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Measurement of the expansion rate of the Universe from \gamma-ray attenuation

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arxiv 1305.2163 v2 pith:RYU72RG5 submitted 2013-05-09 astro-ph.CO

classification astro-ph.CO
keywords gamma-rayconstanthubblecosmologicalexpansionrateuniverseattenuation
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A measurement of the expansion rate of the Universe (that is the Hubble constant, H0) is derived here using the gamma-ray attenuation observed in the spectra of gamma-ray sources produced by the interaction of extragalactic gamma-ray photons with the photons of the extragalactic background light (EBL). The Hubble constant that is determined with our technique, for a Lambda CDM cosmology, is H0=71.8_{-5.6}^{+4.6}(stat)_{-13.8}^{+7.2}(syst) km s^{-1} Mpc^{-1}. This value is compatible with present-day measurements using well established methods such as local distance ladders and cosmological probes. The recent detection of the cosmic gamma-ray horizon (CGRH) from multiwavelength observation of blazars, together with the advances in the knowledge of the EBL, allow us to measure the expansion rate of the Universe. This estimate of the Hubble constant shows that gamma-ray astronomy has reached a mature enough state to provide cosmological measurements, which may become more competitive in the future with the construction of the Cherenkov Telescope Array. We find that the maximum dependence of the CGRH on the Hubble constant is approximately between redshifts 0.04 and 0.1, thus this is a smoking gun for planning future observational efforts. Other cosmological parameters, such as the total dark matter density Omega_m and the dark energy equation of state w, are explored as well.

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  1. Constraining cosmological parameters from very-high-energy $\gamma$-ray attenuation in blazar spectra: Bayesian inference and systematic uncertainties

    astro-ph.HE 2026-07 conditional novelty 6.0 of 10

    Gamma-ray attenuation in 241 blazar spectra constrains the combined opacity/Hubble ratio r=1.723^{+0.096}_{-0.095}, giving H0=58.3^{+3.4}_{-3.0} km/s/Mpc (fixed EBL) or 60.5^{+10.8}_{-10.0} with an 18% EBL-scale uncertainty.

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