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In this article,regularity of the global attractor for atmospheric circulation equations with humidity effect is considered.It is proved that atmospheric circulation equations with humidity effect possess a global attractor in Hk(Ω,R4) for any k ≥ 0,which attracts any bounded set of Hk(Ω,R4) in the Hk-norm.The result is established by means of an iteration technique and regularity estimates for the linear semigroup of operator,together with a classical existence theorem of global attractor.