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首页> 外文期刊>International journal of modern physics, D. Gravitation, astrophysics, cosmology >Covariant analysis of Newtonian multi-fluid models for neutron stars: I Milne-Cartan structure and variational formulation
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Covariant analysis of Newtonian multi-fluid models for neutron stars: I Milne-Cartan structure and variational formulation

机译:牛顿多流体中子星模型的协变分析:I Milne-Cartan结构和变分公式

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This is the first of a series of articles showing how 4 dimensionally covariant analytical procedures developed in the context of General Relativity can be usefully adapted for. application in a purely Newtonian framework where they provide physical insights (e.g. concerning helicity currents) that axe not so easy to obtain by the traditional approach based on a 3 + 1 spacetime decomposition. After an introductory presentation of the relevant Milne spacetime structure and the associated Cartan connection, the essential principles are illustrated by application to the variational formulation of simple barotropic perfect fluid models. This variational treatment is then extended to conservative multiconstituent self-gravitating fluid models of the more general kind that is needed for treating the effects of superfluidity in neutron stars. [References: 18]
机译:这是一系列文章的第一篇,显示了如何在广义相对论的背景下开发出4种维协变分析程序。在纯牛顿框架中的应用程序,它们提供了物理见解(例如,关于螺旋流),而基于3 +1时空分解的传统方法不太容易获得该见解。在介绍了相关米尔恩时空结构和相关的卡丹联系后,通过将其应用到简单正压完美流体模型的变分公式中,阐明了基本原理。然后,将这种变分处理扩展到更常规类型的保守多成分自重流体模型,该模型需要用于处理中子星中的超流动效应。 [参考:18]

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