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arXiv 2103.03159astro-ph.COgr-qc
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暴胀磁生:强耦合及其非高斯特征的求解

Inflationary magnetogenesis: solving the strong coupling and its non-Gaussian signatures

Debottam Nandi

摘要:

最简单的原始磁场生成模型可以提供尺度不变的磁场,可以解释它在宇宙尺度上的丰度。两种耦合函数的解都可能导致这种现象,它们都存在强耦合或大反作用的问题。在这项工作中,我们认为耦合函数作为一个线性组合的两种模型参数。我们发现,该参数需要尽可能小的$\sim 10^{-20}$,以避免反反应问题。另一方面,要求Mpc尺度以上的模式不遭受强耦合,我们也得到了一个弱约束的模型参数大于$10^{-60}$。在模型参数允许的范围内,我们解析地计算了磁场和曲率扰动之间的交叉关联函数。我们发现,这样的组合保持一致性关系。此外,其结果导致增强的非高斯性在等边以及平坦的限制与独特的签名,表征了这个模型的新颖性。

英文摘要:

The simplest model of primordial magnetogenesis can provide scale-invariant magnetic fields that can explain the present abundances of it in the cosmic scales. Two kinds of solutions of the coupling function can lead to such phenomena and both of them suffer from the problems of either strong-coupling or large backreaction. In this work, we consider the coupling function as a linear combination of both kinds with a model parameter. We find that the parameter needs to be as small as $\sim 10^{-20}$ in order to evade the backreaction problem. On the other hand, requiring that the modes above Mpc scales do not suffer strong coupling, we also obtain a weak constraint of the model parameter to be greater than $10^{-60}$. For the allowed range of the model parameter, we, then, analytically evaluate the cross-correlation functions between the magnetic fields and the curvature perturbation. We find that such a combination preserves the consistency relation. Also, the result leads to enhanced non-Gaussianity in equilateral as well as flattened limits with unique signatures that characterize the novelty of this model.

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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