论文标题
一项关于使用更好和Insight-HXMT观测值的X射线脉冲轮廓和蟹脉冲频谱的研究
A Study on the X-Ray Pulse Profile and Spectrum of the Crab Pulsar Using NICER and Insight-HXMT's Observations
论文作者
论文摘要
我们使用Neutron Star内部组成探索器(NICER)和硬X射线调制望远镜(Insight-HXMT)的观测值(Insight-HXMT)分析了X射线脉冲曲线和蟹脉冲脉冲的相位分辨光谱(PR)的能量依赖性。我们将脉冲曲线参数化并量化这些参数在0.4-250 keV的宽能带中的演变。 log-parabola函数用于在2-250 keV中拟合PR,而光谱的曲率,即用能量的光子指数的演变,如log-parabola模型的参数\ {beta}所示,也随相位而变化。 \ {beta}和相位的关系的两个转弯点比脉冲强度曲线的转弯点稍晚,其中\ {beta}的值是最低的,这表明粒子的能量损失速率是相应区域中最低的。一个三段破pow的模型也用于适合这些PR。硬光谱指数与软光谱指数之间的差异具有与\ {beta}相似的分布,从而证实了log-parabola模型的拟合结果,而在桥接两个脉冲的区域中,损坏的能量通常更高。我们发现频谱指数与木parabola模型拟合的曲率之间的反相关性以及损坏的power-law模型拟合的光谱指数和断裂能量之间的相似的反相关,这表明在辐射能损失最强的区域中产生了最高能量的颗粒。
We analyze the energy dependence of the X-ray pulse profile and the phase-resolved spectra (PRS) of the Crab pulsar using observations from the Neutron star Interior Composition Explorer (NICER) and the Hard X-ray Modulation Telescope (Insight-HXMT). We parameterize the pulse profiles and quantify the evolution of these parameters in the broad energy band of 0.4-250 keV. A log-parabola function is used to fit the PRS in 2-250 keV, and the curvature of the spectrum, i.e., the evolution of the photon index with energy, as represented by the parameter \{beta} of the log-parabola model, also changes with phase. The relation of \{beta} and phase has two turning points slightly later than those of the pulse intensity profile, where the values of \{beta} are the lowest, suggesting that the energy-loss rate of the particles is the lowest in the corresponding regions. A three-segment broken-power-law model is also used to fit those PRS. The differences between the hard spectral index and the soft ones have a distribution similar to that of \{beta}, confirming the fitting results of the log-parabola model, while the broken energies are generally higher in the region bridging the two pulses. We find anticorrelations between the spectral indices and the curvature of the log-parabola model fitting and a similar anticorrelation between the spectral indices and broken energies of the broken-power-law model fitting, suggesting a scenario where the highest-energy particles are produced in regions where radiation energy loss is strongest.