Modelling and experimental study of the bainitic transformation, residual stresses and deformations in the quenching process of middle alloyed steel parts

被引:3
作者
Veaux, M
Denis, S
Archambault, P
机构
[1] Ecole Mines, LSG2M, UMR 7584 CNRS, INPL, F-54042 Nancy, France
[2] Sci & Comp Conultants, F-42100 St Etienne, France
来源
JOURNAL DE PHYSIQUE IV | 2004年 / 120卷
关键词
D O I
10.1051/jp4:2004120083
中图分类号
O4 [物理学];
学科分类号
0702 ;
摘要
Big efforts have been made these last twenty years in order to model the behaviour of steel parts in heat treatment processes [1]. Models for microstructural evolutions during continuous cooling, coupled with thermomechanical calculations do exist, but complete experimental validations of these models are still necessary. Here, we mainly present a complete experimental validation procedure from the scale of small homogeneous specimen to the scale of massive pieces with thermal gradients. Comparisons between experimental and calculated results (transformation kinetics and thermomechanical behaviour) are presented first. Then, massive cylinders quenched in air, cold oil and cold water are considered and numerical simulation results in terms of microstructure distributions, residual stresses and deformation are compared to experimental ones. The whole Study concerns more specifically the bainitic transformation of a middle alloyed steel and it is shown that the effect of internal stresses oil the transformation kinetics is a first order parameter in order to predict correctly microstructural gradients developed in a quenched part.
引用
收藏
页码:719 / 726
页数:8
相关论文
共 15 条
[1]  
BHADESHIA HKDH, 1991, MATER SCI TECH SER, V7, P686, DOI 10.1179/026708391790184915
[2]  
CHADESHIA HKD, 1992, I MAT, P292
[3]   Prediction of residual stress and distortion of ferrous and non-ferrous metals: Current status and future developments [J].
Denis S. ;
Archambault P. ;
Gautier E. ;
Simon A. ;
Beck G. .
Journal of Materials Engineering and Performance, 2002, 11 (01) :92-102
[4]   Modelling of phase transformation kinetics in steels and coupling with heat treatment residual stress predictions [J].
Denis, S ;
Archambault, P ;
Aubry, C ;
Mey, A ;
Louin, JC ;
Simon, A .
JOURNAL DE PHYSIQUE IV, 1999, 9 (P9) :323-332
[5]   Considering stress-phase transformation interactions in the calculation of heat treatment residual stresses [J].
Denis, S .
JOURNAL DE PHYSIQUE IV, 1996, 6 (C1) :159-174
[6]   MATHEMATICAL-MODELING OF TRANSFORMATION PLASTICITY IN STEELS .1. CASE OF IDEAL-PLASTIC PHASES [J].
LEBLOND, JB ;
DEVAUX, J ;
DEVAUX, JC .
INTERNATIONAL JOURNAL OF PLASTICITY, 1989, 5 (06) :551-572
[7]   MATHEMATICAL-MODELING OF TRANSFORMATION PLASTICITY IN STEELS .2. COUPLING WITH STRAIN-HARDENING PHENOMENA [J].
LEBLOND, JB .
INTERNATIONAL JOURNAL OF PLASTICITY, 1989, 5 (06) :573-591
[8]  
QUIDORT D, 1999, THESIS I NATIONAL PO
[9]  
REES GI, 1992, MATER SCI TECH SER, V8, P985, DOI 10.1179/026708392790409842
[10]   Effect of tensile stresses on bainitic isothermal transformation [J].
Su, TJ ;
Veaux, M ;
Aeby-Gautier, E ;
Denis, S ;
Brien, V ;
Archambault, P .
JOURNAL DE PHYSIQUE IV, 2003, 112 :293-296