We estimate the spectral properties of the stochastic background of gravitational radiation emitted by a cosmological population of hot, young, rapidly rotating neutron stars. Their formation rate as a function of redshift is deduced from an observation-based determination of the star formation history in the Universe, and the gravitational energy is assumed to be radiated during the spin-down phase associated with the newly discovered r-mode instability. We calculate the overall signal produced by the ensemble of such neutron stars, assuming various cosmological backgrounds. We find that the spectral strain amplitude has a maximum ~ (2-4)x 10^-26Hz^-1/2 , at frequencies ~ (30-60) Hz, while the corresponding closure density, h^2 Ο_GW, has a maximum amplitude plateau of ~ (2.2-3.3) x 10^-8 in the frequency range (500-1700) Hz. We compare our results with a preliminary analysis done by Owen et al., and discuss the detectability of this background.
Stochastic Background of Gravitational Waves Generated by a Cosmological Population of Young, Rapidly Rotating Neutron Stars
MATARRESE, SABINO;
1999
Abstract
We estimate the spectral properties of the stochastic background of gravitational radiation emitted by a cosmological population of hot, young, rapidly rotating neutron stars. Their formation rate as a function of redshift is deduced from an observation-based determination of the star formation history in the Universe, and the gravitational energy is assumed to be radiated during the spin-down phase associated with the newly discovered r-mode instability. We calculate the overall signal produced by the ensemble of such neutron stars, assuming various cosmological backgrounds. We find that the spectral strain amplitude has a maximum ~ (2-4)x 10^-26Hz^-1/2 , at frequencies ~ (30-60) Hz, while the corresponding closure density, h^2 Ο_GW, has a maximum amplitude plateau of ~ (2.2-3.3) x 10^-8 in the frequency range (500-1700) Hz. We compare our results with a preliminary analysis done by Owen et al., and discuss the detectability of this background.Pubblicazioni consigliate
I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.