Probing the Morphology of Polarized Emission Induced by Fluctuation Dynamo Using Minkowski Functionals

Riju Dutta, Sharanya Sur and Aritra Basu
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Abstract

The morphology and the characteristic scale of polarized structures provide crucial insights into the mechanisms that drive turbulence and maintain magnetic fields in magneto-ionic plasma. We aim to establish the efficacy of Minkowski functionals as quantitative statistical probes of filamentary morphology of polarized synchrotron emission resulting from fluctuation dynamo action. Using synthetic observations generated from magnetohydrodynamic simulations of fluctuation dynamos with varying driving scales (ℓf) of turbulence in isothermal, incompressible, and subsonic media, we study the relation between different morphological measures and their connection to fractional polarization (pf). We find that Faraday depolarization at low frequencies gives rise to small-scale polarized structures that have higher filamentarity as compared to the intrinsic structures that are comparable to ℓf. Above ∼3 GHz, the number of connected polarized structures per unit area (NCC,peak) is related to the mean pf (〈pf〉) of the emitting region as , provided the scale of the detectable emitting region is larger than ℓf. This implies that NCC,peak represents the number of turbulent cells projected on the plane of the sky and can be directly used to infer ℓf via the relation . An estimate of ℓf thus directly allows for pinning down the turbulence-driving mechanism in astrophysical systems. While the simulated conditions are mostly prevalent in the intracluster medium of galaxy clusters, the qualitative morphological features are also applicable in the context of interstellar medium in galaxies.
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利用闵科夫斯基函数探测波动动力诱导的极化发射形态
极化结构的形态和特征尺度为了解磁离子等离子体中驱动湍流和维持磁场的机制提供了重要信息。我们的目标是建立闵科夫斯基函数作为波动动力作用产生的极化同步辐射丝状形态的定量统计探针的有效性。通过对等温、不可压缩和亚音速介质中不同驱动尺度(ℓf)湍流的波动动力磁流体动力学模拟所产生的合成观测结果,我们研究了不同形态测量值之间的关系及其与分数极化(pf)之间的联系。我们发现,法拉第去极化在低频下产生的小尺度极化结构,与与ℓf 相当的本征结构相比,具有更高的丝状性。在 ∼3 GHz 以上,单位面积上连接的极化结构数量(NCC,peak)与发射区的平均 pf(〈pf〉)的关系为 ,前提是可探测发射区的尺度大于 ℓf。这意味着,NCC,peak 代表投影在天空平面上的湍流单元的数量,可以通过关系式直接推断出 ℓf 。因此,对 ℓf 的估计可以直接确定天体物理系统中的湍流驱动机制。虽然模拟的条件主要是星系团的团内介质,但其定性形态特征也适用于星系中的星际介质。
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