In this paper, we show existence of white noise solutions for weak formulations of modified Surface Quasi-Geostrophic (mSQG) equations. Based on previous results ([9]) on white noise solutions for mSQG equations on the torus T 2 , we show a similar result for the whole space R 2 by letting the volume of the torus go to infinity and applying compactness methods (Skorokhod's theorem).