论文标题

非线性相互摩擦对脉冲星故障大小和上升时间的影响

The effect of non-linear mutual friction on pulsar glitch sizes and rise times

论文作者

Celora, Thomas, Khomenko, Vadym, Antonelli, Marco, Haskell, Brynmor

论文摘要

脉冲星故障的观察结果有可能对中子恒星高密度内部动力学的限制提供约束。但是,为此,必须构建现实的小故障模型并将其与数据进行比较。我们通过测试相互摩擦力的非线性模型来朝着这一目标迈出一步,该模型负责在小故障中与中子超流体和可观察到的正常成分之间的角动量交换。特别是,我们考虑了阻力力对超流体涡流和正常成分之间的相对速度的非线性依赖性,其中包括凯尔文和声子激发的贡献。这种非线性模型产生了定性的新特征,并且能够重现脉冲星人群中故障大小的双峰分布。该模型还表明,单个脉冲星中尺寸分布的差异可能是由于在具有不同固定强度的区域触发的小故障,因为更强的钉子会导致较高的涡旋速度和质量不同的相互摩擦在弱固定案例方面的互相互动。因此,脉冲星的故障似乎是由于与没有首选小故障大小的脉冲星的较小事件相同的机制,因此脉冲星的毛刺构成了相似的尺寸,因此可能是由于相同的机制,但仅起源于更强的固定区域,可能是恒星的核心。

Observations of pulsar glitches have the potential to provide constraints on the dynamics of the high density interior of neutron stars. However, to do so, realistic glitch models must be constructed and compared to the data. We take a step towards this goal by testing non-linear models for the mutual friction force, which is responsible for the exchange of angular momentum between the neutron superfluid and the observable normal component in a glitch. In particular, we consider a non-linear dependence of the drag force on the relative velocity between superfluid vortices and the normal component, in which the contributions of both kelvon and phonon excitations are included. This non-linear model produces qualitatively new features, and is able to reproduce the observed bimodal distribution of glitch sizes in the pulsar population. The model also suggests that the differences in size distributions in individual pulsars may be due to the glitches being triggered in regions with different pinning strengths, as stronger pinning leads to higher vortex velocities and a qualitatively different mutual friction coupling with respect to the weak pinning case. Glitches in pulsars that appear to glitch quasi-periodically with similar sizes may thus be due to the same mechanisms as smaller events in pulsars that have no preferred glitch size, but simply originate in stronger pinning regions, possibly in the core of the star.

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