Coupling between QPOs and broad-band noise components in GRS 1915+105
Coupling between QPOs and broad-band noise components in GRS 1915+105
We explore the use of the bispectrum for understanding quasi-periodic oscillations. The bispectrum is a statistic which probes the relations between the relative phases of the Fourier spectrum at different frequencies. The use of the bispectrum allows us to break the degeneracies between different models for time series which produce identical power spectra. We look at data from several observations of GRS 1915+105 when the source shows strong quasi-periodic oscillations and strong broad-band noise components in its power spectrum. We show that, despite strong similarities in the power spectrum, the bispectra can differ strongly. In all cases, there are frequency ranges where the bicoherence, a measure of non-linearity, is strong for frequencies involving the frequency of the quasi-periodic oscillations, indicating that the quasi-periodic oscillations are coupled to the noise components, rather than being generated independently. We compare the bicoherences from the data to simple models, finding some qualitative similarities
Maccarone, Thomas J.
27e6101c-8fa4-41db-ba75-d2ee3d1a0c53
Uttley, Philip
db770bd7-d97e-43f5-99d4-a585bccd352a
van der Klis, Michiel
673255ce-dd17-4da0-910c-e3cb78460636
Wijnands, Rudy A. D.
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Coppi, Paolo S.
6e563848-c198-45e1-bcdf-8d9e6d4ddb04
2011
Maccarone, Thomas J.
27e6101c-8fa4-41db-ba75-d2ee3d1a0c53
Uttley, Philip
db770bd7-d97e-43f5-99d4-a585bccd352a
van der Klis, Michiel
673255ce-dd17-4da0-910c-e3cb78460636
Wijnands, Rudy A. D.
a9b0eee6-285b-4695-bdad-708bbb2cd15b
Coppi, Paolo S.
6e563848-c198-45e1-bcdf-8d9e6d4ddb04
Maccarone, Thomas J., Uttley, Philip, van der Klis, Michiel, Wijnands, Rudy A. D. and Coppi, Paolo S.
(2011)
Coupling between QPOs and broad-band noise components in GRS 1915+105.
Monthly Notices of the Royal Astronomical Society.
(doi:10.1111/j.1365-2966.2011.18273.x).
Abstract
We explore the use of the bispectrum for understanding quasi-periodic oscillations. The bispectrum is a statistic which probes the relations between the relative phases of the Fourier spectrum at different frequencies. The use of the bispectrum allows us to break the degeneracies between different models for time series which produce identical power spectra. We look at data from several observations of GRS 1915+105 when the source shows strong quasi-periodic oscillations and strong broad-band noise components in its power spectrum. We show that, despite strong similarities in the power spectrum, the bispectra can differ strongly. In all cases, there are frequency ranges where the bicoherence, a measure of non-linearity, is strong for frequencies involving the frequency of the quasi-periodic oscillations, indicating that the quasi-periodic oscillations are coupled to the noise components, rather than being generated independently. We compare the bicoherences from the data to simple models, finding some qualitative similarities
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Published date: 2011
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Local EPrints ID: 180415
URI: http://eprints.soton.ac.uk/id/eprint/180415
ISSN: 1365-2966
PURE UUID: 63c4b261-cec2-42a3-b8a6-983f07734c53
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Date deposited: 11 Apr 2011 09:15
Last modified: 14 Mar 2024 02:52
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Author:
Thomas J. Maccarone
Author:
Philip Uttley
Author:
Michiel van der Klis
Author:
Rudy A. D. Wijnands
Author:
Paolo S. Coppi
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