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Phase segregation in a two-phase self-gravitating gas mixture

机译:两相自重混合气体中的相分离

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We discuss the stability of a self-gravitating two-phase gas mixture by linear analysis. The mixture is composed of diffuse phase and immersed dense clouds in pressure equilibrium. Earlier we have shown that in a two-phase self-gravitating mixture, two fundamental wave models are relevant: (1) the gravita- tionally modified sound mode with the intrinsic Jeans length λ_J1 and (2) the modified void (or pattern formation) mode with the Jeans length λ_J2. In this paper, we describe the effect of stabilization of perturbations in a two-phase self-gravitating Mixture: when the diffuse phase dominates in volume(the volume filling factor α≌1), the pattern forma- Tion mode is gravitationally unstable for λ> λ_cr, while the fast acoustic mode remains gravitationally stable for arbitrary λ; when the dense phase dominates(α 1), the slow acoustic mode is gravitationally unstable, while the fast pattern formation mode is stable.
机译:我们通过线性分析讨论了自重两相气体混合物的稳定性。该混合物由弥散相和处于压力平衡状态的沉密云组成。前面我们已经表明,在两相自重混合物中,两个基本波模型是相关的:(1)具有固有的Jeans长度λ_J1的引力修饰的声模,以及(2)修饰的空隙(或图案形成)牛仔裤长度为λ_J2的模式。在本文中,我们描述了两相自重混合物中扰动稳定的影响:当弥散相在体积中占主导地位(体积填充因子α≌1)时,对于λ,模式形式在重力上是不稳定的>λ_cr,而快速声学模式对于任意λ保持重力稳定;当致密相占主导地位(α 1)时,慢声模式在重力上不稳定,而快速模式形成模式是稳定的。

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