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arXiv 1102.0382astro-ph.SR
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关于转动对声学恒星脉动的影响:微扰方法的有效域和闭合频率对

On the effects of rotation on acoustic stellar pulsations: validity domains of perturbative methods and close frequency pairs

K. D. Burke, D. R. Reese, M. J. Thompson

摘要:

用微扰法和二维方法计算了真实旋转恒星模型的声模脉动频率。两者之间的比较产生的有效域类似于先前在Reese,Lignieres和Rieutord(2006)中获得的多方模型。人们也可以构建有效域的基础上多项式拟合的频率从二维的方法,这些也证明是相似的,从而进一步证实了微扰和二维方法之间的协议在低旋转速率。此外,正如Espinosa,Perez Hernandez和Roca Cortes(2004)所示,多重态中相邻的频率靠近在一起,从而形成对。这种现象,独家二维计算,被证明是一个不太可能的解释,在三角洲盾牌星观察到的密切的频率对。还进行了系统的搜索计算的频谱中的所有接近的频率对。接近的频率对的数量与泊松分布的基础上所预期的一致,但不匹配的数量或分布的恒星,如FG Vir的接近对。此外,在低旋转速率下出现缺乏接近的频率对,其中频率多重峰不重叠。目前报道的盾牌座δ星具有接近的频率对,但不属于这个区间。

英文摘要:

Pulsation frequencies of acoustic modes are calculated for realistic rotating stellar models using both a perturbative and a two-dimensional approach. A comparison between the two yields validity domains which are similar to those previously obtained in Reese, Lignieres and Rieutord (2006) for polytropic models. One can also construct validity domains based on polynomial fits to the frequencies from the two-dimensional approach, and these also turn out to be similar, thus further confirming the agreement between the perturbative and two-dimensional approach at low rotation rates. Furthermore, as was previously shown in Espinosa, Perez Hernandez and Roca Cortes (2004), adjacent frequencies in multiplets come close together, thus forming pairs. This phenomena, exclusive to two-dimensional calculations, is shown to be an unlikely explanation of the close frequency pairs observed in delta Scuti stars. A systematic search for all close frequency pairs in the calculated spectrum is also carried out. The number of close frequency pairs is shown to agree with what is expected based on a Poisson distribution, but does not match the number or distribution of close pairs in stars like FG Vir. Furthermore, a lack of close frequency pairs appears at low rotation rates, where frequency multiplets do not overlap. Delta Scuti stars currently reported as having close frequency pairs do not fall in this interval.

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