2011
DOI: 10.1111/j.1365-2966.2011.20003.x
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Angular momentum transport through magnetic accretion curtains inside disrupted discs

Abstract: The structure of accretion curtain flows, which form due to disc disruption by a strongly magnetic star, is considered. It is shown that a sub‐Alfvénic, magnetically channelled flow is consistent with matching the magnetic field across the curtain base where it meets the disrupted inner region of the disc. The resulting angular velocity distribution in the curtain flow is calculated, together with the consequent angular momentum transfer rate to the star. It is shown that the transition of material from the di… Show more

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Cited by 10 publications
(7 citation statements)
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“…One assumption would be the presence of a more complex accretion structure. For misaligned magnetic and accretion disk axes one would expect a hollow accretion column or an accretion curtain (Basko & Sunyaev 1976;West et al 2017;Campbell 2012;Perna et al 2006). Such a geometry would lead to a much thinner accretion stream than the solid column that is assumed in the model of BW07.…”
Section: Discussionmentioning
confidence: 99%
“…One assumption would be the presence of a more complex accretion structure. For misaligned magnetic and accretion disk axes one would expect a hollow accretion column or an accretion curtain (Basko & Sunyaev 1976;West et al 2017;Campbell 2012;Perna et al 2006). Such a geometry would lead to a much thinner accretion stream than the solid column that is assumed in the model of BW07.…”
Section: Discussionmentioning
confidence: 99%
“…Hence, we do not employ this model. Campbell (2012) propose another disk-magnetosphere interaction model considering the angular-momentum feedback from the accreting matter to the disk. The model suggests that the accretion torque is reduced by a factor ωs ∝ L −3/7 from that in equation (6), and thus theνs-L relation becomesνs ∝ L 3/7 .…”
Section: The Lovelace Modelmentioning
confidence: 99%
“…Six torque models are utilized to calculate the magnetic field, including Ghosh & Lamb [1]'s classical model (hereafter GL), Wang [2]'s model (containing 2 derived magnetic field forms, hereafter WangAB and WangC), Lovelace, Romanova & Bisnovatyi-Kogan [5]'s model (hereafter LRB), Kluźniak & Rappaport [3]'s model(hereafter KR), and Campbell [4]'s model (hereafter Camp). These models are thin-disk ac-cretion models, which are basically modified versions based on the GL model.…”
Section: The Accretion Torque Modelsmentioning
confidence: 99%
“…γ and m are dimensionless quantities, and C = 1 is assumed during the calculation. As described by Campbell [4], the accretion torque N = ω * Ṁ * √ GM * R in , which leads to a modification of Equation 5, i.e., ω * Ṁ * √ GM * R in = − Ṗ 2πI/P 2 . Thus, the derived expression of the fastness parameter is…”
Section: The Accretion Torque Modelsmentioning
confidence: 99%
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