论文标题
四杆的背景中积聚盘模型的属性
Properties of accretion disc models in the background with quadrupoles
论文作者
论文摘要
我们考虑一个包含两个四极参数的静态和轴向对称度量。在目前的贡献中，我们研究了对相对论积聚盘模型的性能的四极矩约束，还探索了带电颗粒的振荡频率与在某些微quaSar中观察到的双高频质量准周期振荡的频率的关系。我们还将结果与Schwarzschild和Kerr指标进行了比较。
We consider a static and axially symmetric metric containing two quadrupole parameters. In the present contribution, we study the quadrupole moments constraints on the properties of the relativistic accretion disc models, also explore the relation of oscillatory frequencies of charged particles to the frequencies of the twin high-frequency quasi-periodic oscillations observed in some microquasars. We also compare the results with Schwarzschild and Kerr metrics.
