Magnetohydrodynamics of accretion disks

Max Kuperus
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引用次数: 3

Abstract

Accretion disks in close binary systems originate when mass overflow occurs from the primary star onto the compact star. When the compact star is a neutron star or a black hole the inner parts of the thin disk extend to the Alfvén radius respectively a few times the Schwarzchild radius. In the Keplerian rotating highly turbulent inner parts of the accretion disk magnetic fields are strongly amplified and expelled from the disk thus leading to the formation of a magnetically structured accretion disk corona, sandwiching the disk to which it is electrodynamically coupled. The magnetic energy supplied to the corona is radiated by inverse Compton scattering of soft X-ray photons produced in the disk by the viscous heating of the accreting matter. This may explain why certain X-ray sources show a very large fluctuating hard X-ray component. The interaction of the inner parts of an accretion disk with the magnetosphere around a neutron star leads to channeled accretion onto the magnetic poles, resulting in the phenomenon of X-ray pulsars with the associated spin variations due to angular momentum transfer. The interaction of disk coronal structures with the relatively weak magnetic fields of old fast spinning neutron stars lead to a new form of interaction around the so called beat frequency that can be used as a model for quasiperiodic oscillations in low-mass X-ray binaries.

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吸积盘的磁流体动力学
在紧密的双星系统中,当质量从主星溢出到致密星时,就会产生吸积盘。当致密恒星是中子星或黑洞时,薄盘的内部部分分别延伸到阿尔夫卡半径,这是史瓦西半径的几倍。在开普勒旋转的高度湍流的吸积盘内部,磁场被强烈放大并从盘中驱逐出去,从而导致形成一个磁性结构的吸积盘日冕,夹在与它电动力耦合的盘上。提供给日冕的磁能是由软x射线光子的逆康普顿散射辐射出来的,软x射线光子是由吸积物质的粘性加热产生的。这也许可以解释为什么某些x射线源显示出非常大的波动硬x射线成分。吸积盘内部与中子星周围磁层的相互作用导致通道吸积到磁极上,导致x射线脉冲星的现象,由于角动量转移而产生相关的自旋变化。盘状日冕结构与古老的快速旋转中子星相对较弱的磁场的相互作用导致了一种新的相互作用形式,这种相互作用围绕着所谓的拍频,可以用作低质量x射线双星的准周期振荡模型。
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The dynamics of molecule-surface interaction Contents to volume 12 The knowledge-based system GRAPE and its application to Landau theory analysis for magnetic space groups The knowledge-based system GRAPE and its application to Landau theory analysis for magnetic space groups Preface
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