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连铸机二冷配水对铸坯鼓肚的改善 总被引:1,自引:0,他引:1
部分生产165 mm×280 mm、165 mm×240 mm的R6和R8连铸机,没有二冷夹持段,在提高拉速后铸坯易出现鼓肚现象。通过分析和试验,得出调整和适当增加窄边水量,明显改善了铸坯的鼓肚。通过推导出的坯壳角部最大受力公式,调整凝固系数K值,可防止铸坯各边的变形,以改善铸坯鼓肚现象。 相似文献
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在实际生产过程中,连铸机扇形段下线维修很大程度上是因为辊列支撑轴承的失效两造成辊子塌或辊子不转,我厂1600mm直弧型连锊机扇形段采用的是二分节辊的辊列排布方式,在使用过程中,长辊支撑轴承失效率是短辊的三倍,为此,就浇注过程中的铸坯鼓肚的存在及其存在形态进行了论证,并通过受力分析对理想状态下铸坯对辊列的载荷和发生锊坯鼓肚时铸坯对辊列的载荷做了分析和对比,论证了二分节辊辊列排布受铸坯鼓肚的影响较大,而新型辊采用的三分节辊辊列排布形式可以减小铸坯鼓肚对辊列的影响,同时就二分节辊辊列的日常维护和线下维任提出相关建议。 相似文献
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随着汽车消费产业的高速发展,汽车用钢的需求量逐年增加,对钢材质量和性能的要求也越来越高。2017年以来,河钢邯宝炼钢厂随着含Nb、Ti、B等低合金高强钢的大量生产,连铸生产过程中"滞坯"现象频繁发生,轻者影响生产组织,重者会导致漏钢,从而影响铸坯质量。为控制连铸频繁"滞坯"现象,保证生产顺行,减少因"滞坯"影响铸坯质量的发生,结合现场生产实际,通过对扇形段设备进行改进,在末端扇形段增设喷淋,使扇形段铸坯上下表面温度均匀,减少因铸坯扣头或上翘引起的"滞坯"现象。另外,对二冷配水进行优化,减少在连铸生产过程中因铸坯"鼓肚"造成的"滞坯"现象。通过采取上述措施,在连铸生产中"滞坯"现象大大减少,为连铸稳态浇注提供了保障。 相似文献
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连铸板坯的“鼓肚”、应变与设备工艺参数的关系 总被引:4,自引:1,他引:3
为防止板坯连铸中的缺陷,铸机的设计及生产必须考虑到控制铸坯上的应力和应变。本文给出板坯宽面“鼓肚”的蠕变解,蠕变“鼓肚”的近似计算式以及坯壳内外表面的应变计算式。为铸机设计和生产提供重要理论依据。 相似文献
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为防止板坯连铸中的缺陷,铸机的设计及生产必须考虑到控制铸坯上的应力和应变。本文给出板坯宽面“鼓肚”的蠕变解,蠕变“鼓肚”的近似计算式以及坯壳内外表面的应变计算式。为铸机设计和生产提供重要理论依据。 相似文献
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《钢铁钒钛》2021,42(1):106-112
连铸过程中铸坯已凝固,坯壳在钢水静压力作用下发生鼓肚变形,影响浇铸过程顺行与铸坯质量。以宽厚板连铸坯为对象,采用数值计算方法定量研究了其在连铸过程三个典型铸流位置L1 (弯曲位置)、L2 (弧形段中间位置)、L3 (矫直位置)的鼓肚变形规律。由L1至L3,坯壳鼓肚变形及其导致的凝固前沿拉伸应变均不断增加。凝固前沿厚度方向拉伸应变εxx、拉坯方向拉伸应变εyy与宽度方向拉伸应变εzz呈集中分布趋势,三者分别加剧三角区裂纹、中间裂纹及角部裂纹风险。随着拉速由0.7 m/min增大至0.9 m/min,宽面坯壳鼓肚变形与εxx、εzz先增加后减小,而窄面坯壳鼓肚变形与εyy持续增大。 相似文献
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J. E. Camporredondo S. F. A. Acosta G. A. H. Castillejos E. E. P. Gutiérrez M. R. González de la P. 《Metallurgical and Materials Transactions B》2004,35(3):561-573
The mathematical model to compute the thermal evolution and solidification of thin slabs, previously presented in Part I of
this article, was used in combination with a three-dimensional (3-D) finite-element thermomechanical model to analyze how
actual operation conditions can lead to excessive deflection and jamming of the slab shell at the pinch rolls. The models
suggest that these phenomena arise from a sudden loss of control of the metallurgical length stemming from the coupling of
inappropriate steel superheats and casting velocities to deficient heat-extraction conditions at the mold or secondary cooling
system. The bulging deformation was calculated with an elastic and creep model that takes into account the temperature distribution
across the shell thickness and the different times that shell elements have to creep exposure, i.e., according to the time that rows of elements require to reach their current position in the casting direction at a given
casting speed. The last point was simulated by varying the duration of application of the ferrostatic load to the inside surface
of each row of elements. The conditions forecast by the models as being responsible for excessive bulging agree very well
with those present during the occurrence of these events in the plant. Since bulging after the last containment roll is a
major limitation to productivity, this article also presents a parametric evaluation of the casting-speed limits that two
compact-strip process (CSP) casters with different supported lengths may have as a function of steel superheat, mold heat-extraction
level, water flow rate of the spray and air-mist nozzles, and slab thickness. 相似文献
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A coupled finite-element model, CON2D, has been developed to simulate temperature, stress, and shape development during the
continuous casting of steel, both in and below the mold. The model simulates a transverse section of the strand in generalized
plane strain as it moves down at the casting speed. It includes the effects of heat conduction, solidification, nonuniform
superheat dissipation due to turbulent fluid flow, mutual dependence of the heat transfer and shrinkage on the size of the
interfacial gap, the taper of the mold wall, and the thermal distortion of the mold. The stress model features an elastic-viscoplastic
creep constitutive equation that accounts for the different responses of the liquid, semisolid, delta-ferrite, and austenite
phases. Functions depending on temperature and composition are employed for properties such as thermal linear expansion. A
contact algorithm is used to prevent penetration of the shell into the mold wall due to the internal liquid pressure. An efficient
two-step algorithm is used to integrate these highly nonlinear equations. The model is validated with an analytical solution
for both temperature and stress in a solidifying slab. It is applied to simulate continuous casting of a 120 mm billet and
compares favorably with plant measurements of mold wall temperature, total heat removal, and shell thickness, including thinning
of the corner. The model is ready to investigate issues in continuous casting such as mold taper optimization, minimum shell
thickness to avoid breakouts, and maximum casting speed to avoid hot-tear crack formation due to submold bulging. 相似文献
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为了研究连铸板坯的传热和力学特征,通过建立考虑蠕变的铸坯热弹黏塑性全尺寸有限元数值模型,以实测温度和传热反问题获得的热流为依据,计算和探讨了结晶器内铸坯的传热、应力和应变行为。结果表明,弯月面下100 ~ 200 mm铸坯表面承受拉应力,宽面距角部40 ~ 90 mm的偏角部区域温度较高,坯壳厚度也较薄,距角部约400 mm处温度相对较低,收缩量及应力应变较大。窄面近角部区域的应力和应变总体上低于宽面,距角部越近,窄面铸坯表面的应变越高。偏角部区域坯壳厚度、应力、应变的非均匀性及存在的过大差异,是探讨近角部裂纹成因需要考虑的重要因素。 相似文献
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Menghuai Wu Josef Domitner Andreas Ludwig 《Metallurgical and Materials Transactions A》2012,43(3):945-964
A two-phase columnar solidification model is used to study the principle of mechanical soft reduction (MSR) for the reduction
of centerline segregation in slab casting. The two phases treated in the model are the bulk/interdendritic melt and the columnar
dendrite trunk. The morphology of the columnar dendrite trunk is simplified as stepwise growing cylinders, with growth kinetics
governed by the solute diffusion in the interdendritic melt around the growing cylindrical columnar trunk. The solidifying
strand shell moves with a predefined velocity and the shell deforms as a result of bulging and MSR. The motion and deformation
of the columnar trunks in response to bulging and MSR is modeled following the work of Miyazawa and Schwerdtfeger from the
1980s. Melt flow, driven by feeding of solidification shrinkage and by deformation of the strand shell and columnar trunks,
as well as the induced macrosegregation are solved in the Eulerian frame of reference. A benchmark slab casting (9-m long,
0.215-m thick) of plain carbon steel is simulated. The MSR parameters influencing the centerline segregation are studied to
gain a better understanding of the MSR process. Two mechanisms in MSR modify the centerline segregation in a slab casting:
one establishes a favorable interdendritic flow field, whereas the other creates a non-divergence-free deformation of the
solid dendritic skeleton in the mushy region. The MSR efficiency depends not only on the reduction amount in the slab thickness
direction but also strongly on the deformation behavior in the longitudinal (casting) direction. With enhanced computation
power the current model can be applied for a parameter study on the MSR efficiency of realistic continuous casting processes. 相似文献
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ZHU Miaoyong CAI Zhaozhen School of Materials Metallurgy Northeastern University Shenyang China 《Baosteel Technical Research》2010,(Z1):26
Thermal behavior of the solidifying shell in continuous casting mold is very important to final steel products.In the present work,one two-dimension transient thermal-mechanical finite element model was developed to simulate the thermal behavior of peritectic steel solidifying in slab continuous casting mold by using the sequential coupling method.In this model,the steel physical properties at high temperature was gotten from the micro-segregation model withδ/γtransformation in mushy zone,and the heat flux was obtained according to the displacement between the surface of solidifying shell and the hot face of mold as solidification contraction,the liquid-solid structure and distribution of mold flux,and the temperature distribution of slab surface and mold hot face,in addition,the rate-dependent elastic-viscoplastic constitutive equation was applied to account for the evolution of shell stress in the mold.With this model,the variation characteristics of surface temperature,heat flux, and growth of the solidifying shell corner,as well as the thickness distribution of the liquid flux,solidified flux,air gap and the corresponding thermal resistance were described. 相似文献
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《Baosteel Technical Research》2012,6(3):24-27
In order to research the temperature distribution and mechanical deformation of slab bulging during high speed continuous casting,mathematical models have been developed to analyze the thermal and mechanical behavior of the slab.The thermal history of the slab has been predicted by a two-dimensional transient finite element heat transfer model,whose results serve as the input to the stress model.The stress model has been formulated for a two-dimensional longitudinal plane.In this case,the maximum tensile strain during the bulging process is located at the solidification front just past the top of the upstream roll,which may contribute to crack formation.The maximum tensile stresses are located at the cold surface in the middle of the two back-up rolls,just at the point of the maximum bulging.Stresses near the solidification front are small because of the high temperatures which produce lower elastic modulus values.Finally,the effect of the casting speed on the bulging deformation is discussed. 相似文献