论文标题

黑洞积聚流中热点的偏振签名

Polarimetric signatures of hot spots in black hole accretion flows

论文作者

Vos, Jesse, Moscibrodzka, Monika, Wielgus, Maciek

论文摘要

在射手座A*超质量黑洞系统中观察到的耀斑事件可以归因于近晶体积聚流的非均匀性质。该流中的明亮区域可能与密度或温度各向异性有关,即所谓的“亮点”或“热点”。这种轨道特征可以解释红外波长的观察结果以及毫米波长的最新发现。在这项工作中,我们研究了轨道赤道亮点的发射,该赤道亮点施加在辐射效率低下的吸积流背景上,以找到偏振光特征,这些特征指示了基础磁场结构和其他系统变量,包括倾斜角度,斑点尺寸,黑洞旋转等等。具体而言,我们研究了这些参数对通常表现出典型双环(椒盐脆饼样)结构的Stokes Q-U特征的影响。我们的半分析模型描述了潜在的等离子体条件和轨道斑点,该模型构建在数值辐射传输代码ipole的框架内,该辐射传输代码IPOLE在230 GHz处计算同步型发射。我们展示了各种各样的Q-U循环特征以及内部和外循环之间的关系。对于垂直磁场拓扑,通过抑制遥远的观察者所见,内部Q-U环的抑制。对于径向和环形磁场拓扑结构,内部\ Quloop对应于轨道的部分,与观察者相对于观察者的斑点退缩。基于我们的模型,我们得出的结论是,可以通过分析Q-U环的几何形状来限制潜在的磁场拓扑,尤其是结合圆极化测量值。

The flaring events observed in the Sagittarius A* supermassive black hole system can be attributed to the non-homogeneous nature of the near-horizon accretion flow. Bright regions in this flow may be associated with density or temperature anisotropies, so-called "bright spot" or "hot spots". Such orbiting features may explain observations at infrared wavelengths as well as recent findings at millimeter wavelengths. In this work, we study the emission from an orbiting equatorial bright spot, imposed on a radiatively inefficient accretion flow background, to find polarimetric features indicative of the underlying magnetic field structure and other system variables including inclination angle, spot size, black hole spin, and more. Specifically, we investigate the impact of these parameters on the Stokes Q-U signatures that commonly exhibit a typical double loop (pretzel-like) structure. Our semi-analytical model, describing the underlying plasma conditions and the orbiting spot, is built within the framework of the numerical radiative transfer code ipole, which calculates synchroton emission at 230 GHz. We showcase the wide variety of Q-U loop signatures and the relation between inner and outer loops. For the vertical magnetic field topology, the inner Q-U loop is explained by the suppression of the synchrotron emission as seen by the distant observer. For the radial and toroidal magnetic field topologies, the inner \quloop corresponds to the part of the orbit where the spot it is receding with respect to the observer. Based on our models we conclude that it is possible to constrain the underlying magnetic field topology with an analysis of the Q-U loop geometry, particularly in combination with a circular polarization measurements.

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