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The subcritical baroclinic instability in local accretion disc models

机译:局部增生盘模型中的亚临界斜压不稳定

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Context. The presence of vortices in accretion discshas been debated for more than a decade. Baroclinic instabilities mightbe a way to generate these vortices in the presence of a radial entropygradient. However, the nature of these instabilities is still unclearand 3D parametric instabilities can lead to the rapid destruction ofthese vortices. Aims. We present new results exhibiting asubcritical baroclinic instability (SBI) in local shearing box models.We describe the 2D and 3Dbehaviour of this instability usingnumerical simulations and we present a simple analytical modeldescribing the underlying physical process. Methods. We investigate the SBI in local shearingboxes, using either the incompressible Boussinesq approximation or afully compressible model. We explore the parameter space varyingseveral local dimensionless parameters and we isolate the regimerelevant for the SBI. 3Dshearing boxes are also investigatedusing high resolution spectral methods to resolve both the SBI and3Dparametric instabilities. Results. A subcritical baroclinic instability isobserved in flows stable for the Solberg-Ho?land criterion using localsimulations. This instability is found to be a nonlinear(orsubcritical) instability, which cannot be described byordinary linear approaches. It requires a radial entropy gradientweakly unstable for the Schwartzchild criterion and a strong thermaldiffusivity (orequivalently a short cooling time).Incompressible simulations, the instability produces densitywaves which transport angular momentum outward with typically 10-3, the exact value depending on thebackground temperature profile. Finally, the instability survives in3D, vortex cores becoming turbulent due to parametric instabilities. Conclusions. The subcritical baroclinic instabilityis a robust phenomenon, which can be captured using local simulations.The instability survives in 3D thanks to a balance between the2DSBI and 3Dparametric instabilities. Finally, thisinstability can lead to aweak outwardtransport of angular momentum, due to the generation of density wavesby the vortices. Key words: accretion, accretion disks -instabilities - planets and satellites: formation - turbulence
机译:上下文。吸积盘中涡流的存在已争论了十多年。在存在径向熵梯度的情况下,斜压不稳定性可能是产生这些涡旋的一种方式。但是,这些不稳定性的性质仍然不清楚,并且3D参数不稳定性会导致这些涡旋的快速破坏。目的我们提出了在局部剪切箱模型中表现出亚临界斜压不稳定性(SBI)的新结果,我们使用数值模拟描述了这种不稳定性的2D和3D行为,并提出了描述基本物理过程的简单分析模型。方法。我们使用不可压缩的Boussinesq逼近模型或完全可压缩模型研究局部剪切箱中的SBI。我们探索了改变几个局部无量纲参数的参数空间,并隔离了与SBI有关的方案。还使用高分辨率光谱方法研究了3D剪切盒,以解决SBI和3D参数不稳定性。结果。使用局部模拟,在对于Solberg-Holand标准稳定的流量中观察到了亚临界斜压不稳定性。发现该不稳定性是非线性(或亚临界)不稳定性,无法通过常规线性方法进行描述。对于Schwartzchild准则,它要求径向熵梯度微弱不稳定,并且具有很强的热扩散率(相当于很短的冷却时间)。在不可压缩的模拟中,这种不稳定性会产生密度波,这些波将角动量向外传输的角度通常为10-3,确切值取决于背景温度曲线。最后,不稳定性在3D中得以保留,由于参数不稳定性,涡旋核变得湍流。结论。亚临界斜压不稳定性是一个鲁棒的现象,可以使用局部模拟来捕获。由于2DSBI和3D参数不稳定性之间的平衡,该不稳定性在3D中得以保留。最后,由于旋涡产生的密度波,这种不稳定性会导致角动量的向外弱传递。关键词:吸积,吸积盘-不稳定性-行星和卫星:地层-湍流

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