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arXiv 2012.00847gr-qcastro-ph.HE
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通过双高频准周期振荡得到的黑洞质量-自旋关系

Mass-spin relation of black holes obtained by twin high-frequency quasi-periodic oscillations

Ivan Zhivkov Stefanov

AI总结:

本研究针对含3:2比例双高频准周期振荡的黑洞,探究其质量-自旋关系的特性,发现测地线模型下该关系与观测频率、特定天体无关,并以两种常用模型为例验证了相关结论。

摘要:

本文研究了X射线功率密度谱中包含3:2比例双高频准周期振荡的黑洞,其质量-自旋关系的唯一性与单调性。研究发现,对于测地线模型而言,质量-自旋关系的特性与观测频率无关,即与特定天体无关。部分结论对所有测地线模型均成立。为具体说明,本文研究了两种最常用的模型:3:1非线性本轮共振模型及其开普勒版本。

英文摘要:

The paper studies the uniqueness and the monotonicity of the mass-spin relation of black holes the X-ray power density spectra of which contain twin high-frequency quasi-periodic oscillations in 3:2 ratio. It is found that for geodesic models the properties of the mass-spin relation are independent of the observed frequencies, i.e. they are independent of the particular object. Some results are valid for all geodesic models. For concreteness two of the most commonly used models are studied here: the 3 : 1 nonlinear epicyclic resonance model and its Keplerian version.

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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