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Constraints on the Emission Geometries of Gamma-ray Millisecond Pulsars Observed with the Fermi Large Area Telescope

机译:γ射线毫秒脉冲星发射几何的约束   用费米大面积望远镜观察

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摘要

Millisecond pulsars (MSPs) have been established as a class of high-energy($\geq$0.1 GeV) emitters with the Large Area Telescope (LAT) aboard the\emph{Fermi Gamma-ray Space Telescope}. Most MSP gamma-ray light curves displaysharp peaks indicative of thin accelerating gaps, suggesting copiouspair-creation in the open volume. MSP gamma-ray and radio light curves havebeen simulated using geometric outer-gap (OG), slot-gap/two-pole caustic (TPC),and pair-starved polar cap gamma-ray models and either a hollow-cone beam oraltitude-limited, outer-magnetospheric gap radio model, all assuming a vacuumretarded dipolar magnetic field geometry. A Markov chain Monte Carlo maximumlikelihood technique has been developed to find the best-fit model parametersfor nineteen MSPs using data from the LAT and various radio observatories. Thebest-fit viewing angles follow a uniform, angular distribution. Thedistribution of magnetic inclination angles favors all angles equally, contraryto analyses of non-recycled pulsars, which supports the theory that MSPs havebeen spun-up via accretion. There are suggestions that the radio emissionshould occur nearer the light cylinder. These results have implications for MSPpopulation simulations and for addressing MSP contributions to diffusebackgrounds. An implied transition in the gamma-ray luminosity versus spin-downpower trend is observed but more statistics are necessary to describe it.
机译:毫秒脉冲星(MSP)已通过\ emph {费米伽马射线太空望远镜}上的大面积望远镜(LAT)建立为一类高能($ \ geq $ 0.1 GeV)发射器。大多数MSP伽马射线光曲线都显示出尖锐的尖峰,表明存在细微的加速间隙,这表明在开放空间中存在大量配对。已使用几何外隙(OG),缝隙/两极苛性碱(TPC)和成对饥饿的极帽伽马射线模型以及空心锥束口角模拟了MSP的伽马射线和无线电波曲线有限的外磁层间隙射电模型,所有模型均假设为真空延迟的偶极磁场几何形状。已经开发了一种马尔可夫链蒙特卡罗最大似然技术,以使用来自LAT和各种无线电观测站的数据来找到19个MSP的最佳拟合模型参数。最合适的视角遵循均匀的角度分布。与非循环脉冲星的分析相反,磁倾角的分布同样有利于所有角度,这支持了MSP通过吸积而旋转的理论。有建议说无线电发射应该发生在更靠近圆柱体的地方。这些结果对MSP种群模拟和解决MSP对扩散背景的贡献具有意义。观察到了伽马射线亮度与自旋下降功率趋势之间的隐含过渡,但需要更多的统计数据来描述它。

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    Johnson, T. J.;

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  • 年度 2012
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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