Abstract
One of the modest methods in producing seamless rings is the radial-axial rolling process. Modeling the guide and conical rolls and calculating their respective forces are essential in the simulation of the radial-axial rolling process. The main objective of the present study is to propose a novel approach in the modeling of guide and conical rolls used in the radial-axial ring rolling process. The parts dedicated to the simulation of the process are two complicate formed rings made of Ti-6Al-4 V alloy. To validate the results obtained via the simulation, practical experiments were carried out in which a simple ring made of aluminum alloy was rolled, and practical results were compared with simulation results. Comparing the results shows a proper agreement between simulation and practical results. Consequently, the obtained radial and axial forces and moments from the simulated process can be used to select proper machine tools for the purpose of mainly producing two complicate formed rings.
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References
Allwood JM (2007) A structured search for novel manufacturing processes leading to a periodic table of ring rolling machines. J Mech Design 129:502–511
Joun MS, Chung JH, Shivpuri R (1998) An axisymmetric forging approach to preform design in ring rolling using a rigid-viscoplastic finite element method. Int J Mach Tool Manuf 38:1183–1191
Qian D, Zhang Z, Hua L (2013) An advanced manufacturing method for thick-wall and deep-groove ring—combined ring rolling. J Mater Process Tech 213:1258–1267
Yang DY, Ryoo JS (1987) An investigation into the relationship between torque and load in ring rolling. J Eng Ind 109:190–196
Hua L, Qian D, Pan L (2008) Analysis of plastic penetration in process of groove ball-section ring rolling. J Mech Sci Technol 22:1374–1382
Song JL, Dowson AL, Jacobs MH, Brooks J, Beden I (2002) Coupled thermo-mechanical finite-element modelling of hot ring rolling process. J Mater Process Tech 121:332–340
Kim KH, Suk HG, Huh MY (2007) Development of the profile ring rolling process for large slewing rings of alloy steels. J Mater Process Tech 187–188:730–733
Chabin D, Emptas PY, Bouzaiane M (2007) Numerical simulation of ring rolling process—application to superalloy 718 parts. AIP Conf Proc 907:1366–1371
Moon HK, Lee MC, Joun MS (2008) Predicting polygonal-shaped defects during hot ring rolling using a rigid-viscoplastic finite element method. Int J Mech Sci 50:306–314
Qian D, Hua L, Pan L (2009) Research on gripping conditions in profile ring rolling of raceway groove. J Mater Process Tech 209:2794–2802
Hua L, Pan L, Lan J (2009) Researches on the ring stiffness condition in radial-axial ring rolling. J Mater Process Tech 209:2570–2575
Han X, Hua L, Zhou G, Lu B, Wang X (2014) FE simulation and experimental research on cylindrical ring rolling. J Mater Process Tech 214:1245–1258
Wang ZW, Zeng SQ, Yang XH, Cheng C (2007) The key technology and realization of virtual ring rolling. J Mater Process Tech 182:374–381
Yang H, Guo L, Zhan M, Sun Z (2006) Research on the influence of material properties on cold ring rolling processes by 3D-FE numerical simulation. J Mater Process Tech 177:634–638
Zhou G, Hua L, Qian D, Shi D, Li H (2012) Effects of axial rolls motions on radial–axial rolling process for large-scale alloy steel ring with 3D coupled thermo-mechanical FEA. Int J Mech Sci 59:1–7
Zhou G, Hua L, Lan J, Qian D (2010) FE analysis of coupled thermo-mechanical behaviors in radial–axial rolling of alloy steel large ring. Comput Mater Sci 50:65–76
Anjami N, Basti A (2010) Investigation of rolls size effects on hot ring rolling process by coupled thermo-mechanical 3D-FEA. J Mater Process Tech 210:1364–1377
Zhou G, Hua L, Qian D (2011) 3D coupled thermo-mechanical FE analysis of roll size effects on the radial–axial ring rolling process. Comput Mater Sci 50:911–924
Zhu S, Yang H, Guo L, Hu L, Chen X (2014) Research on the effects of coordinate deformation on radial-axial ring rolling process by FE simulation based on in-process control. Int J Adv Manuf Tech 72:57–68
Lee KH, Kim BM (2013) Advanced feasible forming condition for reducing ring spreads in radial–axial ring rolling. Int J Mech Sci 76:21–32
Zhou P, Zhang L, Gu S, Ruan J, Teng L (2014) Mathematic modeling and FE simulation of radial-axial ring rolling large L-section ring by shape axial roll. Int J Adv Manuf Tech 72:729–738
Li Q, Ma Z, Liu T, Li F, Wei Z, Su C (2014) 3D thermomechanically coupled FEM analysis of large disk rolling process and trial production. Int J Adv Manuf Tech 74:403–411
Han X, Hua L (2014) Effect of friction on combined radial and axial ring rolling process. Tribol Int 73:117–127
Wang X, Hua L (2011) Analysis of guide modes in vertical hot ring rolling and their effects on the ring’s dimensional precision using FE method. J Mech Sci Technol 25:655–662
Wang X, Hua L, Han X, Wang X, Wang D, Liu Y (2014) Numerical simulation and experimental study on geometry variations and process control method of vertical hot ring rolling. Int J Adv Manuf Tech 73:389–398
Li L, Yang H, Guo L, Sun Z (2008) A control method of guide rolls in 3D-FE simulation of ring rolling. J Mater Process Tech 205:99–110
Li L, Li X, Liu J, He Z (2013) Modeling and simulation of cold rolling process for double groove ball-section ring. Int J Adv Manuf Tech 69:1717–1729
Wang M, Yang H, Sun ZC, Guo LG (2009) Analysis of coupled mechanical and thermal behaviors in hot rolling of large rings of titanium alloy using 3D dynamic explicit FEM. J Mater Process Tech 209:3384–3395
Wang M, Yang H, Sun Z, Guo L, Ou X (2006) Dynamic explicit FE modeling of hot ring rolling process. T Nonferr Metal Soc 16:1274–1280
Forouzan MR, Salimi M, Gadala MS, Aljawi AA (2003) Guide roll simulation in FE analysis of ring rolling. J Mater Process Tech 142:213–223
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Salem, M., Heydari, M. A new approach in modeling of guide and conical rolls in the ring rolling process. Int J Adv Manuf Technol 81, 1831–1843 (2015). https://doi.org/10.1007/s00170-015-7212-1
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DOI: https://doi.org/10.1007/s00170-015-7212-1