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Hot Deformation and Ductility Analysis of Continuous Cast C40 Steel by means of Tensile and Compression Tests

机译:通过拉伸和压缩试验的连续铸造C40钢的热变形与延展性分析

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The steel production from scrap using continuous cast technology has increased in last decades. Sometimes, steels processed via this route display poor ductility at high temperature. This feature is associated to cooling conditions and chemical composition, which in turns affect the segregation pattern and vary the transformation temperatures and the phase transformation kinetics. The material under study was a C40 steel with a dendrite solidification microstructure coming from an industrial continuous casting plant. The high temperature ductility was evaluated by means of tensile tests up to fracture at strain rate of 0.001 s~(-1) in a temperature range of 1100 to 710°C. The reduction in area at fracture as a function of temperature graphs show a clear reduction of the steel ductility in the intercritical region, but also after the pearlite transformation. Single deformation compression tests were also carried out on the steel in the austenitic temperature domain, 900 to 1100°C, and at strain rate of 0.001 to 1 s~(-1). A modification of the Garofalo hyperbolic sine equation has been employed to derive the peak and steady stresses of the flow curve. The work hardening, U, and dynamic recovery, Ω, parameters which describe the flow curve before dynamic recrystallization takes place and the k and t50 parameters, based on the JMAK model, to describe the recrystallization kinetics were also calculated for every test and expressed as a function of the Zener Hollomon parameter, Z.
机译:使用连铸技术废旧钢铁生产在过去的几十年有所增加。有时,钢通过在高温下该路径显示差延展性处理。此功能被关联到的冷却条件和化学组合物,其轮流影响偏析图案和改变相变温度和相转变动力学。所研究的材料是C40钢枝晶凝固组织从工业连铸设备的到来。的高温延展性通过来评价的拉伸在0.001 S〜(-1)的应变速率的温度范围内的1100至710测试到断裂℃。在区域中的骨折为温度的曲线图的函数的减少示出了在临界区的明显降低钢的延展性,而且珠光体转变之后。单个变形压缩试验也在奥氏体温度域进行上的钢中,900〜1100℃,并在0.001〜1秒〜(-1)的应变速率。所述加罗法洛双曲正弦方程的变形已被用来推导出峰和流量曲线的平稳应力。加工硬化,U和动态恢复,Ω,其描述了流动曲线动态再结晶发生之前进行与第k和T50的参数,基于所述JMAK模型,来描述再结晶动力学也计算了每个测试,并表示为参数齐纳Hollomon参数,Z的函数

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