2004
DOI: 10.1134/1.1738153
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Dynamics of the flows accreting onto a magnetized neutron star

Abstract: Non-stationary column accretion onto a surface of a magnetized neutron star is studied with a numerical code based on modified first-order Godunov method with splitting. Formation and evolution of shocks in the column is modeled for accretion rates ranging from 10 15 g s −1 to 10 16 g s −1 and surface magnetic fields ranging from 5·10 11 G to 10 13 G. Non-stationary solutions with plasma deceleration at collisionless oscillating shocks are found. The kinetic energy of the accreting flow efficiently transforms … Show more

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Cited by 25 publications
(31 citation statements)
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“…However, radio (Gaensler et al 2011;Haverkorn & Spangler 2013), submillimeter (Zaroubi et al 2015) and neutral hydrogen (Heiles & Troland 2005; Kalberla & Kerp 2016) observations suggest that the magnetic field in the ISM is strongly non-Gaussian, spatially intermittent, and filamentary. Such an intermittent field is also expected theoretically, as a result of turbulent dynamo action (Wilkin et al 2007) and random shock compression (Bykov & Toptygin 1985, 1987Bykov 1988). The magnetic field generated by dynamo action in galaxy clusters is also likely to be intermittent (Ruzmaikin et al 1989;Subramanian et al 2006).…”
Section: Implementation Of Random Magnetic Fieldsmentioning
confidence: 54%
“…However, radio (Gaensler et al 2011;Haverkorn & Spangler 2013), submillimeter (Zaroubi et al 2015) and neutral hydrogen (Heiles & Troland 2005; Kalberla & Kerp 2016) observations suggest that the magnetic field in the ISM is strongly non-Gaussian, spatially intermittent, and filamentary. Such an intermittent field is also expected theoretically, as a result of turbulent dynamo action (Wilkin et al 2007) and random shock compression (Bykov & Toptygin 1985, 1987Bykov 1988). The magnetic field generated by dynamo action in galaxy clusters is also likely to be intermittent (Ruzmaikin et al 1989;Subramanian et al 2006).…”
Section: Implementation Of Random Magnetic Fieldsmentioning
confidence: 54%
“…The electron temperature of the column was set to 5.8 keV for both accretion rates, which is close to the electron temperature obtained in numerical modelling (Bykov & Krasilshchikov 2004). The electron number density is a function ofṀ and the polar cap radius (Eq.…”
Section: Discussionmentioning
confidence: 99%
“…In the model with a collisionless shock, most of the energy is released near the NS surface where the continuum spectrum Comptonised by electrons between the NS surface and the shock is produced. Numerical simulations performed by Bykov & Krasilshchikov (2004) suggest that at a given accretion rate neither T e and n e change significantly downstream of the shock. The shape of the emerging spectrum depends on the energy exchange between photons and electrons (the dimensionless Comptonisation y-parameter, Kompaneets (1956)), which in the strong magnetic field is (Basko & Sunyaev 1975) …”
Section: Hardness Ratio -Luminosity Dependencementioning
confidence: 99%
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“…However, if a collisionless shock forms (which is an assumption) then its height above the NS surface depends on the mass accretion rate: the lower the mass accretion rate, the higher the location of the collisionless shock. Numerical simulations show that the height of the shock can be ∼ 10 5 cm (Bykov & Krasil'shchikov 2004). Thus, if collisionless shocks form, one can expect the appearance of sharp dips due to eclipses of extended X-ray sources above the NS surface even in low luminosity (L < 10 37 erg s −1 ) XRPs.…”
Section: Sub-critical X-ray Pulsarsmentioning
confidence: 99%