive short-period binaries involving hot subdwarf stars (sdO/Bs) are rare but important to constraining pathways for binary star evolution. Moreover, some of the most promising candidate progenitor systems leading to Type Ia supernovae (SNe Ia) involve sdO/Bs. LAMOST J065816.72+094343.1 has been identified as such a candidate. To explore the nature and evolutionary future of LAMOST J065816.72+094343.1, we complemented archival spectroscopic data with additional time series spectra and high-resolution spectroscopy of the object. After combining these with photometric data, we determined the orbital parameters of the system and the mass of the companion. We solved the orbit of the system by analyzing 68 low- and medium-resolution spectra using state-of-the-art mixed local thermodynamic equilibrium (LTE) and non-LTE model atmospheres. Additionally, we gathered nine high-resolution spectra to determine atmospheric parameters and the projected rotational velocity of the sdOB. The inclination angle of the system was constrained assuming tidal synchronization of the sdOB, which was verified via analysis of the ellipsoidal variations in the TESS light curve. We determine LAMOSTJ065816.72+094343.1 to be a binary consisting of a massive $0.82 \pm 0.17 \mathrm{M}_{\odot}$ sdOB component with a $1.30^{+0.31}_{-0.26} \mathrm{M}_{\odot}$ unseen companion. Due to the companion's mass being very close to the Chandrasekhar mass limit and high for a white dwarf, it is unclear whether it is a white dwarf or a neutron star. We find the system to be in a close orbit, with a period of $P=0.31955193 \mathrm{d}$ and an inclination angle of $i = 49.6^{+5.2}_{-4.2} \mathrm{deg}$. While the exact nature of the companion remains unknown, we determine the system to either lead to a SN Ia or an intermediate mass binary pulsar, potentially after a phase as an intermediate-mass X-ray binary.