Please wait a minute...
Acta Metall Sin  1995, Vol. 31 Issue (16): 145-151    DOI:
Current Issue | Archive | Adv Search |
A MATHEMATICAL MODEL OF DROPLET GENERATION, MOVEMENT AND HEAT TRANSFER IN BOF
cLI Baowei; HE Youduo(Baotou Univevsity of Iron Steel Technology; Baotou 014010);SAHAI Y(Ohio Staie Universily; U.S.A.)(Manuscript received 1994-05-30; in revised form 1994-12-19)
Cite this article: 

cLI Baowei; HE Youduo(Baotou Univevsity of Iron Steel Technology; Baotou 014010);SAHAI Y(Ohio Staie Universily; U.S.A.)(Manuscript received 1994-05-30; in revised form 1994-12-19). A MATHEMATICAL MODEL OF DROPLET GENERATION, MOVEMENT AND HEAT TRANSFER IN BOF. Acta Metall Sin, 1995, 31(16): 145-151.

Download:  PDF(492KB) 
Export:  BibTeX | EndNote (RIS)      
Abstract  A general mathematical model to represent droplet generation, movement and heat transfer in basic oxygen steelmaking furnaces (BOF) has been developed. Based on the investigation of gas flow, combustion and heat transfer in the converter, the authors introduce some distribution functions which control the generation of droplets. Monte-Carlo method was used to simulate randomly generated droplets(size, initial position and initial velocity). The droplet movement was calculated under the Langrangian framework. Heat exchange and temperature of droplets were calculated on its movement trace. Finaly, total droplet behavior were statistically described by some important physical parameters, such as,droplet average residence time in the gas, average maximum rising height as well as average amount of heat transfer from the gas to the metal bath.This model is characterized by the combination of probability statistics and differential equations to describe the behaviour of droplet, and it is believed to be very close to the actual problem described. It will also be beneficial for study other physical and chemical behavior of the droplet in the converter. As an example of using this model,the droplet behavior was researched in the 180 t BOF.(Correspondent: LI Baowei, associate professor, Baotou Universily of Iron and Steel Technology, Baotou014010)
Key words:  droplet      mathematical model      Monte-Carlo method     

URL: 

https://www.ams.org.cn/EN/     OR     https://www.ams.org.cn/EN/Y1995/V31/I16/145

1HiraiM,TsujinoR,MukaiT,HaradaT,OmoriM.TransSteelInstJpn,1987;27:8052SugiyamaS,AbeM,NishiokaS,NakamuraH,TakahasiK,KawaiY.TransIronSteelInstJpn,1987:27:133MikrovasAC,ArgyropoulosSA,SommervilleID.IronmakingSteelmaking,1991,18:1694贺友多,SahaiY.金属学报,1992;28:B5235ShangLiuyi,OetersF.SteelRes,1991,62(3).956GeorgeRS,PierreSt.AReportonthePost-combustionintheOhioStaleUniversity,November,19937李保卫,贺友多,SanaiY.包头钢铁学院学报,1994;13:48KoriaSS,LangeKW.MetallTrans,1984;15B:109$
[1] HOU Yubai, YU Yueguang, GUO Zhimeng. Simulation Study of Smoothed Particle Hydrodynamics (SPH) Method in Plasma Spheroidization of W-Ni-Fe Ternary Alloys[J]. 金属学报, 2021, 57(2): 247-256.
[2] Dunming LIAO, Liu CAO, Fei SUN, Tao CHEN. Research Status and Prospect on Numerical Simulation Technology of Casting Macroscopic Process[J]. 金属学报, 2018, 54(2): 161-173.
[3] Xuewei YAN,Ning TANG,Xiaofu LIU,Guoyan SHUI,Qingyan XU,Baicheng LIU. MODELING AND SIMULATION OF DIRECTIONAL SOLIDIFICATION BY LMC PROCESS FOR NICKEL BASE SUPERALLOY CASTING[J]. 金属学报, 2015, 51(10): 1288-1296.
[4] XiaoGuang Zhou. Modelling of Dynamic Recrystallization for Nb Bearing Steels on Flexible Thin Slab Rolling[J]. 金属学报, 2008, 44(10): 1188-1192 .
[5] . Modeling of Three-Phase Flows and Slag Layer Behavior in an Argon Gas Stirred Ladle[J]. 金属学报, 2008, 44(10): 1198-1202 .
[6] LI Weibiao; WANG Fang; QI Fengsheng; LI Baokuan. Mathematical Model on Steel Strip--Feeding of Mold in Continuous Casting Process[J]. 金属学报, 2007, 43(11): 1191-1194 .
[7] . A NEW MATHEMATICAL MODEL FOR HARDENABILITY OF STEELS[J]. 金属学报, 2006, 42(3): 265-272 .
[8] . MATHEMATICAL MODEL OF U-CURVE OF STEELS[J]. 金属学报, 2006, 42(10): 1019-1024 .
[9] WANG Haiyan; LIU Riping; ZHAN Zaiji; SUN Liling. DYNAMIC AND THERMAL COMPUTATION OF Fe-66.7%Si DROPLETS FREE FALLING IN A DROP TUBE[J]. 金属学报, 2005, 41(9): 940-946 .
[10] CHEN Jianqi; WANG Weimin; ZHANG Liang; BIAN Xiufang. MONTE--CARLO SIMULATION ON THE PRIMARY CRYSTALLIZATION OF BINARY AMORPHOUS SYSTEM[J]. 金属学报, 2004, 40(7): 741-744 .
[11] JIN Junze; WANG Zongting; ZHENG Xianshu; YAO Shan (Engineering Research Center of Foundry; Dalian University of Technology; Dalian 116024)Correspondent: JIN Junze; professor; Tel & Fax: (0411)4709443(H);E-mail: jinjunze@gingko. dlut. edu. cn. STUDY ON THE SIMULATION OF SOLIDIFICATION STRUCTURE[J]. 金属学报, 1998, 34(9): 928-932.
[12] XU Daming ; ZHANG Chengjun ; SI Guangju (School of Materials Science and Engineering; Harbin Institute of Technology; Harbin 150001)(Engineering College; Jiamusi University; Jiamusi 154007). MICRO-/MACRO-SCOPIC MODELING OF SOLUTAL MASS TRANSPORT IN DENDRITE SOLIDIFICAfION WITH PARTIAL SOLID BACK DIFFUSION[J]. 金属学报, 1998, 34(7): 678-688.
[13] WU Chuansong (Shandong University of Technology; Jinan 250061); L. DORN (Berlin Technical University; Germany). THE INFLUENCE OF DROPLET IMPACT ON METAL INERT GAS WELD POOL GEOMETRY[J]. 金属学报, 1997, 33(7): 774-780.
[14] GUAN Kezhi; FAN Bailin; ZHOU Jihua(University of Science and Technology Beijing; Beijing 100083)(Manuscript received 1995-10-30; in revised form 1996-03-26). FLOW STRESS OF BRASS AT HOT DEFORMATION[J]. 金属学报, 1996, 32(7): 749-754.
[15] SHENG Dongyuan; NI Mansen; DENG Kaiwen; LIU Jiaqi; GAN Yong; XIAO Zeqiang (National Research & Engineering Center of Continuous Casting Technology;Gentral Iron and Steel Research Institute; Ministry of Metallurgical industry;Beijing 100081)(Manuscript received 1995-11-09; in revised form 1996-04-17). MATHEMATICAL MODEL OF FLUID FLOW,TEMPERATURE CONTROL AND INCLUSION BEHAVIOUR IN CONTINUOUS CASTING TUNDISH[J]. 金属学报, 1996, 32(7): 742-748.
No Suggested Reading articles found!