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arXiv 1608.04589astro-ph.HE
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LS 5039轨道光变曲线的能量依赖性研究

Investigation of the energy dependence of the orbital light curve in LS 5039

Z. Chang, S. Zhang, L. Ji, Y. P. Chen, P. Kretschmar, E. Kuulkers, W. Collmar, C. Z. Liu

摘要:

LS 5039是迄今为止在多波长能量下研究得最好的$γ$射线双星系统。它的光谱能量分布(SED)的时间分辨研究表明,超过1千电子伏,它的功率输出是沿着它的双轨道变化,以及作为一个功能的能量。为了解开作为轨道相位的函数的功率输出的能量依赖性,我们详细研究了在不同能带处用不同望远镜导出的轨道光变曲线。我们分析了所有现有的\textit{INTEGRAL} /IBIS/ISGRI观测源的数据,并产生了最新的硬X射线能量的轨道光变曲线。在$γ$ -射线波段,我们对\textit{Fermi} -LAT数据进行了5个不同能带的30 MeV-10 GeV的轨道相位分辨分析。我们发现,在$\lesssim$ 100 MeV和$\gtrsim$ 1 TeV时,$γ$射线发射的峰值在轨道相位0.7附近,而在$\sim$ 100 MeV和$\sim$ 1 GeV之间,它以轨道逆时针方式移动到轨道相位1.0附近。这一结果表明,软$γ$ -射线(低于100 MeV)的SED中的过渡区与轨道相位间隔0.5- 1.0有关,但与0.0- 0.5无关,当紧凑的物体是“后面”它的同伴。另一个有趣的结果是,在3和20 GeV之间没有轨道调制被发现,虽然\textit{Fermi} -LAT显着($\sim$ 18 $σ$)检测LS 5039。这与以下事实一致:在这些能量下,来自下合相区域(INFC,轨道相位0.45至0.9)和来自上合相区域(SUPC,轨道相位0.9至0.45)的对总发射的贡献在强度上相等。在TeV能量下,功率输出在INFC区域中再次占主导地位,并且通量峰值出现在相位$\sim$ 0.7处。

英文摘要:

LS 5039 is so far the best studied $γ$-ray binary system at multi-wavelength energies. A time resolved study of its spectral energy distribution (SED) shows that above 1 keV its power output is changing along its binary orbit as well as being a function of energy. To disentangle the energy dependence of the power output as a function of orbital phase, we investigated in detail the orbital light curves as derived with different telescopes at different energy bands. We analysed the data from all existing \textit{INTEGRAL}/IBIS/ISGRI observations of the source and generated the most up-to-date orbital light curves at hard X-ray energies. In the $γ$-ray band, we carried out orbital phase-resolved analysis of \textit{Fermi}-LAT data between 30 MeV and 10 GeV in 5 different energy bands. We found that, at $\lesssim$100 MeV and $\gtrsim$1 TeV the peak of the $γ$-ray emission is near orbital phase 0.7, while between $\sim$100 MeV and $\sim$1 GeV it moves close to orbital phase 1.0 in an orbital anti-clockwise manner. This result suggests that the transition region in the SED at soft $γ$-rays (below a hundred MeV) is related to the orbital phase interval of 0.5--1.0 but not to the one of 0.0--0.5, when the compact object is "behind" its companion. Another interesting result is that between 3 and 20 GeV no orbital modulation is found, although \textit{Fermi}-LAT significantly ($\sim$18$σ$) detects LS 5039. This is consistent with the fact that at these energies, the contributions to the overall emission from the inferior conjunction phase region (INFC, orbital phase 0.45 to 0.9) and from the superior conjunction phase region (SUPC, orbital phase 0.9 to 0.45) are equal in strength. At TeV energies the power output is again dominant in the INFC region and the flux peak occurs at phase $\sim$0.7.

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