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Generalized investigation of the rotation-activity relation: Favouring rotation period instead of Rossby number

机译:轮换活动关系的广义调查:偏好   轮换周期而不是罗斯比数

摘要

Magnetic activity in Sun-like and low-mass stars causes X-ray coronalemission, which is stronger for more rapidly rotating stars. This relation isoften interpreted in terms of the Rossby number, i.e., the ratio of rotationperiod to convective overturn time. We reconsider this interpretation on thebasis of the observed X-ray emission and rotation periods of 821 stars withmasses below 1.4 Msun. A generalized analysis of the relation between X-rayluminosity normalized by bolometric luminosity, L_X/L_bol, and combinations ofrotational period, P, and stellar radius, R, shows that the Rossby formulationdoes not provide the solution with minimal scatter. Instead, we find that therelation L_X/L_bol ~ P^{-2}R^{-4} optimally describes the non-saturatedfraction of the stars. This relation is equivalent to L_X ~ P^{-2}, indicatingthat the rotation period alone determines the total X-ray emission. Since L_Xis directly related to the magnetic flux at the stellar surface, this meansthat the surface flux is determined solely by the star's rotation and isindependent of other stellar parameters. While a formulation in terms of aRossby number would be consistent with these results if the convective overturntime scales exactly as L_bol^{-1/2}, our generalized approach emphasizes theneed to test a broader range of mechanisms for dynamo action in cool stars.
机译:像太阳和低质量恒星中的磁活动会导致X射线日冕,这对于更快速旋转的恒星来说更强。通常用罗斯比数,即旋转周期与对流翻转时间之比来解释这种关系。我们根据观察到的821颗质量低于1.4 Msun的恒星的X射线发射和自转周期重新考虑这种解释。对通过辐射热度L_X / L_bol归一化的X射线发光度与旋转周期P和恒星半径R的组合之间的关系进行的一般分析表明,Rossby公式不能提供最小散射的解决方案。相反,我们发现关系L_X / L_bol〜P ^ {-2} R ^ {-4}可以最佳地描述恒星的非饱和分数。此关系等效于L_X〜P ^ {-2},表明仅旋转周期即可确定总的X射线发射。由于L_X与恒星表面的磁通量直接相关,因此这意味着表面磁通量仅由恒星的旋转确定,并且与其他恒星参数无关。如果对流翻转时间精确地按L_bol ^ {-1/2}缩放,则用a。罗斯比数表示的公式将与这些结果一致,但我们的广义方法强调需要测试更广泛范围的冷星发电机作用机理。

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