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arXiv 2102.11698gr-qc
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标度化中子星的振荡动力学

Oscillation dynamics of scalarized neutron stars

Christian J. Krüger, Daniela D. Doneva

摘要:

标量-张量理论是广义相对论的扩展,研究得很好,它提供的偏差还在观测范围内。在标量-张量理论框架下,我们给出了非旋转标量化中子星的时间演化方程,包括动态时空和标量场。我们采用的理论,允许一个大规模的标量场或自相互作用项,我们研究这些参数对非轴对称$f$模式的影响。时间演化方法允许边界条件的相对简单的实现。我们发现,$f$模式的频率不再是一个简单的函数的恒星的平均密度时,一个标量场存在。我们还评估了在以前的研究中常用的中子星振荡模式的替代引力理论的考林近似的不同变种的准确性,并证明它可以给我们不仅定性正确的结果,但在某些情况下,也很好的定量估计的振荡频率。

英文摘要:

Scalar-tensor theories are well studied extensions of general relativity that offer deviations which are yet within observational boundaries. We present the time evolution equations governing the perturbations of a nonrotating scalarized neutron star, including a dynamic spacetime as well as scalar field within the framework of such scalar-tensor theories. We employ a theory that allows for a massive scalar field or a self-interaction term and we study the impact of those parameters on the non-axisymmetric $f$-mode. The time evolution approach allows for a comparatively simple implementation of the boundary conditions. We find that the $f$-mode frequency is no longer a simple function of the star's average density when a scalar field is present. We also evaluate the accuracy of different variants of the Cowling approximation commonly used in previous studies of neutron star oscillation modes in alternative theories of gravity and demonstrate that it can give us not only qualitatively correct results, but in some cases also good quantitative estimates of the oscillations frequencies.

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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