论文标题
流动性磁盘中流不稳定性和垂直剪切不稳定性的共存:在二维全球模型中探索的行星形成阈值
The coexistence of the streaming instability and the vertical shear instability in protoplanetary disks: Planetesimal formation thresholds explored in two-dimensional global models
论文作者
论文摘要
流媒体不稳定性是诱导行星模拟形成的有前途的机制。尽管如此,与观察到的值相比,在先前的研究中发现了此过程,需要增强的尘埃表面密度比或灰尘尺寸。我们通过二维全球模拟对原月球磁盘进行了模拟,我们表明,垂直剪切不稳定性和协同流的不稳定性可能会导致灰尘浓度,而粉尘浓度足以使地球密度比率和较小的表面密度比和较小的尘埃不稳定性相比,在隔离状态下,尤其是在隔离的条件下,尘埃尺寸较小。这是因为在垂直剪切不稳定性引起的压力凸起中形成的灰尘过重是流媒体不稳定性的种子,并得到了增强。虽然我们的二维模型不包括自我重力,但我们发现,可以从最大或平均粉尘与气体密度比率的最大粉尘的演变或平均粉尘与气体密度比率的演变中鲁棒地推断出强烈不稳定过度的强烈尘埃和形成(和溶解)。垂直剪切不稳定将灰尘层膨胀到平均中间粉尘与气体密度比,该比率明显低于统一。因此,我们发现,在与垂直剪切不稳定性一致的情况下,达到一个平面密度比通过流不稳定性触发行星的形成并不是必需的。
The streaming instability is a promising mechanism to induce the formation of planetesimals. Nonetheless, this process has been found in previous studies to require either a dust-to-gas surface density ratio or a dust size that is enhanced compared to observed values. Employing two-dimensional global simulations of protoplanetary disks, we show that the vertical shear instability and the streaming instability in concert can cause dust concentration that is sufficient for planetesimal formation for lower surface density ratios and smaller dust sizes than the streaming instability in isolation, and in particular under conditions that are consistent with observational constraints. This is because dust overdensities forming in pressure bumps induced by the vertical shear instability act as seeds for the streaming instability and are enhanced by it. While our two-dimensional model does not include self-gravity, we find that strong dust clumping and the formation (and dissolution) of gravitationally unstable overdensities can be robustly inferred from the evolution of the maximum or the mean dust-to-gas volume density ratio. The vertical shear instability puffs up the dust layer to an average mid-plane dust-to-gas density ratio that is significantly below unity. We therefore find that reaching a mid-plane density ratio of one is not necessary to trigger planetesimal formation via the streaming instability when it acts in unison with the vertical shear instability.