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首页> 外文期刊>The Astrophysical journal >ON THE UNCERTAINTY IN X-RAY CLUSTER MASS ESTIMATES FROM THE EQUATION OF HYDROSTATIC EQUILIBRIUM
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ON THE UNCERTAINTY IN X-RAY CLUSTER MASS ESTIMATES FROM THE EQUATION OF HYDROSTATIC EQUILIBRIUM

机译:静水平衡方程的X射线群质量估计的不确定性

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摘要

We study the uncertainty in galaxy cluster mass estimates derived from X-ray data, assuming hydrostatic equilibrium for the intracluster gas. Using a Monte Carlo procedure, we generate a general class of mass models allowing very massive clusters. We then compute the corresponding temperature profiles through the equation of hydrostatic equilibrium and compare them to observational data for some clusters. We find several massive clusters that pass the observational constraints, with integrated masses varying over quite a wide range. The resulting accuracy of the mass estimates is rather poor, the uncertainties larger than what is generally claimed. Despite the fact that the mass profile can be exactly determined mathematically from the temperature and surface brightness profiles, we find that very accurate measurements of both quantities are required to determine the actual mass with moderate accuracy. We argue that the tight constraints on cluster masses previously obtained arise from the fact that a too restricted class of mass density profiles has been investigated so far, without serious physical justification. Applying our procedure to the Perseus and then to the Coma clusters, we find that an improvement of the observational constraints results in a quite modest improvement in the accuracy of the mass estimate. For Coma, using the best current available data, we end up with an uncertainty of a factor of 2 for the mass within the Abell radius. This uncertainty rapidly increases at further radius.
机译:我们研究了从X射线数据得出的星系团质量估计的不确定性,假设集群内气体的流体静力学平衡。使用蒙特卡洛过程,我们生成了质量模型的通用类,允许非常庞大的簇。然后,我们通过静水力平衡方程计算相应的温度曲线,并将其与某些星团的观测数据进行比较。我们发现了几个通过观测约束的大型星团,其综合质量在相当大的范围内变化。质量估计的结果准确性相当差,不确定性比通常要求的要大。尽管可以通过数学方法从温度和表面亮度轮廓准确地确定质量轮廓,但我们发现需要两个量的非常精确的测量值才能以中等精度确定实际质量。我们认为,先前获得的对簇质量的严格限制是由于以下事实:到目前为止,在没有严格的物理理由的情况下,已经对一类质量密度分布图进行了严格限制。将我们的程序应用于英仙座,然后应用于昏迷星团,我们发现观察约束的改善导致质量估计精度的相当适度的改善。对于昏迷来说,使用当前可获得的最佳数据,对于阿贝尔半径内的质量,我们最终的不确定性为2倍。这种不确定性在进一步的半径处迅速增加。

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