论文标题
使用下一代事件Horizon望远镜(NGEHT)追踪热点运动
Tracing the hot spot motion using the next generation Event Horizon Telescope (ngEHT)
论文作者
论文摘要
我们建议通过动态图像重建算法(Starwarps)追踪SGRA*源附近的剪切热点的动态运动。这样的热点可能形成了在黑洞地平线附近的当前纸上的磁重新连接的排气。由于其在轨道期间的边界处的不稳定性,从当前纸从当前纸中弹出的热点可能剪切和扩散,从而产生了独特的签名。我们将运动细分为两个不同的阶段。第一阶段是指以亮斑点建模的热点的外观,然后是随后的剪切相模拟的椭圆形。我们采用了不同的观察阵列,包括EHT(2017,2022)和下一代事件Horizon Telescope(NGEHTP1,NGEHT)阵列,其中很少有新的其他站点添加到观测阵列中。我们为每个阵列进行动态图像重建。随后,我们在第一阶段中推断出热点阶段,然后在第二阶段轴比和椭圆形区域。我们专注于亚MM波长中轨道热点的直接可观察性。我们的分析表明,在大幅降低通量之前,新添加的菜肴可能很容易追踪第一阶段以及第二阶段的一部分。这项工作中使用的算法可以扩展到任何其他类型的动态运动。因此,我们得出的结论是,NGEHT是直接观察可变源附近的动态运动的关键,例如SGRA*。
We propose to trace the dynamical motion of a shearing hot spot near the SgrA* source through a dynamical image reconstruction algorithm, StarWarps. Such a hot spot may form as the exhaust of magnetic reconnection in a current sheet near the black hole horizon. A hot spot that is ejected from the current sheet into an orbit in the accretion disk may shear and diffuse due to instabilities at its boundary during its orbit, resulting in a distinct signature. We subdivide the motion to two distinct phases; the first phase refers to the appearance of the hot spot modelled as a bright blob, followed by a subsequent shearing phase simulated as a stretched ellipse. We employ different observational arrays, including EHT(2017,2022) and the next generation event horizon telescope (ngEHTp1, ngEHT) arrays, in which few new additional sites are added to the observational array. We make dynamical image reconstructions for each of these arrays. Subsequently, we infer the hot spot phase in the first phase followed by the axes ratio and the ellipse area in the second phase. We focus on the direct observability of the orbiting hot spot in the sub-mm wavelength. Our analysis demonstrates that newly added dishes may easily trace the first phase as well as part of the second phase, before the flux is reduced substantially. The algorithm used in this work can be extended to any other types of the dynamical motion. Consequently, we conclude that the ngEHT is a key to directly observe the dynamical motions near variable sources, such as SgrA*.