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arXiv 1409.7159gr-qcastro-ph.HE
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高致密黑洞-中子星双星的初始数据

Initial data for high-compactness black hole-neutron star binaries

Katherine Henriksson, François Foucart, Lawrence E. Kidder, Saul A. Teukolsky

摘要:

对于高度致密的中子星,构造黑洞-中子星双星演化的数值初值是非常困难的。我们描述了一个早期的方法,使其能够处理这些更具挑战性的情况下的改进。我们研究的情况下,一个6:1的质量比系统在螺旋接近合并,其中的明星是由多方$Γ=2$,SLy,或LS 220状态方程。特别是,我们能够获得一个现实的LS 220状态方程的一颗星的紧凑性0.26和质量1.98 $M_\odot$,这是最高的可靠确定的中子星质量的代表。对于SLy状态方程,我们可以得到具有0.25的可比紧致性的解,而对于一个多方状态方程族,我们得到具有高达0.21的紧致性的解,这是该族中稳定的最大紧致性。这些紧凑性值显着高于任何先前公布的结果。我们发现,在适应计算域的中子星表面和占系统的质心漂移的改进是关键成分,使我们能够获得这些解决方案。

英文摘要:

For highly compact neutron stars, constructing numerical initial data for black hole-neutron star binary evolutions is very difficult. We describe improvements to an earlier method that enable it to handle these more challenging cases. We examine the case of a 6:1 mass ratio system in inspiral close to merger, where the star is governed by a polytropic $Γ=2$, an SLy, or an LS220 equation of state. In particular, we are able to obtain a solution with a realistic LS220 equation of state for a star with compactness 0.26 and mass 1.98 $M_\odot$, which is representative of the highest reliably determined neutron star masses. For the SLy equation of state, we can obtain solutions with a comparable compactness of 0.25, while for a family of polytropic equations of state, we obtain solutions with compactness up to 0.21, the largest compactness that is stable in this family. These compactness values are significantly higher than any previously published results. We find that improvements in adapting the computational domain to the neutron star surface and in accounting for the center of mass drift of the system are the key ingredients allowing us to obtain these solutions.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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