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arXiv 1306.1175astro-ph.COgr-qchep-th
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通过状态方程参数化暗扇区扰动

Parameterizing dark sector perturbations via equations of state

Richard A. Battye, Jonathan A. Pearson

摘要:

微扰的演化是暗区宇宙学现象学的关键部分。我们主张用熵扰动和各向异性应力的状态方程来参数化这些扰动。对于小的扰动,这些状态方程在密度、速度和度量扰动方面将是线性的,并且原则上这些可以与基础模型的场内容相关,从而允许与观测对抗。我们说明了我们的观点,通过构建规范不变的熵扰动的理论,其中暗扇区拉格朗日是一个标量场的一般功能,其第一和第二衍生物,和度量和其第一衍生物,${\cal L}={\cal L}(ϕ,\partial_μϕ,\partial_μ\partial_νϕ,g_{μν},\partial_αg_{μν})$。作为一个例子,我们展示了如何将这种方法的情况下,动力学重力编织模型。

英文摘要:

The evolution of perturbations is a crucial part of the phenomenology of the dark sector cosmology. We advocate parameterizing these perturbations using equations of state for the entropy perturbation and the anisotropic stress. For small perturbations, these equations of state will be linear in the density, velocity and metric perturbations, and in principle these can be related back to the field content of the underlying model allowing for confrontation with observations. We illustrate our point by constructing gauge invariant entropy perturbations for theories where the dark sector Lagrangian is a general function of a scalar field, its first and second derivatives, and the metric and its first derivative, ${\cal L}={\cal L}(ϕ,\partial_μϕ,\partial_μ\partial_νϕ,g_{μν},\partial_αg_{μν})$. As an example, we show how to apply this approach to the case of models of Kinetic Gravity Braiding.

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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