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首页> 外文期刊>The Astrophysical journal >AN INTERPRETATION OF FLAT DENSITY CORES OF CLUSTERS OF GALAXIES BY DEGENERACY PRESSURE OF FERMIONIC DARK MATTER: A CASE STUDY OF A1689
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AN INTERPRETATION OF FLAT DENSITY CORES OF CLUSTERS OF GALAXIES BY DEGENERACY PRESSURE OF FERMIONIC DARK MATTER: A CASE STUDY OF A1689

机译:用亚铁暗物质的变性压力解释星系团的密度密度值:以A1689为例

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Flat density cores have been observed for a limited number of clusters of galaxies by strong gravitational lensing. Using a phenomenological equation of state (EOS) describing the full-to-partial degeneracy, we integrate the equation of hydrostatic equilibrium. The EOS is based on the assumption that the local kinetic energy of a classical particle induced by gravity dissolves the quantum statistical degeneracy. The density profile is uniquely determined by four parameters: the central density, ρ(0); the properties of a fermion, namely, the mass, m, and statistical weight, g; and the ratio of the total matter density and fermion density, δ. As a case study, we model the column density and two-dimensional (2D) encircled mass profiles of A1689, whose column density profile has been observationally obtained by Broadhurst et al. using gravitational lensing. The column density and 2D encircled profiles at the core are reasonably reproduced for models with a limited range of particle properties. In the case that previously unknown fermions with spin 1/2 dominate the dark matter, the acceptable particle mass range is between 2 and 4 eV. In the case that the dark matter consists of a mixture of degenerate relic neutrinos and classical collisionless cold dark matter (CDM) particles, the mass range of neutrinos is between 1 and 2 eV, if the ratio of the two kinds of dark matter particles is fixed to its cosmic value. Both the pure fermionic dark matter models and neutrino-CDM-mixture models reproduce the observations equally well.
机译:通过强引力透镜,已经观察到有限数量的星系团的扁平密度核心。使用描述全部到部分退化的现象学状态方程(EOS),我们整合了流体静力学平衡方程。 EOS基于这样的假设,即重力引致的经典粒子的局部动能溶解了量子统计简并性。密度分布由四个参数唯一确定:中心密度ρ(0);费米子的性质,即质量m和统计重量g;总物质密度与费米子密度之比δ。作为案例研究,我们对A1689的柱密度和二维(2D)环绕的质量分布图进行建模,A1689的柱密度分布已通过Broadhurst等人的观察获得。使用引力透镜。对于颗粒属性范围有限的模型,合理地重现了核心处的柱密度和2D环绕轮廓。如果以前未知的自旋费米子具有自旋1/2占主导地位,那么可接受的粒子质量范围在2-4 eV之间。在暗物质由简并的遗留中微子和经典无碰撞冷暗物质(CDM)的混合物组成的情况下,如果两种暗物质的比率为,则中微子的质量范围为1-2 eV。固定为其宇宙价值。纯铁离子暗物质模型和中微子CDM混合物模型均能很好地再现观察结果。

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