Abstract

We use the shear catalog from the CFHT Stripe-82 Survey to measure the subhalo masses of satellite galaxies in redMaPPer clusters. Assuming a Chabrier Initial Mass Function (IMF) and a truncated NFW model for the subhalo mass distribution, we find that the sub-halo mass to galaxy stellar mass ratio increases as a function of projected halo-centric radius rpr_p, from Msub/Mstar=4.43−2.23+6.63M_{\rm sub}/M_{\rm star}=4.43^{+ 6.63}_{- 2.23} at rp∈[0.1,0.3]r_p \in [0.1,0.3] h−1Mpch^{-1}Mpc to Msub/Mstar=75.40−19.09+19.73M_{\rm sub}/M_{\rm star}=75.40^{+ 19.73}_{- 19.09} at rp∈[0.6,0.9]r_p \in [0.6,0.9] h−1Mpch^{-1}Mpc. We also investigate the dependence of subhalo masses on stellar mass by splitting satellite galaxies into two stellar mass bins: 10<log⁡(Mstar/Msun)<10.510<\log(M_{\rm star}/M_{\rm sun})<10.5 and 11<log⁡(Mstar/Msun)<1211<\log(M_{\rm star}/M_{\rm sun})<12. The best-fit subhalo mass of the more massive satellite galaxy bin is larger than that of the less massive satellites: log⁡(Msub/Msun)=11.14−0.73+0.66\log(M_{\rm sub}/M_{\rm sun})=11.14 ^{+ 0.66 }_{- 0.73} (Msub/Mstar=19.5−17.9+19.8M_{\rm sub}/M_{\rm star}=19.5^{+19.8}_{-17.9}) versus log⁡(Msub/Msun)=12.38−0.16+0.16\log(M_{\rm sub}/M_{\rm sun})=12.38 ^{+ 0.16 }_{- 0.16} (Msub/Mstar=21.1−7.7+7.4M_{\rm sub}/M_{\rm star}=21.1^{+7.4}_{-7.7}).

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