Abstract:In the actual production process,the straightening efficiency and straightening accuracy of high-strength thick plates are low due to the lack of advanced straightening equipment and straightening technology. The traditional pressure straightening is based on the three-point back-bending straightening theory. The steel plate is supported by two fulcrums. In the middle,a large hydraulic cylinder is used to straighten. In the whole process,it mainly relies on manual operation. However,the error is quite large and the operation is more complicated. Many factories rely on their usual accumulated experience when determining the amount of back bending. It is also necessary to improve the analytical expression of the back bending. Therefore,we should study the straightening process of high-strength thick plates for improving the straightening efficiency and straightening accuracy of high-strength thick plates. This paper studies the craft of multi-point flexible pressure straightening of high-strength thick plates. First,in the straightening process,the main process parameters are determined by the straightening theory. The large hydraulic cylinder is discretized. Besides,multiple indenters and fulcrums are adopted to reduce the unstraightened area of the plate. Then,through the relationship between the bending moment,corner and the deflection in the straightening process,we can derive the analytical formula of the reduction. The back bending calculated by the formula is simulated in Abaqus. We can carry out sets of simulations by controling variables. The reliability of the formula is confirmed by studying the parameters such as the thickness of the plate,the distance between the fulcrums and the material properties in the multi-point flexible pressure straightening. Finally,we carry out experiments on the self-designed multi-point flexible pressure straightening device. It is verified that the static pressure delay strategy can reduce the residual deflection of the plate during the straightening process. At the same time,it is determined the feasibility of the craft by comparing the experimental results.
[1] 黄庆学. 轧钢机械设计[M]. 北京:冶金工业出版社,2007.(HUANG Qing-xue. Design of Rolling Machinery[M]. Beijing:Metallurgical Industry Press,2007.) [2] 刘开海,陈玉叶. 中厚板热矫直机支撑辊轴承损坏原因分析与改进措施[J]. 轧钢,2021,38(3):89.(LIU Kai-hai,CHEN Yu-ye. Causes analysis and improvement measures for bearing damage of backup roll of straightener for medium and heavy plate[J]. Steel Rolling,2021,38(3):89.) [3] 卢锐,李志峰,王皓,等. 550 MPa级中厚板矫直过程中表面凹坑缺陷的成因与对策[J]. 轧钢,2020,37(2):7.(LU Rui,LI Zhi-feng,WANG Hao,et al. Causes and countermeasures of pit defect on the surface of 550 MPa grade plate during straightening process[J]. Steel Rolling,2020,37(2):7.) [4] 汝文弟. 多点柔性支撑厚板压平过程变形协调的研究[D]. 秦皇岛:燕山大学,2020.(RU Wen-di. Study on Deformation Coordination of Thick Plate with Flexible Support during Flattening Process[D]. Qinhuangdao:Yanshan University,2020.) [5] 候海涛. 宽厚板压力矫直装置设计与压平方案研究[D]. 秦皇岛:燕山大学,2019.(HOU Hai-tao. Design and Flattening Scheme of Pressure Straightening Device for Wide and Thick Plate[D]. Qinhuangdao:Yanshan University,2019.) [6] 曹爱文,熊国良. 压力校直技术的发展[J]. 锻压装备与制造技术,2007(1):9.(CAO Ai-wen,XIONG Guo-liang. Development of pressure straightening technology[J]. Forging and Stamping Equipment and Manufacturing Technology,2007(1):9.) [7] 孙登月,侯海涛,汝文弟,等. 宽厚板多点柔性压力矫直装置设计与反弯量计算[J]. 钢铁,2020,55(6):113.(SUN Deng-yue,HOU Hai-tao,RU Wen-di,et al. Design of multi-point flexible pressure straightening device for wide and thick plates and calculation of backbending amount[J]. Iron and Steel,2020,55(6):113.) [8] 宋浩,朱琳,桂海莲,等. 基于曲率积分的Q235/S304复合板矫直压下量分析[J]. 钢铁研究学报,2017,29(12):1006.(SONG Hao,ZHU Lin,GUI Hai-lian,et al. Analysis of straightening pressure drop of Q235/S304 composite Plate based on curvature integral[J]. Journal of Iron and Steel Research,2017,29(12):1006.) [9] 崔甫. 矫直理论与参数计算(五)[J]. 重型机械,1985(11):42.(CUI Fu. Straightening theory and parameter calculation(V)[J]. Heavy Machinery,1985(11):42.) [10] 李晋峰. 基于压平的弯曲工艺研究[D]. 太原:太原科技大学,2013.(LI Jin-feng. Research on Bending Process Based on Flattening[D]. Taiyuan:Taiyuan University of Science and Technology,2013.) [11] 孙朝阳,张栋,张清东,等. 不锈钢带拉矫过程变形行为的数值模拟研究[J]. 钢铁,2010,45(8):51.(SUN Chao-yang,ZHANG Dong,ZHANG Qing-dong,et al. Numerical simulation of deformation behavior of stainless steel belt during tension correction[J]. Iron and Steel,2010,45(8):51.) [12] 江连运,王萍,李恒,等. 宽厚板压力矫平压下模型理论建模与有限元分析[J]. 中国冶金,2021,31(6):87.(JIANG Lian-yun,WANG Ping,LI Heng,et al. Theoretical modeling and finite element analysis of flattening pressure model for wide and thick plates[J]. China Metallurgy,2021,31(6):87.) [13] 李旭,王青龙,张宇峰,等. 基于弹塑性有限元的板形控制机理研究现状与展望[J]. 轧钢,2020,37(4):1.(LI Xu,WANG Qing-long,ZHANG Yu-feng,et al. Present status and future prospects of strip flatness control based on elastic-plastic finite element[J]. Steel Rolling,2020,37(4):1.) [14] 李骏,邹慧君,熊国良,等. 压力矫直过程模型的有限元分析及应用[J]. 重型机械,2004(1):28.(LI Jun,ZOU Hui-jun,XIONG Guo-liang,et al. Finite element analysis and application of pressure straightening process model[J]. Heavy Machinery,2004(1):28.) [15] 金满霞. 板材矫直工艺过程的理论分析及应用研究[D]. 上海:上海交通大学,2006.(JIN Man-xia. Theoretical Analysis and Application of Plate Straightening Process[D]. Shanghai:Shanghai Jiaotong University,2006.) [16] 李学通,杜凤山,于凤琴. 中厚板矫直过程的有限元研究[J]. 重型机械,2005(1):44.(LI Xue-tong,DU Feng-shan,YU Feng-qin. Finite element analysis of plate straightening process[J]. Heavy Machinery,2005(1):44.) [17] 季筱玮. 高强度钢板弯曲回弹及其控制研究[D]. 重庆:重庆大学,2012.(JI Xiao-wei. Research on Springback of High Strength Steel Plate Bending and Its Control[D]. Chongqing:Chongqing University,2012.) [18] 杨晓臻,赵志毅,孙林,等. 8 mm厚高强钢板矫直策略的模拟仿真研究[J]. 新技术新工艺,2015(7):106.(YANG Xiao-zhen,ZHAO Zhi-yi,SUN Lin,et al. Simulation study on straightening strategy of 8 mm thick high strength steel plate[J]. New Technology and New Process,2015(7):106.) [19] 高翔,曹建刚,麻永林,等. 连铸坯三点矫直过程中应力应变的模拟分析[J]. 包头钢铁学院学报,2005(3):230.(GAO Xiang,CAO Jian-gang,MA Yong-lin,et al. Simulation analysis of stress and strain in three-point straightening process of continuous casting slab[J]. Journal of Baotou Institute of Iron and Steel,2005(3):230.) [20] 高志玉,樊献金,窦春岳,等. 特厚板厚度方向形变传递规律的仿真分析[J]. 钢铁,2019,54(4):49.(GAO Zhi-yu,FAN Xian-jin,DOU Chun-yue,et al. Simulation analysis of deformation transfer law of extra-thick plate thickness direction[J]. Iron and Steel,2019,54(4):49.) [21] 王勇勤,徐维,严兴春,等. 中厚板横向残余应力控制对策研究[J]. 钢铁,2012,47(4):60.(WANG Yong-qin,XU Wei,YAN Xing-chun,et al. Research on control strategy of transverse residual stress of medium thickness plate[J]. Iron and Steel,2012,47(4):60.)