论文标题
探索NGC 315中的磁盘喷射连接
Exploring the disk-jet connection in NGC 315
论文作者
论文摘要
目标。人们认为,热吸积流能够为活跃银河核观察到的相对论喷气机提供动力。他们可以将自己作为理智(标准和正常进化)磁盘或疯狂(磁性磁盘)表现出来,这两个州暗示磁盘本身的物理性质和产生的流出的物理性质有很大差异。方法。在本文中,我们使用多频率和多上述数据集来研究巨大的射电射线NGC 315,目的是探索其积聚磁盘和亚比索喷气机的特性。我们通过基于像素的分析来分析源图,并使用理论模型将喷气机的观察性特性与积聚磁盘的物理状态联系起来。结果。我们建议NGC 315中的大容量在子PC尺度上加速,同时与抛物线膨胀同时加速。我们表明,这种快速加速可以通过磁性驱动的加速度对待。沿着加速度和准直区域,我们观察到意外的光谱行为,光谱指数非常陡峭,频谱指数$α\ sim -1.5 $($s_ν\ propto n propto n n $)在22 GHz和43 GHz之间。根据该区域的特性,我们预测NGC 315的黑洞是快速旋转的,并且在疯狂的情况下,吸积盘的磁通螺纹与预期的磁盘非常吻合。使用基于核心迁移效果的新形式主义,我们对下游的磁场进行对准加速射流进行建模,然后将其重构为事件范围半径。在疯狂的情况下,我们将其与磁盘中预期的磁饱和强度进行了比较,找到了良好的一致性。
Aims. Hot accretion flows are thought to be able to power the relativistic jets observed in Active Galactic Nuclei. They can present themselves as SANE (Standard And Normal Evolution) disks or MAD (Magnetically Arrested Disks), two states implying profound differences in the physical properties of the disks themselves and of the outflows they produce. Methods. In this paper we use a multi-frequency and multi-epoch data set to study the giant radio galaxy NGC 315, with the goal to explore the properties of its accretion disk and sub-parsec jet. We analyze the source maps with a pixel-based analysis and we use theoretical models to link the observational properties of the jet to the physical state of the accretion disk. Results. We propose that the bulk flow in NGC 315 accelerates on sub-pc scales, concurrently with the parabolic expansion. We show that this fast acceleration can be theoretically reconciled with a magnetically driven acceleration. Along the acceleration and collimation zone, we observe an unexpected spectral behavior, with very steep spectral index values $α\sim -1.5$ ($S_ν\propto ν^α$) between 22 GHz and 43 GHz. Based on the properties of this region, we predict the black hole of NGC 315 to be fast rotating and the magnetic flux threading the accretion disk to be in excellent agreement with that expected in the case of a MAD. Using a new formalism based on the core-shift effect, we model the magnetic field downstream a quasi-parabolic accelerating jet and we reconstruct it up to the event horizon radius. In the MAD scenario, we compare it with the expected magnetic saturation strengths in the disk, finding a good agreement.