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arXiv 1310.6499astro-ph.SR
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宝瓶座π星周盘的多普勒层析成像

Doppler tomography of the circumstellar disk of π Aquarii

S. V. Zharikov, A. S. Miroshnichenko, E. Pollmann, S. Danford, K. S. Bjorkman, N. D. Morrison, A. Favaro, J. Guarro Flo, J. N. Terry, V. Desnoux, T. Garrel, G. … 展开作者

S. V. Zharikov, A. S. Miroshnichenko, E. Pollmann, S. Danford, K. S. Bjorkman, N. D. Morrison, A. Favaro, J. Guarro Flo, J. N. Terry, V. Desnoux, T. Garrel, G. Martineau, Y. Buchet, S. Ubaud, B. Mauclaire, H. Kalbermatten, C. Buil, C. J. Sawicki, T. Blank, O. Garde

摘要:

这项工作的目的是研究明亮的经典双星Be星π Aqr的星周盘。我们分析了π Aqr光谱中Hα发射线双峰轮廓的变化,该光谱在2004- 2013年的约40个轨道周期中的许多阶段中被观察到。我们应用离散傅里叶变换(DFT)方法来搜索峰强度(V/R)比的周期性。多普勒断层扫描用于研究原发灶周围的椎间盘结构。Hα V/R比功率谱中的主频为0.011873天^-1,对应的周期为84.2(2)天,这与之前确定的系统轨道周期Porb=84.1天一致。V/R比随轨道周期呈正弦变化。多普勒谱图显示出主星系盘的非均匀结构:一个内外半径分别为Vin~ 450 km/s和Vin ~ 200 km/s的环,以及一个扩展的稳定区(点),其半径分别为V_x ~ 225 km/s和V_y~100 km/s。假设粒子在圆盘外缘的圆形轨道上作开普勒运动,则圆盘半径约为65 Rsun = 0.33 AU。

英文摘要:

The work is aimed at a study of the circumstellar disk of the bright classical binary Be star π Aqr. We analysed variations of a double-peaked profile of the Hα emission line in the spectrum of π Aqr that was observed in many phases during ~40 orbital cycles in 2004--2013. We applied the Discrete Fourier Transform (DFT) method to search for periodicity in the peak intensity (V/R) ratio. Doppler tomography was used to study the structure of the disk around the primary. The dominant frequency in the power spectrum of the Hα V/R ratio is 0.011873 day^-1 that correspond to a period of 84.2(2) days and is in agreement with the earlier determined orbital period of the system, Porb=84.1 days. The V/R ratio shows a sinusoidal variation phase-locked with the orbital period. Doppler maps of all our spectra show a non-uniform structure of the disk around the primary: a ring with the inner and outer radii at Vin~ 450 km/s and Vout~ 200km/s, respectively, along with an extended stable region (spot) at V_x ~ 225 km/s and V_y~100 km/s. The disk radius of ~ 65 Rsun = 0.33 AU was estimated assuming Keplerian motion of a particle on a circular orbit at the disk outer edge.

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