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3-D NUMERICAL SIMULATION OF FLOW FIELD AND TEMPERATURE FIELD IN A ROUND BILLET CONTINUOUS CASTING MOLD WITH ELECTROMAGNETIC STIRRING |
YU Haiqi; ZHU Miaoyong |
School of Materials and Metallurgy; Northeastern University |
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Cite this article:
YU Haiqi ZHU Miaoyong. 3-D NUMERICAL SIMULATION OF FLOW FIELD AND TEMPERATURE FIELD IN A ROUND BILLET CONTINUOUS CASTING MOLD WITH ELECTROMAGNETIC STIRRING. Acta Metall Sin, 2008, 44(12): 1465-1473.
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Abstract A new 3D mathematical model describing the electromagnetic stirring (EMS) in the round billet continuous casting mold was developed and the method combining the finite element--finite volume was used to solve the Maxwell's equations and the turbulent Navier-Stokes equations. The characteristics of magnetic field, flow field, temperature field and inclusion trajectory during EMS were analyzed considering the influences of the exciting current intensity and frequency. The simulated magnetic field in the mold is in good agreement with the measured data in the real steel plant, the electromagnetic force is circumferential distribution at the horizontal section of billet. Molten steel forms two pair of recirculation zones in the longitudinal section of the mold and recirculates at the horizontal section. Most of superheated molten steel is stranded in the upper region of mold, the core temperature of billet reduces dramatically and the temperature gradient at the solidifying forefront of billet increases. Most inclusion particles accumulate in the upper zone of mold and do a swirl--like motion. The flow behaviour, temperature distribution and inclusion motion in the mold are all influenced obviously by the exciting current intensity and frequency.
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Received: 07 May 2008
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[1]Mao B.Gontin Cast,1999;(5):36 (毛斌.连铸,1999;(5):36) [2]Fujisaki K,Ueyama T.IEEE Trans Magn,1997;33:1642 [3]Fujisaki K,Ueyama T,Takahashi K,Satoh S.IEEE Trans Magn,1997;33:4245 [4]Fujisaki K,Ueyama T,Ohki T,Uehara M,Kobayashi S. IEEE Trans Magn,1998;34:2120 [5]Fujisaki K,Satoh S,Yamada T.IEEE Trans Magn,2000; 36:1300 [6]Fujisaki K.IEEE Trans Ind Appl,2003;39:3541 [7]Spitzer K H,Dubke M,Schwerdtfeger K.Metall Trans, 1986;17B:119 [8]Natarajan T T,Ei-Kaddah N.ISIJ Int,1998;38:680 [9]Natarajan T T,Ei-Kaddah N.Appl Math Model,2004; 28:47 [10]Huang J T,He J C.J Iron Steel Res,2001;13(5):19 (黄军涛,赫冀成.钢铁研究学报,2001;13(5):19) [11]Li J C,Cui J Z,Wang B F,Ma Y L.Steelmaking,2007; 23(1):35 (李建超,崔建忠,王宝峰,麻永林.炼钢,2007;23(1):35) [12]Zhou W,Han H Y,Jia B,Zhang Y,Ma Y L,He Y D.J Baotou Inst Iron Steel,1999;18:139 (周伟,韩海鹰,贾斌,张胤,麻永林,贺友多.包头钢铁学院学报,1999;18:139) [13]Ding G,Li J C,Wang B F,Ma Y L.J Baotou Inst Iron Steel,2006;25:222 (丁国,李建超,王宝峰,麻永林.包头钢铁学院学报,2006;25:222) [14]Lei J M,Song W P,Cui X C.Chin J Mech Eng,2001; 37(7):74 (雷建民,宋卫平,崔小朝.机械工程学报,2001;37(7):74) [15]Yu H Q,Zhu M Y.Acta Metall Sin,2008;44:619 (于海岐,朱苗勇.金属学报,2008;44:619) |
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