论文标题

在奥菲丘斯IRS 48原型磁盘中解决Alma极化和VLA连续体之间的晶粒尺寸不一致

Solving grain size inconsistency between ALMA polarization and VLA continuum in the Ophiuchus IRS 48 protoplanetary disk

论文作者

Ohashi, Satoshi, Kataoka, Akimasa, Van der Marel, Nienke, Hull, Charles L. H., Dent, William R. F., Pohl, Adriana, Pinilla, Paola, van Dishoeck, Ewine F., Henning, Thomas

论文摘要

Ophiuchus IRS 48周围的原星磁盘显示(亚)毫米观测值中具有方位角不对称的灰尘分布,该灰尘分布被解释为涡流,其中毫米/厘米/百分点粒子被困在连续峰的位置。在本文中,我们介绍了该磁盘极化粉尘发射的860美元$ $ M ALMA观察。检测到圆盘一部分的极化发射。极化向量与磁盘次要轴平行,并且极化分数得出为$ 1-2 $ \%。这些特征与亚毫米波排放的自散射模型一致,这表明最大晶粒大小为$ \ sim100 $ $ $ $ m。但是,这与先前对涡流捕获的毫米/厘米灰尘颗粒的解释不一致。为了解释,Alma两极分化以及先前的Alma和VLA观察结果,我们建议在860 $μ$ m波长下的热排放在光学上是光学厚度($τ_{\ rm abs} \ sim7.3 $),在尘埃陷阱上具有最大可观察的晶粒尺寸的最大粒度$ \ sim100 $ $ $ m $ $ $ $ $ $ $ m SIM $ sim $ sim $。我们注意到,如果860 $μ$ m的热发射在光学上厚度,则不能排除在中平面附近积累较大的灰尘晶粒。

The protoplanetary disk around Ophiuchus IRS 48 shows an azimuthally asymmetric dust distribution in (sub-)millimeter observations, which is interpreted as a vortex, where millimeter/centimeter-sized particles are trapped at the location of the continuum peak. In this paper, we present 860 $μ$m ALMA observations of polarized dust emission of this disk. The polarized emission was detected toward a part of the disk. The polarization vectors are parallel to the disk minor axis, and the polarization fraction was derived to be $1-2$\%. These characteristics are consistent with models of self-scattering of submillimeter-wave emission, which indicate a maximum grain size of $\sim100$ $μ$m. However, this is inconsistent with the previous interpretation of millimeter/centimeter dust particles being trapped by a vortex. To explain both, ALMA polarization and previous ALMA and VLA observations, we suggest that the thermal emission at 860 $μ$m wavelength is optically thick ($τ_{\rm abs}\sim7.3$) at the dust trap with the maximum observable grain size of $\sim100$ $μ$m rather than an optically thin case with $\sim$ cm dust grains. We note that we cannot rule out that larger dust grains are accumulated near the midplane if the 860 $μ$m thermal emission is optically thick.

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