论文标题
PQ场的早期宇宙动力学具有很小的自耦合及其对轴线暗物质的影响
Early universe dynamics of PQ field with very small self-coupling and its implications for axion dark matter
论文作者
论文摘要
轴突状颗粒(阿尔卑斯山)通常被认为是暗物质的好候选者。已经提出了几种产生ALP暗物质遗物丰度的机制。它们可能涉及在宇宙通货膨胀之前,期间或之后发生的过程。在所有情况下,相应的Peccei-Quinn(PQ)领域的潜力都扮演着重要的作用。通常,这种潜力被认为是由一个四分之一的术语主导的,并具有很小的耦合。我们表明,在这种情况下,要考虑到不同种类的校正至关重要,尤其是在通货膨胀期间和之后PQ场演变的模型中。我们研究了由于辐射,热和几何校正而导致的这种进化如何变化。在许多情况下,这些变化非常重要,并导致模型预测的强烈修改。它们可能会严重影响ALP对暗物质的寒冷和温暖组成部分的贡献,以及相关的等化扰动的功率谱。具有PQ场伴侣的颗粒的准核对称谱的模型似乎特别有趣。在近似分析公式的帮助下,讨论了此类模型的定性特征。但是,与没有校正的情况相比,使用考虑校正的PQ场的动力学更为复杂,因此需要专用的数值计算以获得精确的预测。我们为参数空间中的某些特征基准点提供了这样的结果。
Axion-like particles (ALPs) are often considered as good candidates for dark matter. Several mechanisms generating relic abundance of ALP dark matter have been proposed. They may involve processes which take place before, during or after cosmic inflation. In all cases an important role is played by the potential of the corresponding Peccei-Quinn (PQ) field. Quite often this potential is assumed to be dominated by a quartic term with a very small coupling. We show that in such situation it is crucial to take into account different kinds of corrections especially in models in which the PQ field evolves during and after inflation. We investigate how such evolution changes due to radiative, thermal and geometric corrections. In many cases those changes are very important and result in strong modifications of the predictions of a model. They may strongly influence the amount of ALP contributions to cold and warm components of dark matter as well as the power spectrum of associated isocurvature perturbations. Models with a quasi-supersymmetric spectrum of particles to which the PQ field couples seem to be especially interesting. Qualitative features of such models are discussed with the help of approximate analytical formulae. However, the dynamics of the PQ field with the considered corrections taken into account is more complicated than in the case without corrections so dedicated numerical calculations are necessary to obtain precise predictions. We present such results for some characteristic benchmark points in the parameter space.