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arXiv 0902.4715astro-ph.HEastro-ph.GAhep-ph
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从矮卫星间接探测暗物质:天体物理学和超对称性的联合期望

Indirect Dark Matter Detection from Dwarf Satellites: Joint Expectations from Astrophysics and Supersymmetry

Gregory D. Martinez, James S. Bullock, Manoj Kaplinghat, Louis E. Strigari, Roberto Trotta

摘要:

我们提出了一个一般的方法来确定银河系卫星星系中的暗物质粒子湮灭的伽马射线通量,重点是两个有前途的卫星作为例子:Segue 1和Draco。我们使用SuperBayeS代码来探索约束最小超对称标准模型(CMSSM)参数空间的最佳拟合区域,并使用已发布的径向速度对卫星的暗物质晕特性进行独立的MCMC分析。我们提出了一个形式主义,用于确定这些星系中的晕子结构的提升,并表明其值强烈依赖于CDM subhalos的浓度-质量(C(M))关系的外推到最小可能的质量。我们发现,在含有中性伴子暗物质的CMSSM中,最小晕质量的优选区域为~10^-9-10^-6太阳质量。对于boost模型,其中观察到的幂律c(M)关系向下外推到最小晕质量,我们发现平均助推约为20,而Bullock等人(2001)c(M)模型导致单位阶的助推。我们估计,对于幂律c(M)增强模型和光子能量大于1 GeV,费米太空望远镜有大约20%的机会检测到来自天龙座的暗物质湮灭信号,经过大约5年的观测,信噪比大于3。

英文摘要:

We present a general methodology for determining the gamma-ray flux from annihilation of dark matter particles in Milky Way satellite galaxies, focusing on two promising satellites as examples: Segue 1 and Draco. We use the SuperBayeS code to explore the best-fitting regions of the Constrained Minimal Supersymmetric Standard Model (CMSSM) parameter space, and an independent MCMC analysis of the dark matter halo properties of the satellites using published radial velocities. We present a formalism for determining the boost from halo substructure in these galaxies and show that its value depends strongly on the extrapolation of the concentration-mass (c(M)) relation for CDM subhalos down to the minimum possible mass. We show that the preferred region for this minimum halo mass within the CMSSM with neutralino dark matter is ~10^-9-10^-6 solar masses. For the boost model where the observed power-law c(M) relation is extrapolated down to the minimum halo mass we find average boosts of about 20, while the Bullock et al (2001) c(M) model results in boosts of order unity. We estimate that for the power-law c(M) boost model and photon energies greater than a GeV, the Fermi space-telescope has about 20% chance of detecting a dark matter annihilation signal from Draco with signal-to-noise greater than 3 after about 5 years of observation.

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