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关于连铸传热数学模型中等效导热系数的讨论 被引量:5

Discussion of effective thermal conductivity in heat transfer models of continuous casting
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摘要 讨论了连铸传热数学模型中等效导热系数对模拟结果的影响,结论表明,采用等效导热系数法可以较为准确的预测铸坯表面温度及凝固终点,但等效导热系数越大,凝固前期的铸坯坯壳厚度越薄;等效导热系数的取值对铸坯两相区将产生较大影响,等效导热系数越大,某一厚度处钢液越早进入两相区,相应地,两相区厚度越大、两相区内温度梯度越小,局部凝固时间越大;采用计算获得的二次枝晶间距与实测值强制拟合的方法可以获得对流等效因子(m)的合理取值;对于铸机,在液相穴中强制对流区取m=7、强制对流与自然对流的过渡区取m=5、自然对流区取m=3、静滞区取m=1计算,可以获得较为准确的模拟结果。 Deals with the influence of effective thermal conductivity on the results of heat transfer models of continuous casting. Heat transfer models can predict the surface temperature and solidification end accurately,but shell thickness of the earlier stage of solidification becomes thinner when thermal conductivity is large. On the other hand,the value of thermal conductivity affects the prediction of mushy zone greatly. When the thermal conductivity is larger,the liquid steel turn into the mushy zone earlier. Hence,the thickness of mushy zone is thicker,temperature gradient in the mushy zone is smaller,and local solidification time is longer. Changing convection equivalent factor(m)to fit the calculated number and measured number is practicable method to determine the value of m. As to casting machine,while setting m=7 in the force convection area,m=5 in the transition region of force convection and natural convection,m=3 in the natural convection and m=1 in the stagnant region,an exact modeling result can be obtained.
出处 《连铸》 2015年第4期18-23,共6页 Continuous Casting
关键词 传热 模拟 等效导热系数 两相区 二次枝晶间距 heat transfer simulation effective thermal conductivity mushy zone secondary dendritic arm spacing
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参考文献15

  • 1Lally B, Biogler L, Henein H. et al. Finite difference heat-trans- fer modeling for continuous casting[J]. Metallurgical and Materi- als Transactions B, 1990, 21(4): 761.
  • 2Choudhary S, Mazumdar D. Mathematical modelling of transport phenomena in continuous casting of steel[J]. ISIJ International, 1994, 34(7): 584.
  • 3Mazumdar D. A consideration about the concept of effective ther- mal conductivity in continuous casting[J]. ISIJ International, 1989, 29(6): 524.
  • 4Thomas B G, Najjar F M. Finite element modelling of turbulent fluid flow and heat transfer in continuous casting[J]. Applied Mathematical Modelling, 1991, 15(5).. 226.
  • 5Shamsi M, Ajmani S. Three dimensional turbulent fluid flow and heat transfer mathematical model for the analysis of a continuous slab caster[J]. ISIJ International, 2007, 47(3): 433.
  • 6Yang H L, Zhang X Z, Deng K W, et al. Mathematical simula- tion on coupled flow, heat, and solute transport in slab continu- ous casting process[J]. Metallurgical and Materials Transactions B, 1998, 29(6): 1345.
  • 7Mizikar E A. Mathematical heat transfer model for solidification of continuously cast steel slabs[J]. Aime Met Soc Trans, 1967, 239(11): 1747.
  • 8Kawawa T, Sato H, Miyahara S, et al. Determination of solidify- ing shell thickness of continuously cast slab by rivet pin shooting [J]. Tetsu-to-Hagane, 1974, 60(2).. 206.
  • 9栗伟,朱国森,王万军,王新华.连铸坯液相穴长度的测定研究[J].北京科技大学学报,2003,25(4):315-318. 被引量:26
  • 10刘纲,朱荣,王畅,张永超,李国丰,尹振江.基于射钉试验对水平连铸36Mn2V圆坯凝固传热的研究[J].连铸,2009,34(1):6-9. 被引量:2

二级参考文献15

  • 1时胜利,黄志强,王海生.双流水平连铸铸铁小棒坯生产工艺及设备的研制[J].铸造技术,2005,26(1):14-17. 被引量:7
  • 2崔锴,许庆彦,于靖,柳百成,木间塚明彦,黑木康德,横山文彦.高温合金叶片定向凝固过程中辐射换热的计算[J].金属学报,2007,43(5):465-471. 被引量:23
  • 3卢盛意.连续坯质量[M].北京:冶金工业出版社,1994..
  • 4Kivela E, Konttinen J, Rautaruukki O. Dynamic Secondary Cooling Model for Continuous Casting [A]. Steelmaking Conference Proceedings [C] . 1995,341.
  • 5Griffiths, William David, Kayikci, Ramazan . The Effect of Varying Chill Surface Roughness on Interracial Heat Transfer During Casting Solidification [ J ]. Journal of Materials Science, 2007,42(11) :4036.
  • 6Mahmoudi J, Nabati H. An Experimental Study on Productivity and Quality Improvement of Horizontal Continuous Casting Process[J]. International Journal of Green Energy, 2006,3 (2) : 185.
  • 7T A Blase, Z X Guoa. A 3D Conjugate Heat Transfer Model for Continuous Wire Casting [J]. Materials Science and Engineering, 2004, (A365) :318.
  • 8Lerner V S, Lerner Y S. Solidification Modeling of Continuous Casting Process[J]. Journal of Materials Engineering and Performance,2005,14(2) : 258.
  • 9Kivela E, Konttinen J, Rautaruukki O. Dynamic secondary cooling model for continuous casting[A]. Steel Making Conference Proceedings [C]. America, 1995.341.
  • 10Sorimachi K, Brimacombe J K. Improvements in mathematical modeling of stresses in continuous casting of steel[J]. Ironmaking Steelmaking, 1987(4): 240.

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