简介概要

Determination of the liquidus and solidus temperatures of FeCrAl stainless steel

来源期刊:International Journal of Minerals Metallurgy and Materials2015年第11期

论文作者:Zhi-biao Han Jian-hua Liu Yang He Kang-wei Li Yi-long Ji Jian Liu

文章页码:1141 - 1148

摘    要:The liquidus and solidus temperatures of Fe Cr Al stainless steel were determined by differential scanning calorimetry(DSC) at different heating rates. They were also calculated by Thermo-calc software and empirical formulae separately. The accuracy of calculation results was assessed by comparison with the corresponding DSC results. The liquidus temperatures calculated by empirical formulae, which exhibited a maximum deviation of 8.6°C, were more accurate than those calculated using Thermo-calc, which exhibited a maximum deviation of 12.11°C. On the basis of Thermo-calc calculations performed under the Scheil model, the solidus temperature could be well determined from solid fraction(fS) vs. temperature(t) curves at fS = 0.99. Furthermore, a theoretical analysis to determine the solidus temperature with this method was also provided.

详情信息展示

Determination of the liquidus and solidus temperatures of FeCrAl stainless steel

Zhi-biao Han,Jian-hua Liu,Yang He,Kang-wei Li,Yi-long Ji,Jian Liu

Research Institute of Metallurgy Engineering, University of Science and Technology Beijing

摘 要:The liquidus and solidus temperatures of Fe Cr Al stainless steel were determined by differential scanning calorimetry(DSC) at different heating rates. They were also calculated by Thermo-calc software and empirical formulae separately. The accuracy of calculation results was assessed by comparison with the corresponding DSC results. The liquidus temperatures calculated by empirical formulae, which exhibited a maximum deviation of 8.6°C, were more accurate than those calculated using Thermo-calc, which exhibited a maximum deviation of 12.11°C. On the basis of Thermo-calc calculations performed under the Scheil model, the solidus temperature could be well determined from solid fraction(fS) vs. temperature(t) curves at fS = 0.99. Furthermore, a theoretical analysis to determine the solidus temperature with this method was also provided.

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