1999
DOI: 10.1046/j.1365-8711.1999.02919.x
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Orbital, precessional and flaring variability of Cygnus X-1

Abstract: We present the results of a 2.5-year multiwavelength monitoring programme of Cygnus X-1, making use of hard and soft X-ray data, optical spectroscopy, UBVJHK photometry and radio data. In particular we confirm that the 5.6-day orbital period is apparent in all wavebands and note the existence of a wavelength-dependence to the modulation, in the sense that higher energies reach minimum first. We also find a strong modulation at a period of 142 ± 7 days, which we suggest is due to precession and/or radiative war… Show more

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Cited by 150 publications
(208 citation statements)
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“…The orbital period is P = 5.599829 ± 0.000016 d with T 0 = 52 872.288 ± 0.009 ). The source also shows a superorbital period that has been reported as ∼300 d (Priedhorsky et al 1983), then as ∼150 d (Brocksopp et al 1999;Benlloch et al 2004;Ibragimov et al 2007), and lately as having changed back to ∼300 d (Zdziarski et al 2011).…”
Section: Introductionmentioning
confidence: 79%
“…The orbital period is P = 5.599829 ± 0.000016 d with T 0 = 52 872.288 ± 0.009 ). The source also shows a superorbital period that has been reported as ∼300 d (Priedhorsky et al 1983), then as ∼150 d (Brocksopp et al 1999;Benlloch et al 2004;Ibragimov et al 2007), and lately as having changed back to ∼300 d (Zdziarski et al 2011).…”
Section: Introductionmentioning
confidence: 79%
“…Indeed, we show in Brocksopp et al (1999) and Lyuty (1999 in prep. ) that the small deviations from orbital modulation are a result of the wind, although we have shown in section 3.2 that there is also a small contribution from the accretion disc.…”
Section: Discussionmentioning
confidence: 68%
“…We were surprised to see that the optical photometry did not fold onto this period satisfactorily, in contradiction to Brocksopp et al (1999) when a much longer dataset was used. We therefore separated the data according to the Xray state and, for the hard state, removed flares and scatter above ∼ 3σ from all datasets.…”
Section: The Orbital Periodmentioning
confidence: 71%
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“…The most recent determination of the mass function is f (Mx) = 0.251 ± 0.007 M⊙ (Gies et al 2003), which differs only slightly from the earlier values f (Mx) = 0.244 ± 0.005 M⊙ (Brocksopp et al 1999) and f (Mx) = 0.252 M⊙ (Gies & Bolton 1982). The corresponding projected radius of the optical component orbit is a1sini = 8.36 ± 0.08 R⊙.…”
Section: The Model Independent Lower Limits To the Components Massesmentioning
confidence: 60%