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arXiv 1609.05893gr-qcastro-ph.CO
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\bf $δM$形式化:各向异性暴胀中宇宙学扰动理论的新途径

\bf $δM$ Formalism: A New Approach to Cosmological Perturbation Theory in Anisotropic Inflation

Alireza Talebian-Ashkezari, Nahid Ahmadi, Ali Akbar Abolhasani

摘要:

我们研究了长波长极限下Bianchi背景中度规扰动的演化。通过对运动方程的梯度展开,我们展示了宇宙学扰动理论的一种广义的“分离宇宙”方法。找到了这个一致的分离宇宙图像之后,我们引入了$δM $形式来计算{ \it almost}中各向异性暴胀模型中线性张量扰动的演化,其方法与将所谓的$δN$公式应用于曲率扰动的超视界动力学的方法相同.与她的孪生公式$δN$类似,这种新方法可以大大减少与张量模式演化相关的计算量。然而,它不像$δN$那样通用,它是一个“微扰”公式,并且只求解线性阶的剪切。换句话说,它仅限于弱剪切极限。

英文摘要:

We study the evolution of the metric perturbations in a Bianchi background in the long-wavelength limit. By applying the gradient expansion to the equations of motion we exhibit a generalized "Separate Universe" approach to the cosmological perturbation theory. Having found this consistent separate universe picture, we introduce the $δM $ formalism for calculating the evolution of the linear tensor perturbations in anisotropic inflation models in {\it almost} the same way that the so-called $δN$ formula is applied to the super-horizon dynamics of the curvature perturbations. Similar to her twin formula, $δN$, this new method can substantially reduce the amount of calculations related to the evolution of tensor modes. However, it is not as general as $δN$, it is a "perturbative" formula and solves the shear only to linear order. In other words, it is restricted to weak shear limit.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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