Research Article
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Year 2021, Volume: 5 Issue: 3, 435 - 443, 15.12.2021
https://doi.org/10.35860/iarej.934544

Abstract

References

  • 1. Zeng, J., Z. Liu, and H. Champliaud, FEM dynamic simulation and analysis of the roll-bending process for forming a conical tube, Journal of Materials Processing Technology, 2008. 198: p. 330–343.
  • 2. Gandhi, A.H. and H.K. Raval, Analytical and empirical modeling of top roller position for three-roller cylindrical bending of plates and its experimental verification, Journal of Materials Processing Technology, 2008. 197: p. 268–278.
  • 3. Salem, J., H. Champliaud, Z. Feng, and T.M. Dao, Experimental analysis of an asymmetrical three-roll bending process, International Journal of Advanced Manufacturing Technology, 2016. 83: p. 1823–1833.
  • 4. Feng, Z. and H. Champliaud, Modeling and simulation of asymmetrical three-roll bending process, Simulation Modelling Practice and Theory, 2011. 19: p. 1913–1917.
  • 5. Shinkin, V.N., Asymmetric three-roller sheet-bending systems in steel-pipe production, Steel in Translation, 2017. 47 p. 235–240.
  • 6. Wang, Y., X. Zhu, Q. Wang, and X. Cui, Research on multi-roll roll forming process of thick plate, International Journal of Advanced Manufacturing Technology, 2019. 102 p. 17–26.
  • 7. Wu, K., Y. Sun, C. Cao, C. Zhou, Q. Liu, and X. Chang, On Simulation Analysis of Plate Forming and Deformation Compensation Technology of the side roll for Four-roll Plate Bending Machine, Procedia Engineering, 2017. 207: p. 1617–1622.
  • 8. Hua, M., K. Baines, and D.H. Sansome, Design and Performance Considerations of the Continuos Four-roll Bender: A Precision Machine for the Roller Bending of Plates, Progress in Precision Engineering, 1991. p. 277–289.
  • 9. Chudasama, M.K. and H.K. Raval, Bending force prediction for dynamic roll-bending during 3-roller conical bending process, Journal of Manufacturing Processes, 2014. 16: p. 284–295.
  • 10. Fu, Z., X. Tian, W. Chen and B. Hu, Analytical modeling and numerical simulation for three-roll bending forming of sheet metal, Int J Adv Manuf Technol, 2013. p. 1639–1647.
  • 11. Tailor, V.K., A.H. Gandhi, R.D. Moliya and H.K. Raval, Finite Element Analysis of Deformed Geometry in Three Roller Plate Bending Process, in: International Manufacturing Science and Engineering Conference MSEC2008, Evanston, IL,USA, 2018: p. 1–8.
  • 12. Zhigulev, G.P., M.N. Skripalenk, V.A. Fadeev, and M.M. Skripalenko, Modeling of Deformation Zone during Plate Stock Molding in Three-Roll Plate Bending Machine, Metallurgist, 2020. 64: p. 348–355.
  • 13. Amiolemhen, P.E. and J.K. Abiegbe, Design and Fabrication of a Three - Rolls Plate Bending Machine, Innovative Systems Design and Engineering, 2019. 10: p. 31–41.
  • 14. Boazu, I., D. and F. Stan, Estimating of bending force and curvature of the bending plate in a three‐roller bending system using finite element simulation and analytical modeling, Materials, 2021. 14: p 1–16.
  • 15. Gavrilescu, I. and D. Boazu, Simulation of Roll Bending with Three Rollers Pyramid System Using FEM, 2017. p. 21–28.
  • 16. Tran, Q.H., H. Champliaud, Z. Feng, and T.M. Dao, Analysis of the asymmetrical roll bending process through dynamic FE simulations and experimental study, International Journal of Advanced Manufacturing Technolog, 2014. 75: p. 1233–1244.
  • 17. Burchitz, I., Springback: improvement of its predictability: Literature study report, 2005. p. 49–62. 18. ANSYS/LS-DYNA Help, (2018).
  • 19. Quan, T.H., H. Champliaud, Z. Feng, J. Salem, D.T. My, Heat-assisted roll-bending process dynamic simulation, International Journal of Modelling and Simulation, 2013. 33 p. 54–62.
  • 20. Salem, J., ©Tous droits réservés, Jamel Salem, 2012.
  • 21. G. Yu, J. Zhao, C. Xu, Development of a symmetrical four-roller bending process, International Journal of Advanced Manufacturing Technology, 2019. 104: p. 4049–4061.
  • 22. Quan, T.H., H. Champliaud, Z. Feng, and D. Thien-My, Dynamic analysis of a workpiece deformation in the roll bending process by FEM simulation, 24th European Modeling and Simulation Symposium, EMSS 2012. p. 477–482.
  • 23. Lin, Y.H. and M. Hua, Influence of strain hardening on continuous plate roll-bending process, International Journal of Non-Linear Mechanics, 2000. 35: p. 883–896.
  • 24. Hua, M., I.M. Cole, K. Baines, and K.P. Rao, A formulation for determining the single-pass mechanics of the continuous four-roll thin plate bending process, Journal of Materials Processing Technology, 1997. 67: p. 189–194.
  • 25. Hua, M., K. Baines, and I.M. Cole, Continuous four-roll plate bending: A production process for the manufacture of single seamed tubes of large and medium diameters, International Journal of Machine Tools and Manufacture. 1999. 39: p. 905–935.
  • 26. Wagoner, R.H., J.F. Wang, M. Li, and T. Ohio, Springback, 2006. p. 1–23.

Explicit dynamics finite element analyses of asymmetrical roll bending process

Year 2021, Volume: 5 Issue: 3, 435 - 443, 15.12.2021
https://doi.org/10.35860/iarej.934544

Abstract

In this article, results obtained from a preliminary study that contains a set of explicit dynamics finite element analyses of a metal plate bending process are presented through 3D asymmetrical three roller models. ANSYS Ls-Dyna explicit dynamics finite element (ED-FEA) preprocessor and solver were used to carry out dynamic simulations. Explicit dynamics of a low-velocity process such as the roll-bending of a metal plate is a computationally expensive method. Since plastic deformation occurs on the plate in addition to elastic flexure to eventually possess a circular geometry, the plate material is considered a non-linear material. In this particular study, an aluminum plate was modeled with the Bilinear Kinematic Hardening model including plasticity parameters such as the tangent modulus. A very significant parameter called the mass scaling factor was taken into account to be able to define a specific time-step that was used to determine the computation time interval and the total temporal cost. However, exaggerated reduction of the computation time results in unphysical consequences. The results were presented before and after redesigning the lower and side rolls having a convex geometry and the peripheral velocity of upper roll rotation was decreased to minimize the distortion that occurred on the pre-bent side walls of the aluminum plate.

References

  • 1. Zeng, J., Z. Liu, and H. Champliaud, FEM dynamic simulation and analysis of the roll-bending process for forming a conical tube, Journal of Materials Processing Technology, 2008. 198: p. 330–343.
  • 2. Gandhi, A.H. and H.K. Raval, Analytical and empirical modeling of top roller position for three-roller cylindrical bending of plates and its experimental verification, Journal of Materials Processing Technology, 2008. 197: p. 268–278.
  • 3. Salem, J., H. Champliaud, Z. Feng, and T.M. Dao, Experimental analysis of an asymmetrical three-roll bending process, International Journal of Advanced Manufacturing Technology, 2016. 83: p. 1823–1833.
  • 4. Feng, Z. and H. Champliaud, Modeling and simulation of asymmetrical three-roll bending process, Simulation Modelling Practice and Theory, 2011. 19: p. 1913–1917.
  • 5. Shinkin, V.N., Asymmetric three-roller sheet-bending systems in steel-pipe production, Steel in Translation, 2017. 47 p. 235–240.
  • 6. Wang, Y., X. Zhu, Q. Wang, and X. Cui, Research on multi-roll roll forming process of thick plate, International Journal of Advanced Manufacturing Technology, 2019. 102 p. 17–26.
  • 7. Wu, K., Y. Sun, C. Cao, C. Zhou, Q. Liu, and X. Chang, On Simulation Analysis of Plate Forming and Deformation Compensation Technology of the side roll for Four-roll Plate Bending Machine, Procedia Engineering, 2017. 207: p. 1617–1622.
  • 8. Hua, M., K. Baines, and D.H. Sansome, Design and Performance Considerations of the Continuos Four-roll Bender: A Precision Machine for the Roller Bending of Plates, Progress in Precision Engineering, 1991. p. 277–289.
  • 9. Chudasama, M.K. and H.K. Raval, Bending force prediction for dynamic roll-bending during 3-roller conical bending process, Journal of Manufacturing Processes, 2014. 16: p. 284–295.
  • 10. Fu, Z., X. Tian, W. Chen and B. Hu, Analytical modeling and numerical simulation for three-roll bending forming of sheet metal, Int J Adv Manuf Technol, 2013. p. 1639–1647.
  • 11. Tailor, V.K., A.H. Gandhi, R.D. Moliya and H.K. Raval, Finite Element Analysis of Deformed Geometry in Three Roller Plate Bending Process, in: International Manufacturing Science and Engineering Conference MSEC2008, Evanston, IL,USA, 2018: p. 1–8.
  • 12. Zhigulev, G.P., M.N. Skripalenk, V.A. Fadeev, and M.M. Skripalenko, Modeling of Deformation Zone during Plate Stock Molding in Three-Roll Plate Bending Machine, Metallurgist, 2020. 64: p. 348–355.
  • 13. Amiolemhen, P.E. and J.K. Abiegbe, Design and Fabrication of a Three - Rolls Plate Bending Machine, Innovative Systems Design and Engineering, 2019. 10: p. 31–41.
  • 14. Boazu, I., D. and F. Stan, Estimating of bending force and curvature of the bending plate in a three‐roller bending system using finite element simulation and analytical modeling, Materials, 2021. 14: p 1–16.
  • 15. Gavrilescu, I. and D. Boazu, Simulation of Roll Bending with Three Rollers Pyramid System Using FEM, 2017. p. 21–28.
  • 16. Tran, Q.H., H. Champliaud, Z. Feng, and T.M. Dao, Analysis of the asymmetrical roll bending process through dynamic FE simulations and experimental study, International Journal of Advanced Manufacturing Technolog, 2014. 75: p. 1233–1244.
  • 17. Burchitz, I., Springback: improvement of its predictability: Literature study report, 2005. p. 49–62. 18. ANSYS/LS-DYNA Help, (2018).
  • 19. Quan, T.H., H. Champliaud, Z. Feng, J. Salem, D.T. My, Heat-assisted roll-bending process dynamic simulation, International Journal of Modelling and Simulation, 2013. 33 p. 54–62.
  • 20. Salem, J., ©Tous droits réservés, Jamel Salem, 2012.
  • 21. G. Yu, J. Zhao, C. Xu, Development of a symmetrical four-roller bending process, International Journal of Advanced Manufacturing Technology, 2019. 104: p. 4049–4061.
  • 22. Quan, T.H., H. Champliaud, Z. Feng, and D. Thien-My, Dynamic analysis of a workpiece deformation in the roll bending process by FEM simulation, 24th European Modeling and Simulation Symposium, EMSS 2012. p. 477–482.
  • 23. Lin, Y.H. and M. Hua, Influence of strain hardening on continuous plate roll-bending process, International Journal of Non-Linear Mechanics, 2000. 35: p. 883–896.
  • 24. Hua, M., I.M. Cole, K. Baines, and K.P. Rao, A formulation for determining the single-pass mechanics of the continuous four-roll thin plate bending process, Journal of Materials Processing Technology, 1997. 67: p. 189–194.
  • 25. Hua, M., K. Baines, and I.M. Cole, Continuous four-roll plate bending: A production process for the manufacture of single seamed tubes of large and medium diameters, International Journal of Machine Tools and Manufacture. 1999. 39: p. 905–935.
  • 26. Wagoner, R.H., J.F. Wang, M. Li, and T. Ohio, Springback, 2006. p. 1–23.
There are 25 citations in total.

Details

Primary Language English
Subjects Engineering, Mechanical Engineering, Materials Engineering (Other)
Journal Section Research Articles
Authors

Tuncay Kamaş 0000-0002-4623-5732

Müfit Sarıkaya 0000-0002-0413-6146

Publication Date December 15, 2021
Submission Date May 24, 2021
Acceptance Date October 14, 2021
Published in Issue Year 2021 Volume: 5 Issue: 3

Cite

APA Kamaş, T., & Sarıkaya, M. (2021). Explicit dynamics finite element analyses of asymmetrical roll bending process. International Advanced Researches and Engineering Journal, 5(3), 435-443. https://doi.org/10.35860/iarej.934544
AMA Kamaş T, Sarıkaya M. Explicit dynamics finite element analyses of asymmetrical roll bending process. Int. Adv. Res. Eng. J. December 2021;5(3):435-443. doi:10.35860/iarej.934544
Chicago Kamaş, Tuncay, and Müfit Sarıkaya. “Explicit Dynamics Finite Element Analyses of Asymmetrical Roll Bending Process”. International Advanced Researches and Engineering Journal 5, no. 3 (December 2021): 435-43. https://doi.org/10.35860/iarej.934544.
EndNote Kamaş T, Sarıkaya M (December 1, 2021) Explicit dynamics finite element analyses of asymmetrical roll bending process. International Advanced Researches and Engineering Journal 5 3 435–443.
IEEE T. Kamaş and M. Sarıkaya, “Explicit dynamics finite element analyses of asymmetrical roll bending process”, Int. Adv. Res. Eng. J., vol. 5, no. 3, pp. 435–443, 2021, doi: 10.35860/iarej.934544.
ISNAD Kamaş, Tuncay - Sarıkaya, Müfit. “Explicit Dynamics Finite Element Analyses of Asymmetrical Roll Bending Process”. International Advanced Researches and Engineering Journal 5/3 (December 2021), 435-443. https://doi.org/10.35860/iarej.934544.
JAMA Kamaş T, Sarıkaya M. Explicit dynamics finite element analyses of asymmetrical roll bending process. Int. Adv. Res. Eng. J. 2021;5:435–443.
MLA Kamaş, Tuncay and Müfit Sarıkaya. “Explicit Dynamics Finite Element Analyses of Asymmetrical Roll Bending Process”. International Advanced Researches and Engineering Journal, vol. 5, no. 3, 2021, pp. 435-43, doi:10.35860/iarej.934544.
Vancouver Kamaş T, Sarıkaya M. Explicit dynamics finite element analyses of asymmetrical roll bending process. Int. Adv. Res. Eng. J. 2021;5(3):435-43.



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