In a solid Banach space,the introduction of a revised limited cluster T1,T2,…,Tm quasi-contractive mapping was done,and proved that under certain conditions,on the{xn}of iterations：xn＋1=（1-α1n）xn＋α1nT1y1n＋u1n,y1n=（1-α2n）xn＋α2nT2y2n＋u2n…,y（m-1）n=（1-αmn）xn＋αmnTmxn＋umn,（m≥2）strong convergence in a finite number of clusters to be compression of the common fixed point of T1,T2,…,Tm.The results of this paper improve and generalize of the latest results of the literature.