Strain component due to grain-boundary sliding was attempted to separate from creep and creep- fatigue deformation in order to evaluate creep damage as the function of the accumulation of grain-boundary sliding. It was supposed that inelastic strain is composed of 4 components i. e.εgb, εpl, εcr andεdp, where εgb is the strain due to grain-boundary sliding, εpl is plastic strain, εcr is creep strain and εdp is some inelastic strain categorized between εpl and εcr. Considering the inequality of each strain component and the inner stresses due to inharmonious values of components, the equations were devised by trial and error to simulate the creep and creep-fatigue behavior. The result of simulation with the evaluation of creep damage by εgb shows good agreement with the result of experiment in creep deformation, creep-fatigue deformation and creep rupture behavior, but the agreement with creep-fatigue failure behavior of experiment is not enough. This may suggest that creep damage is not only the function of sliding of grain-boundary but also the function of normal stress.