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arXiv 1608.04548astro-ph.HEastro-ph.SR
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快速旋转的中子星祖星

Rapidly rotating neutron star progenitors

K. A. Postnov, A. G. Kuranov, D. A. Kolesnikov, S. B. Popov, N. K. Porayko

摘要:

旋转的原中子星可能是现今和未来的干涉探测器寻找的重要引力波源。伊姆申尼克证明,在极端情况下,坍缩恒星核心的快速旋转可能导致裂变和形成二元原中子星,随后由于引力波发射而合并。在本文中,我们表明,这种动态不稳定的崩溃恒星核心可能是前合并过程中的两个恒星核心在一个共同的信封的产品。我们应用人口合成计算,以评估预期的比例,这种快速旋转的恒星核心,可能会导致裂变和形成一对原中子星。我们已经使用了BSE人口合成的代码补充了一个新的治疗过程中通过有效的核心-包络耦合,其特征在于耦合时间,$τ_c$的恒星核心旋转。这种方法的有效性检查的直接MESA计算的旋转15 $M_\odot$星的演变。通过比较Popov和Turolla报道的年轻中子星自旋分布的计算值和观测值,我们推断出$τ_c \simeq 5 \times 10^5$年的值。我们表明,合并的恒星核心在共同的信封可以导致崩溃的动力学不稳定的原中子星,其形成率是总核心崩溃的$\sim 0.1-1\%$,取决于共同的信封效率。

英文摘要:

Rotating proto-neutron stars can be important sources of gravitational waves to be searched for by present-day and future interferometric detectors. It was demonstrated by Imshennik that in extreme cases the rapid rotation of a collapsing stellar core may lead to fission and formation of a binary proto-neutron star which subsequently merges due to gravitational wave emission. In the present paper, we show that such dynamically unstable collapsing stellar cores may be the product of a former merger process of two stellar cores in a common envelope. We applied population synthesis calculations to assess the expected fraction of such rapidly rotating stellar cores which may lead to fission and formation of a pair of proto-neutron stars. We have used the BSE population synthesis code supplemented with a new treatment of stellar core rotation during the evolution via effective core-envelope coupling, characterized by the coupling time, $τ_c$. The validity of this approach is checked by direct MESA calculations of the evolution of a rotating 15 $M_\odot$ star. From comparison of the calculated spin distribution of young neutron stars with the observed one, reported by Popov and Turolla, we infer the value $τ_c \simeq 5 \times 10^5$ years. We show that merging of stellar cores in common envelopes can lead to collapses with dynamically unstable proto-neutron stars, with their formation rate being $\sim 0.1-1\%$ of the total core collapses, depending on the common envelope efficiency.

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