论文标题

对与C型准周期振荡相关的相位滞后的系统分析,GRS 1915+105

A Systematic Analysis of the Phase Lags Associated with the Type-C Quasi-periodic Oscillation in GRS 1915+105

论文作者

Zhang, Liang, Méndez, Mariano, Altamirano, Diego, Qu, Jinlu, Chen, Li, Karpouzas, Konstantinos, Belloni, Tomaso M., Bu, Qingcui, Huang, Yue, Ma, Xiang, Tao, Lian, Wang, Yanan

论文摘要

我们对使用RXTE数据的GRS 1915+105中类型-C QPO相关的相位滞后进行了系统分析。我们的样本包括620个RXTE观测值,C型QPO范围从〜0.4 Hz到〜6.3 Hz。基于我们的分析,我们确认QPO相滞后随QPO频率降低,并以〜2 Hz的QPO频率从正变为阴性。另外,我们发现这种关系的斜率在2 Hz以下和以上的QPO之间显着差异。 QPO滞后和QPO RMS之间的关系可以很好地拟合,即折断线:随着QPO滞后从负到正面,QPO RMS首先增加,最大值在零滞后左右,然后减小。 QPO的亚谐波的相位滞后行为与QPO基本的相似,在该基本频率下,谐音滞后会随着谐波频率而降低,并在〜1 Hz的亚谐波频率下从正变为阴性;相反,QPO的第二个谐波显示出完全不同的相位延迟行为,其中所有第二个谐波都显示出或多或少恒定的硬滞后。对于QPO及其(子)谐波,滞后光谱的斜率显示出与平均相位滞后相似的演变。这表明滞后光谱驱动平均相位滞后。我们讨论了滞后符号变化的可能性以及QPO滞后的物理起源。

We present a systematic analysis of the phase lags associated with the type-C QPOs in GRS 1915+105 using RXTE data. Our sample comprises of 620 RXTE observations with type-C QPOs ranging from ~0.4 Hz to ~6.3 Hz. Based on our analysis, we confirm that the QPO phase lags decrease with QPO frequency, and change sign from positive to negative at a QPO frequency of ~2 Hz. In addition, we find that the slope of this relation is significantly different between QPOs below and above 2 Hz. The relation between the QPO lags and QPO rms can be well fitted with a broken line: as the QPO lags go from negative to positive, the QPO rms first increases, reaching its maximum at around zero lag, and then decreases. The phase-lag behaviour of the subharmonic of the QPO is similar to that of the QPO fundamental, where the subharmonic lags decrease with subharmonic frequency and change sign from positive to negative at a subharmonic frequency of ~1 Hz; on the contrary, the second harmonic of the QPO shows a quite different phase-lag behaviour, where all the second harmonics show hard lags that remain more or less constant. For both the QPO and its (sub)harmonics, the slope of the lag-energy spectra shows a similar evolution with frequency as the average phase lags. This suggests that the lag-energy spectra drives the average phase lags. We discuss the possibility for the change in lag sign, and the physical origin of the QPO lags.

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