In the present paper, we introduce a weaker version of normal space called tamely normal. We will prove that tamely normal space is a property, which is implied by normal space. We prove that tamely normal space is a topological property and it is a hereditary property with respect to closed domain subspace. The relationships among normal, η*-normal, almost normal, quasi normal, mildly normal, -normal are investigated. Moreover, we obtain some characterizations of tamely normal spaces.