特厚板厚度方向形变传递规律的仿真分析

doi:DOI： 10.13228/j.boyuan.issn0449-749x.20180352

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摘要基于Gleeble热压缩试验、有限元方法对一种HSLA钢特厚板轧制过程中厚度方向变形向心部传递的规律进行了仿真研究。首次从有限元角度定量揭示出特厚板生产中高温、低速、大压下量的轧制规范机理。仿真所用材料本构模型由Gleeble试验数据结合Arrhenius方程所构建，研究了轧制速度、压下量、轧制温度以及板坯厚度对特厚板厚度方向应变分布的影响规律。结果表明，轧制速度小于1 m/s时（平均应变速率小于 0.33 s－1），有利于变形向钢板心部传递，削弱截面效应；压下量越大，钢板等效应变越大，且厚度方向最大等效应变出现的位置向心部偏移；轧制温度对等效应变的分布影响不显著，但是高温轧制有利于减小轧机负荷；板坯越厚，变形分布不均匀性越显著。当板坯厚度为500 mm时，截面的最大、最小等效应变差达到0.2。生产中，在设备允许的情况下，建议特厚板的轧制采用高温、低速、大压下量规范。

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	高志玉
	樊献金
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	张旭
	潘涛

关键词 ：特厚板, 截面效应, 本构模型, 有限元, 等效应变

Abstract：Based on Gleeble hot compression test and finite element method，the law of the deformation transferring to the center in the thickness direction of a HSLA ultra-heavy plate was simulated. For the first time，the rolling specification mechanism of the high temperature，low speed and large reduction in the production of the heavy plate rolling was revealed quantitatively from the view of the finite element method. The material constitutive model used in the rolling process simulation is established by the Gleeble thermal compression test results combined with the Arrhenius equation. The effect of the process parameters，rolling speed，reduction，temperature and thickness of the slab on the strain distribution in the thickness direction was studied. The results show that when the rolling speed is less than 1 m/s（average strain rate less than 0.33 s－1），it is beneficial to transfer the deformation to the core of the plate and weaken the section effect. The larger the reduction，the greater the equivalent strain，and the location of the maximum equivalent strain in the direction of thickness is offset to the center. The effect of the rolling temperature on the distribution of the equivalent strain is not significant，but the high temperature rolling can reduce the load of the rolling mill. The thicker the slab is，the more significant the inhomogeneity of the deformation distribution is. When the slab thickness is 500 mm，the difference between maximum and minimum equivalent strain of the section reaches 0.2. In the production，it is recommended that the ultra-heavy plate should be rolled at a high temperature and a low speed and a large reduction under the equipment allows.

Key words： ultra-heavy plate section effect constitutive model FEM equivalent strain

收稿日期: 2018-09-12 出版日期: 2019-02-15

引用本文:

高志玉，樊献金，窦春岳，张旭，潘涛. 特厚板厚度方向形变传递规律的仿真分析[J]. 钢铁, 2019, 54(4): 49-54,62. GAO Zhi-yu1， FAN Xian-jin1， DOU Chun-yue1， ZHANG Xu1， PAN Tao2. Simulation analysis on transfer law of deformation in thickness direction of ultra-heavy plate. Iron and Steel, 2019, 54(4): 49-54,62.

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[1]	王小勇, 苏航, 潘涛, 等.有限元模拟表面冷速对超厚板截面温度场的影响[J].材料科学与工艺, 2013, 21(3):49-54
[1]	王小勇, 苏航, 潘涛, 等.有限元模拟表面冷速对超厚板截面温度场的影响[J].材料科学与工艺, 2013, 21(3):49-54
[2]	骆宗安, 谢广明, 胡兆辉, 等.特厚钢板复合轧制工艺的实验研究[J].塑性工程学报, 2009, 16(4):125-128
[2]	骆宗安, 谢广明, 胡兆辉, 等.特厚钢板复合轧制工艺的实验研究[J].塑性工程学报, 2009, 16(4):125-128
[3]	耿明山, 刘艳, 黄衍林.大型特厚板坯料制造技术现状和发展趋势[J].中国冶金, 2014, 24(8):1-8
[3]	耿明山, 刘艳, 黄衍林.大型特厚板坯料制造技术现状和发展趋势[J].中国冶金, 2014, 24(8):1-8
[4]	GAO Z Y, PAN T, WANG Z, et al.Hot deformation behavior of a novel Ni-Cr-Mo-B ultra-heavy plate steel by hot compression test[J].Journal of Iron and Steel Research, International, 2015, 22(9):818-826
[4]	GAO Z Y, PAN T, WANG Z, et al.Hot deformation behavior of a novel Ni-Cr-Mo-B ultra-heavy plate steel by hot compression test[J].Journal of Iron and Steel Research, International, 2015, 22(9):818-826
[5]	李南, 杨才福, 张永权, 等.轧制工艺对微合金化厚钢板截面不均匀性的影响[J].钢铁钒钛, 2007, 28(2):27-32
[5]	李南, 杨才福, 张永权, 等.轧制工艺对微合金化厚钢板截面不均匀性的影响[J].钢铁钒钛, 2007, 28(2):27-32
[6]	赵英杰.特厚钢板厚度方向组织性能变化规律的研究[J].山东冶金, 2016, 38(2):36-38
[6]	赵英杰.特厚钢板厚度方向组织性能变化规律的研究[J].山东冶金, 2016, 38(2):36-38
[7]	杨东, 唐郑磊, 李红洋, 等.低合金结构钢特厚板的研发[J].中国冶金, 2012, 22(1):12-14
[7]	杨东, 唐郑磊, 李红洋, 等.低合金结构钢特厚板的研发[J].中国冶金, 2012, 22(1):12-14
[8]	熊学慧, 石彩燕, 张虹.特厚板正火工艺的研究与应用[J].煤炭技术, 2012, 31(11):29-31
[8]	熊学慧, 石彩燕, 张虹.特厚板正火工艺的研究与应用[J].煤炭技术, 2012, 31(11):29-31
[9]	PAN T, WANG X Y, WANG H, et al.Chemistry design of B-containing ultra-heavy plate steels aided by Thermo-Calc calculation[J].Journal of Iron and Steel Research, International, 2011, 18(S1):242-245
[9]	PAN T, WANG X Y, WANG H, et al.Chemistry design of B-containing ultra-heavy plate steels aided by Thermo-Calc calculation[J].Journal of Iron and Steel Research, International, 2011, 18(S1):242-245
[10]	PEI N N, ZHU G M, LI B, et al.D thermo-mechanical coupled simulation of whole rolling process for 60 kgm heavy rail[J].Journal of Iron and Steel Research, International, 2014, 21(12):1104-1110
[10]	PEI N N, ZHU G M, LI B, et al.D thermo-mechanical coupled simulation of whole rolling process for 60 kgm heavy rail[J].Journal of Iron and Steel Research, International, 2014, 21(12):1104-1110
[11]	高志玉, 潘涛, 王卓, 等.高淬透性硼微合金化特厚板钢成分优化设计[J].工程科学学报, 2015, 37(4):447-453
[11]	高志玉, 潘涛, 王卓, 等.高淬透性硼微合金化特厚板钢成分优化设计[J].工程科学学报, 2015, 37(4):447-453
[12]	贵永亮, 秦晓岭, 宋春燕, 等.中厚板轧制变形过程的温度场数值模拟[J].材料导报, 2013, 27(1):139-141
[12]	贵永亮, 秦晓岭, 宋春燕, 等.中厚板轧制变形过程的温度场数值模拟[J].材料导报, 2013, 27(1):139-141
[13]	YUAN X Q, MAO C G, KONG W, et al.FEM study on inflow strain in heavy plate during rolling[J].Baosteel Technical Research, 2012, 6(4):44-46
[13]	YUAN X Q, MAO C G, KONG W, et al.FEM study on inflow strain in heavy plate during rolling[J].Baosteel Technical Research, 2012, 6(4):44-46
[14]	马忠伟, 张慧, 胡鹏, 等.中厚板边部折叠模拟实验及机理研究[J].工程科学学报, 2015, 37(12):1630-1636
[14]	马忠伟, 张慧, 胡鹏, 等.中厚板边部折叠模拟实验及机理研究[J].工程科学学报, 2015, 37(12):1630-1636
[15]	柴箫君, 张杰, 李洪波, 等.热轧金属横向流动规律及其对板形的影响[J].工程科学学报, 2017, 39(12):1859-1865
[15]	柴箫君, 张杰, 李洪波, 等.热轧金属横向流动规律及其对板形的影响[J].工程科学学报, 2017, 39(12):1859-1865
[16]	FU T L, WANG Z D, LI Y, et al.The influential factor studies on the cooling rate of roller quenching for ultra heavy plate[J].Applied Thermal Engineering, 2014, 70(1):800-807
[16]	FU T L, WANG Z D, LI Y, et al.The influential factor studies on the cooling rate of roller quenching for ultra heavy plate[J].Applied Thermal Engineering, 2014, 70(1):800-807
[17]	王新平, 李礼, 张晓泳, 等.钛合金变形本构关系及其热轧过程有限元仿真的应用[J].中国有色金属学报, 2013, 23(2):379-388
[17]	王新平, 李礼, 张晓泳, 等.钛合金变形本构关系及其热轧过程有限元仿真的应用[J].中国有色金属学报, 2013, 23(2):379-388
[18]	麻永林, 宫美娜, 邢淑清, 等.不锈钢带板形控制的有限元分析[J].钢铁, 2015, 50(2):48-53
[18]	麻永林, 宫美娜, 邢淑清, 等.不锈钢带板形控制的有限元分析[J].钢铁, 2015, 50(2):48-53
[19]	冯刚, 张朝阁, 宫大为, 等.基于有限元方法的疲劳裂纹闭合行为[J].钢铁, 2016, 51(5):1-6
[19]	冯刚, 张朝阁, 宫大为, 等.基于有限元方法的疲劳裂纹闭合行为[J].钢铁, 2016, 51(5):1-6
[20]	魏海莲, 刘国权, 肖翔, 等.表观的和基于物理的钢奥氏体热变形本构分析[J].金属学报, 2013, 49(6):731-738
[20]	魏海莲, 刘国权, 肖翔, 等.表观的和基于物理的钢奥氏体热变形本构分析[J].金属学报, 2013, 49(6):731-738
[21]	梁剑雄, 雍岐龙, 张良, 等.双相不锈钢的热变形行为及其热加工图[J].钢铁, 2016, 51(9):82-89
[21]	梁剑雄, 雍岐龙, 张良, 等.双相不锈钢的热变形行为及其热加工图[J].钢铁, 2016, 51(9):82-89
[22]	GAO Z Y, PAN T, WANG Z, et al.Hot deformation behavior of a novel Ni-Cr-Mo-B ultra-heavy plate steel by hot compression test[J].Journal of Iron and Steel Research, International, 2015, 22(9):818-826
[22]	GAO Z Y, PAN T, WANG Z, et al.Hot deformation behavior of a novel Ni-Cr-Mo-B ultra-heavy plate steel by hot compression test[J].Journal of Iron and Steel Research, International, 2015, 22(9):818-826
[23]	MIRZADEH H, CABRERA J M, NAJAFIZADEH A.Constitutive relationships for hot deformation of austenite[J].Acta Materialia, 2011, 59(16):6441-6448
[23]	MIRZADEH H, CABRERA J M, NAJAFIZADEH A.Constitutive relationships for hot deformation of austenite[J].Acta Materialia, 2011, 59(16):6441-6448
[24]	ZENER C, HOLLOMON J H.Effect of strain rate upon plastic flow of steel[J].Journal of Applied Physics, 1944, 15(1):22-32
[24]	ZENER C, HOLLOMON J H.Effect of strain rate upon plastic flow of steel[J].Journal of Applied Physics, 1944, 15(1):22-32
[25]	LI H Y, LI Y H, WANG X F, et al.A comparative study on modified Johnson Cook, modified Zerilli-Armstrong and Arrhenius-type constitutive models to predict the hot deformation behavior in 28CrMnMoV steel[J].Materials & Design, 2013, 49:493-501
[25]	LI H Y, LI Y H, WANG X F, et al.A comparative study on modified Johnson Cook, modified Zerilli-Armstrong and Arrhenius-type constitutive models to predict the hot deformation behavior in 28CrMnMoV steel[J].Materials & Design, 2013, 49:493-501
[26]	GAO Z Y, KANG Y, LI Y S, et al.Study on elevated-temperature flow behavior of Ni-Cr-Mo-B ultra-heavy-plate steel via experiment and modelling[J].Materials Research Express, 2018, 5(4):046520-
[26]	GAO Z Y, KANG Y, LI Y S, et al.Study on elevated-temperature flow behavior of Ni-Cr-Mo-B ultra-heavy-plate steel via experiment and modelling[J].Materials Research Express, 2018, 5(4):046520-