2012
DOI: 10.1088/0004-637x/757/1/36
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Mass Measurements of Black Holes in X-Ray Transients: Is There a Mass Gap?

Abstract: We explore possible systematic errors in the mass measurements of stellar mass black holes. We find that significant errors can arise from the assumption of zero or constant emission from the accretion flow, which is commonly used when determining orbital inclination by modelling ellipsoidal variations. For A0620-00, the system with the best available data, we show that typical data sets and analysis procedures can lead to systematic underestimates of the inclination by ten degrees or more. A careful examinati… Show more

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Cited by 300 publications
(338 citation statements)
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“…Then, the difference in radio normalisation attributed to Doppler beaming depends only on the orbital inclination of the system (assuming the jet axis is perpendicular to the orbital plane). Both XTE J1118+480 and V404 Cyg have well-determined orbital inclinations, of i = 68 • ± 2 • (Gelino et al 2006; see also Khargharia et al 2013 for a somewhat broader constraints and Farr et al 2011;Kreidberg et al 2012 for a comprehensive statistical analysis) and i = 67 Khargharia, Froning & Robinson 2010;Farr et al 2011;Kreidberg et al 2012), respectively. The inclination of GX 339-4 is only known to be < ∼ 60 • (Cowley et al 2002), and we assume a range from 45−60 • here (see Zdziarski et al 2004).…”
Section: Summary and Discussionmentioning
confidence: 95%
“…Then, the difference in radio normalisation attributed to Doppler beaming depends only on the orbital inclination of the system (assuming the jet axis is perpendicular to the orbital plane). Both XTE J1118+480 and V404 Cyg have well-determined orbital inclinations, of i = 68 • ± 2 • (Gelino et al 2006; see also Khargharia et al 2013 for a somewhat broader constraints and Farr et al 2011;Kreidberg et al 2012 for a comprehensive statistical analysis) and i = 67 Khargharia, Froning & Robinson 2010;Farr et al 2011;Kreidberg et al 2012), respectively. The inclination of GX 339-4 is only known to be < ∼ 60 • (Cowley et al 2002), and we assume a range from 45−60 • here (see Zdziarski et al 2004).…”
Section: Summary and Discussionmentioning
confidence: 95%
“…This has led various authors to suggest the presence of a mass gap between approximately 2-5 M [36, 37,52]. It remains to be seen whether this empirical mass gap originates from selection effects in the still small sample of BHs (although based on the IMF, we would expect lower-mass BHs to be more abundant), or from the underlying assumptions that enter into their mass estimates [53], or whether it is indeed suggestive of the properties of the relevant supernovae and their progenitor stars [10,38,54]. Our results below will show that the mass gap, especially if the transition is as sharp as currently indicated by both experiment and pertaining theoretical models, can be extremely well constrained by gravitational wave measurements.…”
Section: A the Stellar Initial Mass Functionmentioning
confidence: 99%
“…The BH masses in the 24 XRBs have been dynamically measured to be in the range of ∼ 2.7 M⊙ to 15 M⊙ (Casares & Jonker 2014, and references therein). However, there is statistical evidence for the presence of a dearth of NSs or BHs with masses ∼ 2 − 5M⊙ (Bailyn et al 1998;Özel et al 2010Farr et al 2011;Kreidberg et al 2012;Kiziltan et al 2013). This is in contrast with the traditional thought that the distribution of BH masses should decay with mass (e.g., Fryer 1999;Fryer & Kalogera 2001), suggesting that the physics of SN explosions that lead to the formation of BHs is still unclear Belczynski et al 2012).…”
Section: Introductionmentioning
confidence: 97%