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高碳钢线材轧后水冷换热过程的有限差分模拟
引用本文:张云祥,杜涛,叶欢,汤小秒,褚双学,欧阳标. 高碳钢线材轧后水冷换热过程的有限差分模拟[J]. 特殊钢, 2011, 32(4): 1-3
作者姓名:张云祥  杜涛  叶欢  汤小秒  褚双学  欧阳标
作者单位:1武汉科技大学材料与冶金学院,武汉430081;2武钢钢铁(集团)有限公司,武汉430083
摘    要:根据82B和72A钢Φ5.5~12.5mm高速线材轧后水冷传热特点,将水冷过程分成3个区域,并在水冷箱区域中根据环形喷嘴的开关状态,分别采用了水对流换热和水蒸气对流换热两种形式传热模型,建立了水冷过程按喷嘴个数分段处理的边界条件,通过有限差分模拟得出轧后水冷系统中线材断面的温度分布。通过实测温度值校正高碳钢线材水冷过程中水的对流换热系数,模拟结果表明,精轧机入口和吐丝机的预报和实测线材表面温度均值的绝对误差在±20℃以内。

关 键 词:高碳钢  高速轧制  线材  水冷  有限差分模拟

Finite Difference Simulation on Water Cooling Heat Exchanging Process of High Carbon Steel Wire Rods after Rolling
Zhang Yunxiang,Du Tao,Ye Huan,Tang Xiaomiao,Chu Shuangxue,Ou Yangbiao. Finite Difference Simulation on Water Cooling Heat Exchanging Process of High Carbon Steel Wire Rods after Rolling[J]. Special Steel, 2011, 32(4): 1-3
Authors:Zhang Yunxiang  Du Tao  Ye Huan  Tang Xiaomiao  Chu Shuangxue  Ou Yangbiao
Affiliation:1 College of Materials Science and Metallurgy, Wuhan University of Science and Technology, Wuhan 430081 ;2 Wuhan Iron and Steel (Group) Co, Wuhan 430083
Abstract:Based on the characteristics of water cooling heat transfer of steel 82B and 72Aφ5.5~12.5 mm high speed rolled wire rods after rolling,with dividing water cooling process to 3 zones and according to open/close state of circle water nozzles,the boundary conditions according to nozzle number to deal with water cooling process in zones have been established by using two heat transfer models of water forced convection and water vapor convention heat transfer,and the temperature distribution of wire rod cross section after rolling in water cooling system is obtained by finite difference simulation. With real measured temperature value to correct the convection heat-transfer coefficient of water in water cooling process of high carbon steel wire rods,the simulation results show that the absolute error of average value between predicted and measured wire rods surface temperature at inlet of finishing rolling mill and at wire nozzle is within±20℃.
Keywords:High Carbon Steel  High Speed Rolling  Wire Rod  Water Cooling  Finite Difference Simulation  
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