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LOCATION OF THE INNER RADIUS OF A MAGNETICALLY THREADED ACCRETION DISK

机译:磁吸积盘的内部半径的位置

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摘要

In models for disk accretion onto magnetized objects, the inner radius R_0 of the Keplerian disk is conventionally expressed in the form R_0 = ξr_A, where r_A is the Alfven radius for spherical accretion and the parameter ξ is usually taken to be 0.5. We point out that the value of ξ in fact depends on the fraction of the star's magnetic flux threading the disk, which is poorly known from theory: in general, ξ approx = 1.35η~(4/7), where η ≤ 1 denotes the threading coefficient. Application of the beat frequency model to binary X-ray pulsars showing quasi-periodic oscillations suggests strongly that η ~ 1 for these objects: the stellar dipole field essentially fully threads the disk and ξ approx = 1. When combined with improved accretion torque models characterized by critical fastness parameters near unity, the corrected values of ξ ≡ R_0/r_A should allow more reliable determinations of the accreting star's dipole moment and mass-radius relationship.
机译:在将磁盘吸积到磁化物体上的模型中,开普勒磁盘的内半径R_0通常以R_0 =ξr_A的形式表示,其中r_A是球形吸积的Alfven半径,通常将参数ξ取为0.5。我们指出ξ的值实际上取决于恒星穿过磁盘的磁通量的分数,这在理论上是鲜为人知的:通常,ξ近似=1.35η〜(4/7),其中η≤1表示穿线系数。拍频模型在显示准周期振荡的二元X射线脉冲星上的应用强烈表明,对于这些物体,η〜1:恒星偶极子场实质上使圆盘完全穿过,ξ近似=1。当与改进的吸积转矩模型结合使用时通过接近1的临界坚牢度参数,校正后的ξR_0_0 / r_A值应该可以更可靠地确定吸积星的偶极矩和质量半径关系。

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  • 来源
    《The Astrophysical journal 》 |1996年第2pt2期| p.L111-L113| 共3页
  • 作者

    Y.-M. Wang;

  • 作者单位

    E. O. Hulburt Center for Space Research, Code 7672W, Naval Research Laboratory, Washington, DC 20375-5352;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 天文学 ;
  • 关键词

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