Within the scope of Sasaki-Ricci flow we investigate the transverse Kahler structure of the Sasaki-Einstein space T1,1. We consider deformations of the Sasaki structure modifying the contact form but preserving the Reeb vector field. We produce new families of metrics as solutions of the Sasaki-Ricci flow equation on the five-dimensional Sasaki-Einstein space T1,1.Within the scope of Sasaki-Ricci flow we investigate the transverse Kahler structure of the Sasaki-Einstein space T1,1. We consider deformations of the Sasaki structure modifying the contact form but preserving the Reeb vector field. We produce new families of metrics as solutions of the Sasaki-Ricci flow equation on the five-dimensional Sasaki-Einstein space T1,1.