1993
DOI: 10.1086/172162
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An instability associated with a magnetosphere-disk interaction

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Cited by 200 publications
(324 citation statements)
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“…If r m remains too close to r co so that matter cannot be ejected from the system, then an accretion disk different than the The definition of r m used in this paper is the same as in Spruit & Taam (1993) whereas the classical expression of r m (Pringle & Rees 1972), obtained by equating the gas and magnetic pressures, gives a somewhat larger value of about 500 km, which would further strengthen the argument presented here. standard geometrically thin and optically thick ShakuraSunyaev type needs to develop (scenario B).…”
Section: Accretion Flow Geometrysupporting
confidence: 58%
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“…If r m remains too close to r co so that matter cannot be ejected from the system, then an accretion disk different than the The definition of r m used in this paper is the same as in Spruit & Taam (1993) whereas the classical expression of r m (Pringle & Rees 1972), obtained by equating the gas and magnetic pressures, gives a somewhat larger value of about 500 km, which would further strengthen the argument presented here. standard geometrically thin and optically thick ShakuraSunyaev type needs to develop (scenario B).…”
Section: Accretion Flow Geometrysupporting
confidence: 58%
“…Indeed the spectra analyzed by Kajava et al (Bult & van der Klis 2014). In both cases an instability arising from a trapped disk (Spruit & Taam 1993;D'Angelo & Spruit 2010 has been proposed to be at the origin of this phenomenon. Such a disk model has also been discussed to explain a strikingly similar 1 Hz modulation observed in another accreting millisecond pulsar (NGC 6440 X-2; see Patruno & D'Angelo 2013).…”
Section: Observational Constraints On Accretion Flow Geometrymentioning
confidence: 96%
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“…In the propeller regime, the centrifugal force plays the dominant role in this interaction. The centrifugal barrier inhibits accretion onto the rapidly rotating star; however, accretion can proceed in episodic bursts through the episodic accretion instability developed in [17][18][19]. The episodic accretion instability proceeds as follows:…”
Section: Episodic Accretion Onto the Starmentioning
confidence: 99%
“…Many authors have derived the spin-down rate of propeller phase by assuming that the infalling material is ejected with the corotation velocity at the magnetospheric radius when the magnetospheric radius is larger than the corotation radius (Wang & Robertson 1985;Dai, Liu & Li 2006;Jiang & Li 2005). Besides, a large number of authors (see, e.g., Spruit & Taam 1993;Rappaport et al 2004;D'Angelo & Spruit 2010, 2012 have investigated the spin-down rate of NS accreting from a disk in a NS HMXB. Romanova et al (2013) have studied accretion onto a star in the propeller regime by magnetohydrodynamic simulations.…”
Section: Introductionmentioning
confidence: 99%