论文标题

宇宙网络丝中的磁场强度

Magnetic field strength in cosmic web filaments

论文作者

Carretti, E., Vacca, V., O'Sullivan, S. P., Heald, G. H., Horellou, C., Rottgering, H. J. A., Scaife, A. M. M., Shimwell, T. W., Shulevski, A., Stuardi, C., Vernstrom, T.

论文摘要

我们使用了从Lofar两米的天空调查数据释放2(Lots DR2)得出的旋转量度(RM)目录,以低密度环境中源源的红移(RRM:残留RM)和极化分数($ p $)的红移来测量进化。我们还通过与NRAO VLA Sky Survey RM目录进行交叉匹配,在1.4-GHz时测量了相同的测量。我们发现RRM与RedShift的平坦在144 MHz处是平坦的,但是,一旦经过红移校正,它就会显示出很高的意义。 $ p $随着红移的发展,在$ z \ sim2 $下减少了$ \ sim $ 8。比较144-MHz和1.4-GHz数据,我们发现观察到的RRM和$ P $最有可能在1.4-GHz的源局部局部,而宇宙网络丝源起源于144-MHz。如果我们将整个信号归因于细丝,则在RRM_ {0,f} = 0.71 \ pm 0.07 rad m^{ - 2}的情况下,将平均休息帧rrm和每个细丝的磁场B_F = 32 \ pm 3 ng。这与基于同步加速器发射堆叠的互补方法获得的估计值一致,如果天体物理源场播种会放大原始磁场,则与宇宙学模拟相一致。 rrm_ {0,f}的测量支持丝中的弥漫性男气体。我们还估计了σ_{rrm_ {0,f}} = 0.039 \ pm 0.001 rad m^{ - 2}的丝磁湍流的保守上限,得出结论是有序的磁场成分在细丝中占主导地位。

We used the Rotation Measure (RM) catalogue derived from the LOFAR Two-metre Sky Survey Data Release 2 (LoTSS DR2) at 144-MHz to measure the evolution with redshift of the extragalactic RM (RRM: Residual RM) and the polarization fraction ($p$) of sources in low density environments. We also measured the same at 1.4-GHz by cross-matching with the NRAO VLA Sky Survey RM catalogue. We find that RRM versus redshift is flat at 144-MHz, but, once redshift-corrected, it shows evolution at high significance. Also $p$ evolves with redshift with a decrement by a factor of $\sim$8 at $z\sim2$. Comparing the 144-MHz and 1.4-GHz data, we find that the observed RRM and $p$ are most likely to have an origin local to the source at 1.4-GHz, while a cosmic web filament origin is favoured at 144-MHz. If we attribute the entire signal to filaments, we infer a mean rest frame RRM per filament of RRM_{0,f} = 0.71 \pm 0.07 rad m^{-2} and a magnetic field per filament of B_f = 32 \pm 3 nG. This is in agreement with estimates obtained with a complementary method based on synchrotron emission stacking, and with cosmological simulations if primordial magnetic fields are amplified by astrophysical source field seeding. The measurement of an RRM_{0,f} supports the presence of diffuse baryonic gas in filaments. We also estimated a conservative upper limit of the filament magnetic turbulence of σ_{ RRM_{0,f}} =0.039 \pm 0.001 rad m^{-2}, concluding that the ordered magnetic field component dominates in filaments.

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