Improved Nonlinear Equation Method for Numerical Prediction of Jominy End��Quench Curves
SONG Yue��peng1,2,LIU Guo��quan1,LIU Sheng��xin1,3,LIU Jian��tao1,FENG Cheng��ming2
1. School of Materials Science and Engineering, University of Science and Technology Beijing, Beijing 100083, China; 2. Mechanical and Electronic Engineering College, Shandong Agricultural University, Tai��an 271018, Shandong, China; 3. School of Materials Science and Engineering, Hebei University of Science and Technology, Shijiazhuang 050054, Hebei, China
Improved Nonlinear Equation Method for Numerical Prediction of Jominy End��Quench Curves
SONG Yue��peng1,2,LIU Guo��quan1,LIU Sheng��xin1,3,LIU Jian��tao1,FENG Cheng��ming2
1. School of Materials Science and Engineering, University of Science and Technology Beijing, Beijing 100083, China; 2. Mechanical and Electronic Engineering College, Shandong Agricultural University, Tai��an 271018, Shandong, China; 3. School of Materials Science and Engineering, Hebei University of Science and Technology, Shijiazhuang 050054, Hebei, China
ժҪ Without considering the effects of alloying interaction on the Jominy end��quench curves, the prediction results obtained by YU Bai��hai��s nonlinear equation method for multi��alloying steels were different from those experimental ones reported in literature. Some alloying elements have marked influence on Jominy end��quench curves of steels. An improved mathematical model for simulating the Jominy end��quench curves is proposed by introducing a parameter named alloying interactions equivalent (Le). With the improved model, the Jominy end��quench curves of steels so obtained agree very well with the experimental ones.
Abstract��Without considering the effects of alloying interaction on the Jominy end��quench curves, the prediction results obtained by YU Bai��hai��s nonlinear equation method for multi��alloying steels were different from those experimental ones reported in literature. Some alloying elements have marked influence on Jominy end��quench curves of steels. An improved mathematical model for simulating the Jominy end��quench curves is proposed by introducing a parameter named alloying interactions equivalent (Le). With the improved model, the Jominy end��quench curves of steels so obtained agree very well with the experimental ones.
SONG Yue��peng;LIU Guo��quan;LIU Sheng��xin;LIU Jian��tao;FENG Cheng��ming. Improved Nonlinear Equation Method for Numerical Prediction of Jominy End��Quench Curves[J]. �й������ڿ���, 2007, 14(1): 37-0.
SONG Yue��peng;LIU Guo��quan;LIU Sheng��xin;LIU Jian��tao;FENG Cheng��ming. Improved Nonlinear Equation Method for Numerical Prediction of Jominy End��Quench Curves. Chinese Journal of Iron and Steel, 2007, 14(1): 37-0.
2007, Vol. 14 
