Tracking and coupled dark energy as seen by the Wilkinson Microwave Anisotropy Probe
Luca Amendola, Claudia Quercellini
Abstract
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Luca Amendola, Claudia Quercellini
Abstract
Open-access reader
The satellite experiment, the Wilkinson Microwave Anisotropy Probe (WMAP), has produced for the first time a high-coverage, high-resolution survey of the microwave sky, releasing publicly available data that are likely to remain unrivaled for years to come. Here we compare the WMAP temperature power spectrum, along with an exhaustive compilation of previous experiments, to models of dark energy that allow for a tracking epoch at the present, deriving updated bounds on the dark energy equation of state and the other cosmological parameters. Moreover, we complement the analysis by including a coupling of the dark energy to dark matter. The main results are (a) the WMAP data alone constrain the equation of state of tracking dark energy to be ${w}_{\ensuremath{\varphi}}<\ensuremath{-}0.67(\ensuremath{-}0.49)$ to 68%(95%) (confining the analysis to ${w}_{\ensuremath{\varphi}}>\ensuremath{-}1),$ which implies for an inverse power-law potential an exponent $\ensuremath{\alpha}<0.99(2.08),$ and (b) the dimensionless coupling to dark matter is $|\ensuremath{\beta}|<0.07(0.13).$ Including the results from supernovae type Ia further constrains the dark energy equation of state.
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The satellite experiment, the Wilkinson Microwave Anisotropy Probe (WMAP), has produced for the first time a high-coverage, high-resolution survey of the microwave sky, releasing publicly available data that are likely to remain unrivaled for years to come. Here we compare the WMAP temperature power spectrum, along with an exhaustive compilation of previous experiments, to models of dark energy that allow for a tracking epoch at the present, deriving updated bounds on the dark energy equation of state and the other cosmological parameters. Moreover, we complement the analysis by including a coupling of the dark energy to dark matter. The main results are (a) the WMAP data alone constrain the equation of state of tracking dark energy to be ${w}_{\ensuremath{\varphi}}<\ensuremath{-}0.67(\ensuremath{-}0.49)$ to 68%(95%) (confining the analysis to ${w}_{\ensuremath{\varphi}}>\ensuremath{-}1),$ which implies for an inverse power-law potential an exponent $\ensuremath{\alpha}<0.99(2.08),$ and (b) the dimensionless coupling to dark matter is $|\ensuremath{\beta}|<0.07(0.13).$ Including the results from supernovae type Ia further constrains the dark energy equation of state.
Key concepts: CMB cold spot, Dark energy, Physics, Dark matter, Equation of state, Astrophysics, Dark fluid, Cosmic microwave background