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Kriging model is widely used in structural and multidisciplinary optimization.A few algorithms can deal with the expensive objective function and constraint functions,but the computational efficiency of these algorithms has much room for promotion.Considering the case,an Efficient Kriging-based Constrained Optimization (EKCO) algorithm is proposed to handle these functions with limited sample points.The EKCO algorithm contains three phases.In phase 1,a Feasible Region Sampling (FRS) criterion is introduced to determine the feasible region.