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arXiv 2405.09030astro-ph.HE
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具有原中子星特性的超新星引力波的普适性

Universality in supernova gravitational waves with proto-neutron star properties

Hajime Sotani, Bernhard Müller, Tomoya Takiwaki

AI总结:

本研究通过二维数值模拟与线性微扰分析,探究原中子星特性与核心坍缩超新星引力波频率的关联,发现平均密度比表面重力更适合普适表征该引力波频率。

摘要:

来自核心坍缩超新星的引力波信号是提取致密物质信息的重要可观测对象之一。为了通过星震学提取由核心坍缩超新星产生的原中子星的特性,我们利用二维数值模拟得到的数据开展了线性微扰分析。我们采用了12倍和20倍太阳质量的前身星,并对比了两种不同的引力处理方式:一种是满足共形平坦条件的广义相对论处理方式,另一种是模拟托尔曼-奥本海默-沃尔科夫(Tolman-Oppenheimer-Volkoff)解的有效引力势。我们探讨了模拟中对应引力波信号的原中子星振荡频率如何依赖于原中子星的特性。在我们的模型中,我们发现通过Cowling近似确定的原中子星引力波频率,可以很好地近似表示为原中子星平均密度的函数,且几乎与前身星质量、模拟中的引力处理方式以及模拟中的插值方式无关。另一方面,如果将引力波频率视为原中子星表面重力的函数,这种关系则对模拟中的引力处理方式及其他数值细节较为敏感。因此,相比于表面重力,原中子星的平均密度似乎更适合用于普适地表示超新星引力波频率。

英文摘要:

Gravitational wave signals from core-collapse supernovae are one of the important observables for extracting the information of dense matter. To extract the properties of proto-neutron stars produced via core-collapse supernovae by asteroseismology, we perform a linear perturbation analysis using data obtained from two-dimensional numerical simulations. We employ 12 and 20 solar-mass progenitors and compare two different treatments of gravity. One is a general relativistic one with a conformal flatness condition and the other is an effective gravitational potential mimicking the Tolman-Oppenheimer-Volkoff solution. We discuss how the frequencies of the proto-neutron star oscillations corresponding to the gravitational wave signals in the simulations depend on the proto-neutron star properties. In our models, we find that the gravitational wave frequencies of the proto-neutron stars determined with the Cowling approximation can be expressed to very good approximation as a function of the proto-neutron star average density almost independently of the progenitor mass, treatment of gravity in the simulations, and the interpolations in the simulations. On the other hand, if one considers the gravitational wave frequencies as a function of the surface gravity of proto-neutron stars, such a relation appears sensitive to the treatment of gravity and other numerical details in the simulations. Thus, the average density of proto-neutron stars seems more suitable for universally expressing the supernova gravitational wave frequencies, instead of the surface gravity.

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