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Space missions to detect the cosmic gravitational-wave background

Neil J Cornish1 and Shane L Larson

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It is thought that a stochastic background of gravitational waves was produced during the formation of the universe. A great deal could be learned by measuring this cosmic gravitational-wave background (CGB), but detecting the CGB presents a significant technological challenge. The signal strength is expected to be extremely weak, and there will be competition from unresolved astrophysical foregrounds such as white dwarf binaries. Our goal is to identify the most promising approach to detecting the CGB. We study the sensitivities that can be reached using both individual, and cross-correlated pairs of space-based interferometers. Our main result is a general, coordinate-free formalism for calculating the detector response that applies to arbitrary detector configurations. We use this general formalism to identify some promising designs for a gravitational background interferometer mission. Our conclusion is that detecting the CGB may not be out of reach.


PACS

98.70.Vc Background radiations

95.55.Ym Gravitational radiation detectors; mass spectrometers; and other instrumentation and techniques

98.80.Bp Origin and formation of the Universe

MSC

85A40 Cosmology (For relativistic cosmology, see 83F05)

Subjects

Instrumentation and measurement

Gravitation and cosmology

Astrophysics and astroparticles

Dates

Issue 17 (7 September 2001)

Received 2 April 2001, in final form 18 May 2001

Published 14 August 2001



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  5. Photoacoustic investigation of phase transitions in solids

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  6. Reaction–diffusion pulses: a combustion model

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  7. Low temperature deposition of tantalum diffusion barrier by filtered cathodic vacuum arc

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