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Vortex and spiral instabilities at gap edges in three-dimensional self-gravitating disc-satellite simulations

机译:三维空隙中的涡旋和螺旋不稳定性   自重磁盘 - 卫星模拟

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摘要

Numerical simulations of global three-dimensional (3D), self-gravitatingdiscs with a gap opened by an embedded planet are presented. The simulationsare customised to examine planetary gap stability. Previous results, obtainedby Lin & Papaloizou from two-dimensional (2D) disc models, are reproduced in3D. These include (i) the development of vortices associated with localvortensity minima at gap edges and their merging on dynamical timescales inweakly self-gravitating discs, (ii) the increased number of vortices as thestrength of self-gravity is increased and their resisted merging, and (iii)suppression of the vortex instability and development of global spiral armsassociated with local vortensity maxima in massive discs. The verticalstructure of these disturbances are examined. In terms of the relative densityperturbation, the vortex disturbance has weak vertical dependence whenself-gravity is neglected. Vortices become more vertically stratified withincreasing self-gravity. This effect is seen even when the unperturbed regionaround the planet's orbital radius has a Toomre stability parameter ~10. Thespiral modes display significant vertical structure at the gap edge, with themidplane density enhancement being several times larger than that near theupper disc boundary. However, for both instabilities the vertical Mach numberis typically a few per cent,and on average vertical motions near the gap edgedo not dominate horizontal motions.
机译:提出了全球三维(3D),自重盘的数值模拟,其间隙由嵌入式行星打开。定制模拟以检查行星间隙稳定性。 Lin和Papaloizou从二维(2D)光盘模型中获得的先前结果以3D复制。这些包括(i)与间隙边缘处的局部涡度极小值相关的涡旋的发展以及它们在动力时间尺度上在弱自重盘中的合并,(ii)随着自重强度的增加和其抵抗的合并,涡旋的数量增加,以及(iii)抑制旋涡的不稳定性,以及与大圆盘中局部涡度最大值相关的整体螺旋臂的发展。检查这些干扰的垂直结构。就相对密度扰动而言,当忽略自重时,涡旋扰动具有较弱的垂直依赖性。随着自重的增加,涡流在垂直方向上更加分层。即使围绕行星轨道半径的不受干扰区域的Toomre稳定性参数约为10,也可以看到这种效果。螺旋模式在间隙边缘处显示出显着的垂直结构,中平面密度增强比盘上边界附近的密度大几倍。但是,对于这两种不稳定性,垂直马赫数通常为百分之几,并且在间隙边缘附近的平均垂直运动并不主导水平运动。

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    Lin, Min-Kai;

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  • 年度 2012
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