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Nonlinear spinor fields in Bianchi type-VI spacetime

机译:Bianchi VI型时空中的非线性自旋场

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Within the scope of Bianchi type-VI cosmological model we study the role of spinor field in the evolution of the Universe. It is found that due to the spinor affine connections the energy-momentum tensor of the spinor field possesses non-diagonal components. The non-triviality of non-diagonal components of the energy-momentum tensor imposes some severe restrictions either on the spinor field or on the metric functions or on both of them. But unlike in the cases of Bianchi type-I or V I-0, in the case of Bianchi type-VI model, it does not lead to the elimination of spinor field nonlinearity or mass term in the spinor field Lagrangian. It is also found that depending on the sign of self-coupling constant the model can give rise to late time acceleration or generate oscillatory mode of evolution.
机译:在Bianchi VI型宇宙学模型的范围内,我们研究了旋子场在宇宙演化中的作用。已经发现,由于自旋仿射连接,自旋场的能量动量张量具有非对角分量。能量动量张量的非对角线分量的非平凡性对自旋场或度量函数或两者都施加了一些严格的限制。但是,与Bianchi I型或V I-0型情况不同,在Bianchi VI型模型中,它不会导致消除转子场拉格朗日中的转子场非线性或质量项。还发现,根据自耦合常数的符号,该模型可以引起后期加速或生成振荡的演化模式。

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