论文标题
Janis-Newman-Winicour Spacetime关于与影子和积聚有关的观察的烙印
Imprints of the Janis-Newman-Winicour spacetime on observations related to shadow and accretion
论文作者
论文摘要
大型恒星引力崩溃的最终命运已经引起了人们的关注,因为这种崩溃可能导致黑洞和裸露的奇异性。既然,宇宙审查制度的猜想禁止裸奇异的形成,那么探索它们与黑洞的观察差异可能是寻找这些异国情调物体的可能途径。最简单的裸奇异时空是从爱因斯坦无质量标量场理论中出现的,其优势是通过标量电荷的变化顺利地转化为Schwarzschild解决方案。这种背景被称为Janis-Newman-Winicour Spacetime是这项工作的感兴趣的主题。 %与此时空一起工作的另一个优点是,它通过标量电荷的变化顺利地转化为Schwarzschild解决方案。我们探索该指标周围的电磁观察结果,涉及研究黑洞积聚和阴影的特征。我们计算了这个时空中的阴影半径,并将其与M87*的图像进行了比较,该图像最近发布了Event Horizon望远镜协作。同样,我们从积聚磁盘中得出光度的表达,并将其与观察到的11个palomar绿色类星体的光亮度进行比较。我们的分析表明,M87*的阴影和类星体光学数据一致地比Janis-Newman-Winicour时空相比,始终偏爱Schwarzschild的背景。讨论了此结果的含义。
The final fate of gravitational collapse of massive stars has been a subject of interest for a long time since such a collapse may lead to black holes and naked singularities alike. Since, the formation of naked singularities is forbidden by the cosmic censorship conjecture, exploring their observational differences from black holes may be a possible avenue to search for these exotic objects. The simplest possible naked singularity spacetime emerges from the Einstein massless scalar field theory with the advantage that it smoothly translates to the Schwarzschild solution by the variation of the scalar charge. This background, known as the Janis-Newman-Winicour spacetime is the subject of interest in this work. %A further advantage of working with this spacetime is that it smoothly translates to the Schwarzschild solution by the variation of the scalar charge. We explore electromagnetic observations around this metric which involves investigating the characteristics of black hole accretion and shadow. We compute the shadow radius in this spacetime and compare it with the image of M87*, recently released by the Event Horizon Telescope Collaboration. Similarly, we derive the expression for the luminosity from the accretion disk and compare it with the observed optical luminosity of eleven Palomar Green quasars. Our analysis indicates that the shadow of M87* and the quasar optical data consistently favor the Schwarzschild background over the Janis-Newman-Winicour spacetime. The implications of this result are discussed.