论文标题
锣数据中太阳丝振荡的自动检测技术
Automatic detection technique for solar filament oscillations in GONG data
论文作者
论文摘要
太阳丝振荡已知数十年。现在,由于新望远镜的新功能,通常会观察到这些周期性动作。细丝中的振荡显示其结构的关键方面。对太阳周期中细丝振荡的系统研究可以阐明突出的演变。这项工作是概念证明,旨在使用望远镜网络中的H $α$数据自动检测和参数化此类振荡。提出的技术研究了H $α$数据立方体每个像素的周期性波动。使用FFT,我们计算功率谱密度(PSD)。我们定义一个标准,以考虑它是真正的振荡还是是虚假的波动。这是考虑到PSD中的峰值必须大于置信度95 \%的背景噪声的几倍。背景噪声非常适合红色和白噪声的组合。我们将该方法应用于文献中已经报告的几个观察结果,以确定其可靠性。我们还将该方法应用于测试用例,这是一个数据集,其中未知细丝的振荡是先验的。该方法表明细丝中有PSD高于阈值的区域。获得的周期性与其他方法获得的值一般一致。在测试案例中,该方法检测几根细丝中的振荡。我们得出的结论是,所提出的光谱技术是使用H $α$数据自动检测突出中振荡的强大工具。
Solar filament oscillations have been known for decades. Now thanks to the new capabilities of the new telescopes, these periodic motions are routinely observed. Oscillations in filaments show key aspects of their structure. A systematic study of filament oscillations over the solar cycle can shed light on the evolution of the prominences. This work is a proof of concept that aims to automatically detect and parameterise such oscillations using H$α$ data from the GONG network of telescopes. The proposed technique studies the periodic fluctuations of every pixel of the H$α$ data cubes. Using the FFT we compute the power spectral density (PSD). We define a criterion to consider whether it is a real oscillation or whether it is a spurious fluctuation. This consists in considering that the peak in the PSD must be greater than several times the background noise with a confidence level of 95\%. The background noise is well fitted to a combination of red and white noise. We applied the method to several observations already reported in the literature to determine its reliability. We also applied the method to a test case, which is a data set in which the oscillations of the filaments were not known a priori. The method shows that there are areas in the filaments with PSD above the threshold value. The periodicities obtained are in general agreement with the values obtained by other methods. In the test case, the method detects oscillations in several filaments. We conclude that the proposed spectral technique is a powerful tool to automatically detect oscillations in prominences using H$α$ data.