Author:
Hu Zhong,Parker Anthony P.
Abstract
AbstractAutofrettage processes allow engineers to reduce the thickness of thick-walled cylinders or components in high-pressure applications without sacrificing strength, life, or safety. However, during the autofrettage process, residual stresses will be generated due to plastic deformation. The complex tube material behavior is dominated by the Bauschinger effect. A better understanding and accurate prediction of the residual stress field is critical, which will enable better piping design strategies to minimize deformation and stresses under operating conditions. This study aims to predict and analyze residual stresses resulting from hydraulic re-autofrettage of a swage-autofrettaged thick-walled cylinder by computer modeling. A case study was performed on a thick-walled cylinder of A723 alloy with a radial interference of 2.5%. In order to investigate the effect of the chosen material constitutive representation, results based on the true material constitutive model were compared with the simplified prevalent material model of bi-linear kinematic strain hardening. Computer implementation for the true material was via a user-developed subroutine that incorporates the complex Bauschinger effect. The results indicate that an accurate material constitutive representation is crucial for better and more accurate prediction and understanding of residual stresses induced by autofrettage processes. Computer modeling based on the true material constitutive representation will likely prove to be a powerful tool for the design of autofrettage processes in general and thick-walled cylinders in particular.
Publisher
Springer Science and Business Media LLC
Reference14 articles.
1. B.N. Phalguna, Stress and Failure Analysis of Thick Walled Cylinder with Oblique Hole, Int. J. Eng. Res. Technol., 2017, 6(8), p 36–45.
2. A.B. Ayob, M.N. Tamin, M.K. Elbasheer, Pressure Limits of Thick-Walled Cylinders. In: Proceedings of the International Multiconference of Engineers and Computer Scientists IMECS2009, Vol II, 18–20 March 2009, Hong Kong, pp. 1649–1654.
3. A. Stacey and G.A. Webster, Determination of Residual Stress Distributions in Autofrettaged Tubing, Int. J. Pressure Vessel Piping, 1988, 31, p 205–220.
4. Z. Hu, Design of Two-Pass Swage Autofrettage Processes of Thick-Walled Cylinders by Computer Modeling, Proc. IMechE Part C J. Mech. Eng. Sci., 2019, 233(4), p 1312–1333.
5. Z. Hu and A.P. Parker, Use of a True Material Constitutive Model for Stress Analysis of a Swage Autofrettaged Tube Including ASME Code Comparison, J. Pressure Vessel Technol., 2022, 144(2), p 024502.