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MAGNETIC ACCRETION AND PHOTOPOLARIMETRIC VARIABILITY IN CLASSICAL T TAURI STARS

机译:古典T陶里星的磁吸收与光参变率。

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We employ a Monte Carlo radiation transfer code to investigate the multiwavelength photo- polarimetric variability arising from a spotted T Tauri star surrounded by a dusty circumstellar disk. Our aim is to assess the ability of the magnetic accretion model to explain the observed photo- polarimetric variability of classical T Tauri stars and to identify potentially useful observational diagnos- tics of T Tauri star/disk/spot parameters. We model a range of spot sizes, spot latitudes, inner disk . truncation radii, and system inclination angles, as well as multiple disk and spot geometries. We find that the amplitude, morphology, and wavelength-dependence of the photopolarimetric variability pre- dicted by our models are generally consistent with existing observations; a fiared disk geometry is required to reproduce the largest observed polarization levels and variations. Our models can further explain stochastic polarimetric variability if unsteady accretion is invoked, in which case irregular (but correlated) photometric variability is predicted, in agreement with observations. We find that variability in percent polarization is by itself an unreliable diagnostic, because certain system geometries do not produce any variability in linear polarization (contrary to the commonly held notion that hot spots will necessarily produce periodic polarimetric variability). Observations of variability in polarization position angle, however, could provide useful constraints on system inclination. The observation of wavelength- dependent polarization position angles, attributed by som
机译:我们使用蒙特卡罗辐射传输代码来研究多点光极化率变异性,该变异性是由发现的T Tauri恒星周围布满尘土的星际盘所引起的。我们的目的是评估磁吸积模型解释经典T Tauri恒星观测到的光极化变异性的能力,并确定T Tauri恒星/磁盘/斑点参数的潜在有用的诊断方法。我们对光斑大小,光斑纬度和内圆盘范围进行建模。截断半径和系统倾斜角度,以及多个磁盘和点的几何形状。我们发现,由我们的模型预测的光极化变异性的幅度,形态和波长相关性通常与现有观测结果一致;要复制出观察到的最大极化水平和变化,就需要使用盘状的几何形状。我们的模型可以进一步解释随机偏光变异性(如果调用了非稳定的吸积),在这种情况下,与观察结果一致,可以预测出不规则(但相关)的光度变异性。我们发现极化百分比的变化本身并不是一种可靠的诊断方法,因为某些系统的几何形状不会对线性极化产生任何变化(与通常认为热点必定会产生周期性极化变化的观点相反)。然而,对极化位置角的变化的观察可以对系统的倾斜度提供有用的约束。观察由som引起的与波长有关的偏振位置角

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