2017
DOI: 10.3847/1538-4357/aa7063
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Calibrating the Planck Cluster Mass Scale with Cluster Velocity Dispersions

Abstract: We measure the Planck cluster mass bias using dynamical mass measurements based on velocity dispersions of a subsample of 17 Planck-detected clusters. The velocity dispersions were calculated using redshifts determined from spectra that were obtained at the Gemini observatory with the GMOS multi-object spectrograph. We correct our estimates for effects due to finite aperture, Eddington bias, and correlated scatter between velocity dispersion and the Planck mass proxy. The result for the mass bias parameter, , … Show more

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Cited by 13 publications
(20 citation statements)
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“…We consider it to be a confirmed cluster, and warn the reader about the larger uncertainty (with respect to most of the remaining sample) in the velocity dispersion measurement and its redshift distribution skewness, which both might indicate an unrelaxed dynamical state. We kept this cluster in our sample in Amodeo et al (2017) because, due to the large uncertainty on the velocity dispersion measurement, it does not significantly weight on our final results. PSZ2 G251.13-78.15 was detected by one method with a S N 4.8 (Planck reliability of 90% ), its redshift distribution has a K-S and an S-W probability of 60% and 20% , respectively, to be Gaussian, and an 3% probability of not being a cluster.…”
Section: Cluster Confirmation and Spectroscopic Redshift Measurementsmentioning
confidence: 99%
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“…We consider it to be a confirmed cluster, and warn the reader about the larger uncertainty (with respect to most of the remaining sample) in the velocity dispersion measurement and its redshift distribution skewness, which both might indicate an unrelaxed dynamical state. We kept this cluster in our sample in Amodeo et al (2017) because, due to the large uncertainty on the velocity dispersion measurement, it does not significantly weight on our final results. PSZ2 G251.13-78.15 was detected by one method with a S N 4.8 (Planck reliability of 90% ), its redshift distribution has a K-S and an S-W probability of 60% and 20% , respectively, to be Gaussian, and an 3% probability of not being a cluster.…”
Section: Cluster Confirmation and Spectroscopic Redshift Measurementsmentioning
confidence: 99%
“…In Figure 2, we show two Gemini/GMOS spectra of galaxies in the cluster PSZ2 G250.04+24.14. The clusters that we followed-up with the Gemini telescopes are listed in Table 2 (see also Table 1 from Amodeo et al 2017). The mass calibration derived from the velocity dispersions of the clusters in this sample is discussed in Amodeo et al (2017), in which we measured the Planck mass bias and constrained the cluster velocity bias.…”
Section: Gemini Observationsmentioning
confidence: 99%
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