Based on the framework of continuum damage mechanics (CDM)

mechanical properties of jointed rock mass are characterized by using damage tensor and the effective stress. A numerical code named CD-FEM is developed to study the equivalent mechanical behaviour of rock mass. To investigate the uncertainty mechanical behavior of jointed rock mass

random input fields are represented using the Karhunen-Loeve expansion

and random output fields are expressed by polynomial chaos expansions. Probabilistic collocation method is used to generate collocations

and then the numerical code CD-FEM is adopted to solve the deterministic equations. Finally the output domain statistical results are obtained

from which a method for uncertainty analysis of jointed rock mass is proposed by the coupling of random analysis and CDM-based finite element method. The uncertainty analysis of mechanical behaviour of a typical jointed rock mass under external loading is conducted by this method. The computational efficiency of the proposed method is improved to a greater extent than that of the Monte-Carlo method. The developed method can be used to analyze efficiently the uncertainty of mechanical behavior of jointed rock mass under different loading conditions.