“…An analytical solution of the swage autofrettage of a constant cross-section cylinder is possible only using simplified material models, such as an elasticperfectly-plastic or a bilinear elastic-plastic model, and is only capable for an internal pressurized autofrettage process which is undergoing uniform deformation for an axi-symmetric model. [8][9][10][11][12][13]16,21,27,30,33 However, deformation in a swage autofrettage process is localized and dynamic with the Bauschinger effect, which in turn affects the residual stress developed. 12,17,[21][22][23]30,[34][35][36][37][38][39][40][41][42][43][44][45][46] Furthermore, for a twopass swage autofrettage process, the deformation induced by the second pass is based on the deformation generated by the first pass and is deformation history dependent.…”