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arXiv 1608.02525astro-ph.GA
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早期原行星盘的磁自调节形成

Magnetically self-regulated formation of early protoplanetary discs

Patrick Hennebelle, Benoit Commercon, Gilles Chabrier, Pierre Marchand

摘要:

在分子致密核坍缩过程中,原行星盘的形成受到角动量输运的显著影响,特别是受到磁矩的影响。反过来,磁场的演变是由动力学过程和非理想的MHD效应,如双极扩散。考虑到磁化坍缩的各种时间尺度特征之间的简单关系,我们推导出早期盘半径的表达式,$ r \simeq 18 \, {\rm AU} \, \left({η_{\rm AD} / 0.1 \, {\rm s}} \right)^{2/9} \left({B_z / 0.1\, {\rm G}} \right) ^{-4/9} \left({M / 0.1 \msol} \right) ^{1/3},$其中$M$是总盘加上原恒星质量,$η_\mathrm{AD}$是双极扩散系数和$B_z$是核心内部的磁场。这比在角动量守恒的情况下形成的圆盘要小得多。的分析预测面临着对一个大样本的3D,非理想的MHD崩溃的计算,包括一个因素100的核心质量的变化,一个因素10的湍流水平,一个因素5的旋转,和磁质量-通量超过临界质量-通量比2和5。光盘半径估计被发现同意与数值模拟小于2倍。一个惊人的预测,我们的分析是弱依赖于拱星盘半径的各种相关的数量,这表明弱0级盘大小之间的变化。在某些情况下,我们注意到大的旋臂开始超过这个半径。

英文摘要:

The formation of protoplanetary discs during the collapse of molecular dense cores is significantly influenced by angular momentum transport, notably by the magnetic torque. In turn, the evolution of the magnetic field is determined by dynamical processes and non-ideal MHD effects such as ambipolar diffusion. Considering simple relations between various timescales characteristic of the magnetized collapse, we derive an expression for the early disc radius, $ r \simeq 18 \, {\rm AU} \, \left({η_{\rm AD} / 0.1 \, {\rm s}} \right)^{2/9} \left({B_z / 0.1\, {\rm G}} \right) ^{-4/9} \left({M / 0.1 \msol} \right) ^{1/3},$ where $M$ is the total disc plus protostar mass, $η_\mathrm{AD}$ is the ambipolar diffusion coefficient and $B_z$ is the magnetic field in the inner part of the core. This is about significantly smaller than the discs that would form if angular momentum was conserved. The analytical predictions are confronted against a large sample of 3D, non-ideal MHD collapse calculations covering variations of a factor 100 in core mass, a factor 10 in the level of turbulence, a factor 5 in rotation, and magnetic mass-to-flux over critical mass-to-flux ratios 2 and 5. The disc radius estimates are found to agree with the numerical simulations within less than a factor 2. A striking prediction of our analysis is the weak dependence of circumstellar disc radii upon the various relevant quantities, suggesting weak variations among class-0 disc sizes. In some cases, we note the onset of large spiral arms beyond this radius.

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