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Temporal changes in the frequencies of the solar p-mode oscillations during solar cycle 23

机译:太阳循环期间太阳能P模式振荡频率的时间变化23

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We present a study of the temporal changes in the sensitivities of the frequencies of the solar p-mode oscillations to corresponding changes in the levels of solar activity during Solar Cycle 23. From MDI and GONG++ full-disk Dopplergram three-day time series obtained between 1996 and 2008 we have computed a total of 221 sets of m-averaged power spectra for spherical harmonic degrees ranging up to 1000. We have then fit these 284 sets of m-averaged power spectra using our WMLTP fitting code and both symmetric Lorentzian profiles for the peaks as well as the asymmetric profile of Nigam and Kosovichev to obtain 568 tables of p-mode parameters. We then inter-compared these 568 tables, and we performed linear regression analyses of the differences in p-mode frequencies, widths, amplitudes, and asymmetries as functions of the differences in as many as ten different solar activity indices. From the linear regression analyses that we performed on the frequency difference data sets, we have discovered a new signature of the frequency shifts of the p-modes. Specifically, we have discovered that the temporal shifts of the solar oscillation frequencies are positively correlated with the changes in solar activity below a limiting frequency. They then become anti-correlated with the changes in activity for a range of frequencies before once again becoming positively-correlated with the activity changes at very high frequencies. We have also discovered that the two frequencies where the sensitivities of the temporal frequency shifts change sign also change in phase with the average level of solar activity.
机译:我们展示了太阳能P模式振荡频率敏感性的时间变化,以在太阳循环23期间的太阳能水平的相应变化。来自MDI和龚++全盘多普列风图三天时间序列1996年和2008年,我们已经计算了221套的M平均功率谱,用于球面谐波,范围高达1000。然后,我们使用我们的WMLTP拟合代码和对称Lorentzian配置文件来符合这284套M平均功率谱。峰值以及NIGAM和KOSOVICHEV的不对称轮廓,得到568个P模式参数表。然后,我们将这些568个表相互依赖,并且我们对P模式频率,宽度,幅度和不对称的差异进行了线性回归分析,作为多达十种不同的太阳能活动指标的差异的函数。从我们在频率差数据集执行的线性回归分析中,我们发现了P模式的频率偏移的新签名。具体地,我们已经发现,太阳振荡频率的时间偏移与低于限制频率的太阳能变化呈正相关。然后,它们与一系列频率的活动变化发生反相关,然后再次变得正相关,在非常高的频率下变化。我们还发现,时间频率变化变化符号的敏感性的两个频率也随着太阳能活动的平均水平而变化。

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