Mathematical Model for Growth of Inclusion in Deoxidization on the Basis of Unreacted Core Model
WU Suzhou,ZHANG Jiongming
作者信息+
Metallurgical and Ecological Engineering School, University of Science and Technology Beijing, Beijing 100083, China
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Mathematical Model for Growth of Inclusion in Deoxidization on the Basis of Unreacted Core Model
WU Suzhou,ZHANG Jiongming
Author information+
Metallurgical and Ecological Engineering School, University of Science and Technology Beijing, Beijing 100083, China
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文章历史+
收稿日期
修回日期
出版日期
1900-01-01
1900-01-01
2008-12-15
发布日期
1900-01-01
摘要
Controlling inclusion composition, from the point of view of thermodynamics, only explains the probability and limit of reaction. However, kinetics makes the nucleation and the velocity of growth of inclusions clear, and these kinetic factors are very important to the quality of slab. The basic kinetic theory of unreacted core model was used to build the mathematical model for the growth of inclusions and the concerned software was developed through Visual Basic 60. The time that different radius inclusions attain saturation was calculated to determine the controlling step of reaction between steel and inclusions. The time for the growth of inclusion obtained from the model was in good agreement with the data measured by Japanese Okuyama G, which indicated that the model is reasonable.
Abstract
Controlling inclusion composition, from the point of view of thermodynamics, only explains the probability and limit of reaction. However, kinetics makes the nucleation and the velocity of growth of inclusions clear, and these kinetic factors are very important to the quality of slab. The basic kinetic theory of unreacted core model was used to build the mathematical model for the growth of inclusions and the concerned software was developed through Visual Basic 60. The time that different radius inclusions attain saturation was calculated to determine the controlling step of reaction between steel and inclusions. The time for the growth of inclusion obtained from the model was in good agreement with the data measured by Japanese Okuyama G, which indicated that the model is reasonable.
ZHANG Jiongming, WU Suzhou. , {{custom_author.name_cn}}等.
Mathematical Model for Growth of Inclusion in Deoxidization on the Basis of Unreacted Core Model[J]. 钢铁研究学报(英文版), 2008, 15(6): 24-0
ZHANG Jiongming, WU Suzhou. , {{custom_author.name_en}}et al.
Mathematical Model for Growth of Inclusion in Deoxidization on the Basis of Unreacted Core Model[J]. Journal of Iron and Steel Research International, 2008, 15(6): 24-0