Jackson Neal
Jodrell Bank Centre for Astrophysics School of Physics and Astronomy, University of Manchester, Turing Building, Manchester, M13 9PL UK.
Living Rev Relativ. 2015;18(1):2. doi: 10.1007/lrr-2015-2. Epub 2015 Sep 24.
I review the current state of determinations of the Hubble constant, which gives the length scale of the Universe by relating the expansion velocity of objects to their distance. There are two broad categories of measurements. The first uses individual astrophysical objects which have some property that allows their intrinsic luminosity or size to be determined, or allows the determination of their distance by geometric means. The second category comprises the use of all-sky cosmic microwave background, or correlations between large samples of galaxies, to determine information about the geometry of the Universe and hence the Hubble constant, typically in a combination with other cosmological parameters. Many, but not all, object-based measurements give values of around 72-74 km s Mpc, with typical errors of 2-3 km s Mpc. This is in mild discrepancy with CMB-based measurements, in particular those from the satellite, which give values of 67-68 km s Mpc and typical errors of 1-2 km s Mpc. The size of the remaining systematics indicate that accuracy rather than precision is the remaining problem in a good determination of the Hubble constant. Whether a discrepancy exists, and whether new physics is needed to resolve it, depends on details of the systematics of the object-based methods, and also on the assumptions about other cosmological parameters and which datasets are combined in the case of the all-sky methods.
我回顾了哈勃常数测定的当前状态,哈勃常数通过将天体的退行速度与其距离相关联来给出宇宙的长度尺度。测量方法主要有两大类。第一类使用具有某些特性的单个天体物理对象,这些特性允许确定其固有光度或大小,或者通过几何方法确定其距离。第二类包括利用全天宇宙微波背景或星系大样本之间的相关性,来确定有关宇宙几何形状的信息,从而确定哈勃常数,通常是与其他宇宙学参数结合使用。许多(但不是全部)基于天体的测量给出的值约为72 - 74千米每秒每百万秒差距,典型误差为2 - 3千米每秒每百万秒差距。这与基于宇宙微波背景的测量结果存在轻微差异,特别是来自[卫星名称未给出]卫星的测量结果,其给出的值为67 - 68千米每秒每百万秒差距,典型误差为1 - 2千米每秒每百万秒差距。剩余系统误差的大小表明,在精确测定哈勃常数时,准确性而非精度才是剩余的问题。是否存在差异以及是否需要新物理来解决它,取决于基于天体方法的系统误差细节,也取决于关于其他宇宙学参数的假设以及在全天方法中哪些数据集被组合在一起。