论文标题

磁双性手性密度波:中子恒星内部的候选夸克物质阶段

Magnetic Dual Chiral Density Wave: A Candidate Quark Matter Phase for the Interior of Neutron Stars

论文作者

Ferrer, E. J., de la Incera, V.

论文摘要

在这篇综述中,我们讨论了密集夸克物质的磁双性手性密度波(MDCDW)阶段的物理特征,并论证了为什么它是中子恒星内部物质阶段的有前途的候选者。 MDCDW冷凝物发生在存在磁场的情况下。这是一个单调的手性密度波,其特征是两个动态生成的参数:费米昂准粒子质量$ m $和冷凝水空间调制$ q $。 MDCDW系统中最低的Landau级准粒子模式是零能量不对称的,这一事实导致了拓扑特性和此阶段所表现出的异常电运运输。拓扑使MDCDW相对于热声子的波动使MDCDW相强大,因此,它不显示Landau-Peierls的不稳定性,这是三个维度中单个不均匀性手性冷凝物的固定特征。在有效的作用和形成杂交传播模式中,被电磁性手性异常的存在也反映了拓扑。考虑到这个夸克阶段的轴支核酸杆菌之一被盖住了,我们认为如何将$γ$ - 雷光子转换为MDCDW阶段的磁铁之星内部的间隙轴 - 核酸盐,导致MDCDW阶段导致这颗星星崩溃,这种现象可以解释所谓的Pulsar calact中心中所谓的缺失的Pulsar Center中心。

In this review, we discuss the physical characteristics of the magnetic dual chiral density wave (MDCDW) phase of dense quark matter and argued why it is a promising candidate for the interior matter phase of neutron stars. The MDCDW condensate occurs in the presence of a magnetic field. It is a single-modulated chiral density wave characterized by two dynamically generated parameters: the fermion quasiparticle mass $m$ and the condensate spatial modulation $q$. The lowest Landau level quasiparticle modes in the MDCDW system are asymmetric about the zero energy, a fact that leads to the topological properties and anomalous electric transport exhibited by this phase. The topology makes the MDCDW phase robust against thermal phonon fluctuations, and as such, it does not display the Landau-Peierls instability, a stapled feature of single-modulated inhomogeneous chiral condensates in three dimensions. The topology is also reflected in the presence of the electromagnetic chiral anomaly in the effective action and in the formation of hybridized propagating modes known as an axion-polaritons. Taking into account that one of the axion-polaritons of this quark phase is gapped, we argued how incident $γ$-ray photons can be converted into gapped axion-polaritons in the interior of a magnetar star in the MDCDW phase leading the star to collapse, a phenomenon that can serve to explain the so-called missing pulsar problem in the galactic center.

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