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热连轧机轧制力成比例负荷分配的CLAD算法
引用本文:李维刚,刘相华.热连轧机轧制力成比例负荷分配的CLAD算法[J].东北大学学报(自然科学版),2012,33(3):352-356.
作者姓名:李维刚  刘相华
作者单位:1. 东北大学信息科学与工程学院,辽宁沈阳,110819
2. 东北大学研究院,辽宁沈阳,110819
基金项目:国家自然科学基金资助项目
摘    要:为了实现热连轧精轧机组负荷分配的在线优化设定,提出一种轧制力成比例负荷分配的新算法CLAD算法(change load ratio by adjusting draft).其要点是通过调整压下量的偏差来使当前轧制力与目标轧制力的偏差最小化.根据轧制力成比例原则建立非线性方程组,结合假设条件,将系数矩阵简化为对角阵,经数学推导给出了新算法的迭代公式和收敛条件.提出一种经验插值法确定初始值,使得负荷分配迭代计算能快速收敛.对宝钢典型轧制案例的模拟计算验证了新算法具有计算速度快、收敛性好等优点,可用于在线计算.

关 键 词:带钢热连轧  负荷分配  压下规程  轧制力比例系数  CLAD算法  

CLAD Algorithm of Rolling Force Ratio Load Distribution on Hot Strip Mill
LI Wei-gang,LIU Xiang-hua.CLAD Algorithm of Rolling Force Ratio Load Distribution on Hot Strip Mill[J].Journal of Northeastern University(Natural Science),2012,33(3):352-356.
Authors:LI Wei-gang  LIU Xiang-hua
Institution:1.School of Information Science & Engineering,Northeastern University,Shenyang 110819,China;2.Research Academy,Northeastern University,Shenyang 110819,China.)
Abstract:An algorithm called change load ratio by adjusting draft(CLAD) was presented to achieve on-line optimal setting of roll force ratio draft scheduling of hot strip mill.The key point was to minimize the difference between current rolling force ratios and goal rolling force ratios by adjusting draft deviation of different finishing mills.According to the principle of rolling force ratio,non-linear equations were established.Combined with assumptions,the coefficient matrix was simplified to a diagonal matrix,and the iterative formula and convergence condition of the proposed new algorithm were derived by mathematical method.An empirical interpolation method was proposed to determine the initial value of draft scheduling and make the convergence speed of CLAD faster.Simulation experiments for typical rolled strips of BAOSTEEL showed that the new algorithm can be used in on-line pass schedule calculation with the advantages such as fast computing speed and excellent convergence performance.
Keywords:hot strip mill  load distribution  draft scheduling  rolling force ratio coefficient  CLAD algorithm
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