Late-time behaviour of the tilted Bianchi type VI$_{-1/9}$ models

We study tilted perfect fluid cosmological models with a constant equation of state parameter in spatially homogeneous models of Bianchi type VI $_{- 1 / 9}$ using dynamical systems methods and numerical simulations. We study models with and without vorticity, with an emphasis on their future asymptotic evolution. We show that for models with vorticity there exists, in a small region of parameter space, a closed curve acting as the attractor.

Late-time behaviour of the tilted Bianchi type VI $_{- 1 / 9}$ models

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Late-time behaviour of the tilted Bianchi type VI $_{- 1 / 9}$ models

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Late-time behaviour of the tilted Bianchi type VI−1/9−1/9​ models

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Late-time behaviour of the tilted Bianchi type VI−1/9−1/9​ models

文献摘要

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|讲解博客

|AI智能校验

Late-time behaviour of the tilted Bianchi type VI $_{- 1 / 9}$ models

讲解博客

AI智能校验

Late-time behaviour of the tilted Bianchi type VI $_{- 1 / 9}$ models

讲解博客

AI智能校验