Simulation of thermal behavior during peritectic steel solidification in slab continuous casting mol

来源 :Baosteel Technical Research | 被引量 : 0次 | 上传用户:windcode2009
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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. 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 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 with δ / γ transmission 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. This way 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.
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