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In this paper we study contact CR products and contact CRwarped products (in the sense of B. Y. Chen 19) in Sasakian manifolds. We show that a contact CR submanifold M of a Sasakian manifold with D and with parallel f -structure P is a CR-product of an integral curve of and a -antiinvariant submanifold of M . If M is a strictly proper contact CR-product in S 7 with B = 6, then M is the Riemannian product between S 3 and S 1 and up to a rigid transformation of R 8 the embedding is given by r :
Marian Ioan Munteanu (Sat,) studied this question.