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Formation and Collapse of Nonaxisymmetric Protostellar Cores in Planar Magnetic Interstellar Clouds: Formulation of the Problem and Linear Analysis

机译:平面星际云中非轴对称原恒星核的形成和坍塌:问题的表示和线性分析

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摘要

We formulate the problem of the formation and collapse of nonaxisymmetric protostellar cores in weakly ionized, self-gravitating, magnetic molecular clouds. In our formulation, molecular clouds are approximated as isothermal, thin (but with finite thickness) sheets. We present the governing dynamical equations for the multifluid system of neutral gas and ions, including ambipolar diffusion, and also a self-consistent treatment of thermal pressure, gravitational, and magnetic (pressure and tension) forces. The dimensionless free parameters characterizing model clouds are discussed. The response of cloud models to linear perturbations is also examined, with particular emphasis on length and time scales for the growth of gravitational instability in magnetically subcritical and supercritical clouds. We investigate their dependence on a cloud's initial mass-to-magnetic-flux ratio (normalized to the critical value for collapse), the dimensionless initial neutral-ion collision time, and also the relative external pressure exerted on a model cloud. Among our results, we find that nearly-critical model clouds have significantly larger characteristic instability lengthscales than do more distinctly sub- or supercritical models. Another result is that the effect of a greater external pressure is to reduce the critical lengthscale for instability. Numerical simulations showing the evolution of model clouds during the linear regime of evolution are also presented, and compared to the results of the dispersion analysis. They are found to be in agreement with the dispersion results, and confirm the dependence of the characteristic length and time scales on parameters such as the initial mass-to-flux ratio and relative external pressure.
机译:我们提出了在弱电离的,自重的磁性分子云中非轴对称的原星核形成和坍塌的问题。在我们的公式中,分子云近似为等温,薄(但厚度有限)的薄片。我们提出了中性气体和离子的多流体系统的控制动力学方程,包括双极性扩散,还对热压力,重力和磁力(压力和张力)进行了自洽处理。讨论了表征模型云的无量纲自由参数。还检查了云模型对线性摄动的响应,特别强调了在磁次临界和超临界云中重力不稳定性增长的长度和时间尺度。我们研究了它们对云的初始质量与磁通量比(归一化为崩溃的临界值),无量纲的初始中性离子碰撞时间以及施加在模型云上的相对外部压力的依赖性。在我们的结果中,我们发现,比更分明的亚临界或超临界模型,近临界模型云具有更大的特征不稳定性长度尺度。另一个结果是,更大的外部压力会降低不稳定性的临界长度范围。还提供了数值模拟,显示了线性演化过程中模型云的演化,并与色散分析的结果进行了比较。发现它们与分散结果一致,并且证实了特征长度和时间标度对诸如初始质量通量比和相对外部压力等参数的依赖性。

著录项

  • 作者

    Ciolek, G E; Basu, S;

  • 作者单位
  • 年度 2006
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类

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