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The minijets-in-a-jet statistical model and the rms-flux correlation

机译:minijets-in-a-jet统计模型和rms-flux相关性

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The flux variability of blazars at very high energies does not have a clear origin. Flux variations on time scales down to the minute suggest that variability originates in the jet, where a relativistic boost can shorten the observed time scale, while the linear relation between the flux and its rms or the skewness of the flux distribution suggests that the variability stems from multiplicative processes, which are associated in some models with the accretion disk. We study the rms-flux relation and emphasize its link to Pareto distributions, characterized by a power-law probability density function. Such distributions are naturally generated within a minijets-in-a-jet statistical model, in which boosted emitting regions are isotropically oriented within the bulk relativistic flow of a jet. We prove that, within this model, the flux of a single minijet is proportional to its rms. This relation still holds when considering a large number of emitting regions, for which the distribution of the total flux is skewed and could be interpreted as being log-normal. The minijets-in-a-jet statistical model reconciles the fast variations and the statistical properties of the flux of blazars at very high energies.
机译:爆炸物在非常高的能量下的通量变异性尚无明确的起因。通量在时间尺度上的变化可以精确到分钟,这表明波动性起源于射流,相对论性的增强可以缩短观测到的时间尺度,而通量与其均方根之间的线性关系或通量分布的偏度则表明变异性源于来自乘法过程,这些过程在某些模型中与吸积盘相关联。我们研究均方根通量关系,并强调其与帕累托分布的联系,其特征在于幂律概率密度函数。这样的分布是在微型喷气机统计模型中自然生成的,其中增压发射区域在喷气机的整体相对论流中各向同性地定向。我们证明,在此模型中,单个小型喷气机的通量与其均方根成正比。当考虑到大量的发射区域时,这种关系仍然成立,对于这些区域而言,总通量的分布是偏斜的,可以解释为对数正态。 minijets-in-a-jet的统计模型可调节非常高能量下的blazar流量的快速变化和统计特性。

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