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Trapped, two-armed, nearly vertical oscillations in disks with toroidal magnetic fields II: Effects of finite thickness

机译:在具有环形磁场的磁盘中被困的,两臂的,几乎垂直的振荡II:有限厚度的影响

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摘要

We examine the radial trapping of two-armed (m = 2) vertical p-mode oscillations in geometrically thin relativistic disks that are vertically isothermal, but terminated at a certain height by the presence of hot and low-density corona. The disks are assumed to be subject to toroidalmagnetic fields. The oscillations are classified by n, a number related to the node number of oscillations in the vertical direction, and starting from n = 1. In modes with n = 1, the frequencies of trapped oscillations depend little on the height of termination, but in modes with n = 2, 3,... the frequencies decrease and the radial extentions of the trapped region become wide, as the termination height decreases. This study is a preparation to examine whether these oscillations can describe kilo-hertz quasi-periodic oscillations (kHz QPOs), horizontal branch oscillations (HBOs), and their correlations.
机译:我们在垂直等温的几何薄相对论圆盘中研究了两臂(m = 2)垂直p模振动的径向陷阱,这些圆盘在垂直方向上是等温的,但在一定高度处因存在热和低密度电晕而终止。假定磁盘受到环形磁场的影响。振荡通过n进行分类,n是与垂直方向上的节点数相关的数字,从n = 1开始。在n = 1的模式中,陷获的振荡频率几乎不依赖于终端高度,但在n = 2、3,...的模式,随着终端高度的减小,频率降低,陷获区域的径向范围变宽。这项研究为检查这些振荡是否可以描述千赫兹准周期振荡(kHz QPO),水平分支振荡(HBO)及其相关性做准备。

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