Modification of black-body radiance at low temperatures and frequencies
arXiv:1006.3011 · doi:10.1002/andp.201000073
Abstract
In contrast to earlier reports, where the spectrum of the {\sl energy density} of photonic black-body radiation modified by SU(2) effects was discussed, we discuss the low-frequency spectrum of the {\sl radiance} at temperatures ranging between 5 and 20 Kelvin. We conclude that compared to the conventional theory the only observable effect is associated with the spectral gap (total screening). We also discuss how a low-temperature black body cavity under the influence of a sufficiently strong static electric field is forced to emit according to Planck's radiation law (pure U(1) theory) even at low frequencies and how this effect can be utilized to measure SU(2) induced deviations.
arXiv comment10 pp, 5 figs; v2: slight changes in text, extended discussion of Rydberg-atom experiment
References in corpus (10)
- Nonperturbative approach to Yang-Mills thermodynamics
- Radiative corrections to the pressure and the one-loop polarization tensor of massless modes in SU(2) Yang-Mills thermodynamics
- A Planck-scale axion and SU(2) Yang-Mills dynamics: Present acceleration and the fate of the photon
- A model for the very early Universe
- Thermal photon dispersion law and modified black-body spectra
- Irreducible three-loop contributions to the pressure in Yang-Mills thermodynamics
- A model for CMB anisotropies on large angular scales
- Potential for inert adjoint scalar field in SU(2) Yang-Mills thermodynamics
- Gap in the black-body spectrum at low temperature
- Spatial Wilson loop in continuum, deconfining SU(2) Yang-Mills thermodynamics
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- Cosmological parameters from Planck data in SU(2), their local CDM values, and the modified photon Boltzmann equation
- SU(2) Yang-Mills thermodynamics: a priori estimate and radiative corrections
- Thermodynamics of SU(2) quantum Yang-Mills theory and CMB anomalies
- SU(2) Quantum Yang-Mills Thermodynamics: Some Theory and Some Applications