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On the Hydrodynamic Interaction of Shock Waves with Interstellar Clouds. II. The Effect of Smooth Cloud Boundaries on Cloud Destruction and Cloud Turbulence

机译:论冲击波与星际云的水动力相互作用。   II。光滑云边界对云破坏和云的影响   动乱

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摘要

The effect of smooth cloud boundaries on the interaction of steady planarshock waves with interstellar clouds is studied using a high-resolution localAMR technique with a second-order accurate axisymmetric Godunov hydrodynamicscheme. A 3D calculation is also done to confirm the results of the 2D ones. Weconsider an initially spherical cloud whose density distribution is flat nearthe cloud center and has a power-law profile in the cloud envelope. When anincident shock is transmitted into a smooth cloud, velocity gradients in thecloud envelope steepen the smooth density profile at the upstream side,resulting in a sharp density jump having an arc-like shape. Such a ``slipsurface'' forms immediately when a shock strikes a cloud with a sharp boundary.For smoother boundaries, the formation of slip surface and therefore the onsetof hydrodynamic instabilities are delayed. Since the slip surface is subject tothe Kelvin-Helmholtz and Rayleigh-Taylor instabilities, the shocked cloud iseventually destroyed in $\sim 3-10$ cloud crushing times. After complete clouddestruction, small blobs formed by fragmentation due to hydrodynamicinstabilities have significant velocity dispersions of the order of 0.1 $v_b$,where $v_b$ is the shock velocity in the ambient medium. This suggests thatturbulent motions generated by shock-cloud interaction are directly associatedwith cloud destruction. The interaction of a shock with a cold HI cloud shouldlead to the production of a spray of small HI shreds, which could be related tothe small cold clouds recently observed by Stanimirovic & Heiles (2005). Thelinewidth-size relation obtained from our 3D simulation is found to betime-dependent. A possibility for gravitational instability triggered by shockcompression is also discussed.
机译:使用高分辨率localAMR技术和二阶精确轴对称Godunov流体力学方法研究了平滑云边界对稳定平面冲击波与星际云相互作用的影响。还进行了3D计算以确认2D结果。我们考虑一个初始为球形的云,其密度分布在云中心附近平坦,并且在云包络中具有幂律轮廓。当突发事件的冲击波传播到平滑云中时,云包络中的速度梯度会使上游侧的平滑密度分布变陡,从而导致呈弧形形状的急剧的密度跃变。这样的``滑动表面''会在冲击冲击具有锐利边界的云层时立即形成,为了使边界更平滑,会延迟形成滑动表面并因此延迟水动力不稳定性的发作。由于滑动面受开尔文-亥姆霍兹(Kelvin-Helmholtz)和瑞利-泰勒(Rayleigh-Taylor)不稳定性的影响,最终,在3到10美元的碎云时间内,受冲击的云被破坏。在完全的云层破坏之后,由于水动力不稳定性而由碎片形成的小斑点具有明显的速度分散,约为0.1 v_b $,其中$ v_b $是周围介质中的冲击速度。这表明,激波-云相互作用产生的湍流与云破坏直接相关。冲击与冷的HI云的相互作用应导致产生小的HI碎屑喷雾,这可能与Stanimirovic&Heiles(2005)最近观察到的小冷云有关。从我们的3D模拟获得的线宽-尺寸关系被发现是时间相关的。还讨论了由冲击压缩引起的重力不稳定的可能性。

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