2 research outputs found

    TDCOSMO. XIII. Improved Hubble constant measurement from lensing time delays using spatially resolved stellar kinematics of the lens galaxy

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    peer reviewedStrong-lensing time delays enable measurement of the Hubble constant (H0H_{0}) independently of other traditional methods. The main limitation to the precision of time-delay cosmography is mass-sheet degeneracy (MSD). Some of the previous TDCOSMO analyses broke the MSD by making standard assumptions about the mass density profile of the lens galaxy, reaching 2% precision from seven lenses. However, this approach could potentially bias the H0H_0 measurement or underestimate the errors. In this work, for the first time, we break the MSD using spatially resolved kinematics of the lens galaxy in RXJ1131−-1231 obtained from the Keck Cosmic Web Imager spectroscopy, in combination with previously published time delay and lens models derived from Hubble Space Telescope imaging. This approach allows us to robustly estimate H0H_0, effectively implementing a maximally flexible mass model. Following a blind analysis, we estimate the angular diameter distance to the lens galaxy Dd=865−81+85D_{\rm d} = 865_{-81}^{+85} Mpc and the time-delay distance DΔt=2180−271+472D_{\Delta t} = 2180_{-271}^{+472} Mpc, giving H0=77.1−7.1+7.3H_0 = 77.1_{-7.1}^{+7.3} km s−1^{-1} Mpc−1^{-1} - for a flat Λ\Lambda cold dark matter cosmology. The error budget accounts for all uncertainties, including the MSD inherent to the lens mass profile and the line-of-sight effects, and those related to the mass-anisotropy degeneracy and projection effects. Our new measurement is in excellent agreement with those obtained in the past using standard simply parametrized mass profiles for this single system (H0=78.3−3.3+3.4H_0 = 78.3^{+3.4}_{-3.3} km s−1^{-1} Mpc−1^{-1}) and for seven lenses (H0=74.2−1.6+1.6H_0 = 74.2_{-1.6}^{+1.6} km s−1^{-1} Mpc−1^{-1}), or for seven lenses using single-aperture kinematics and the same maximally flexible models used by us (H0=73.3−5.8+5.8H_0 = 73.3^{+5.8}_{-5.8} km s−1^{-1} Mpc−1^{-1}). This agreement corroborates the methodology of time-delay cosmography
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