简介概要

Electrorheological effect of Ti-bearing blast furnace slag with different TiC contents at 1500°C

来源期刊:International Journal of Minerals Metallurgy and Materials2017年第7期

论文作者:Hong-rui Yue Tao Jiang Qiao-yi Zhang Pei-ning Duan Xiang-xin Xue

文章页码:768 - 775

摘    要:The electrorheological properties of CaO–SiO2–Al2O3–MgO–TiO2–Ti C slags were investigated to enhance understanding of the effect of TiC addition on the viscosity, yield stress, and fluid pattern of Ti-bearing slags in a direct-current electric field. The viscosities and shear stresses of 4wt% and 8wt% Ti C slags were found to increase substantially with increasing electric field intensity, whereas virtually no rheological changes were observed in the 0wt% TiC slag. The Herschel–Bulkley model was applied to demonstrate that the fluid pattern of the 4wt% TiC slag was converted from that of a Newtonian fluid to that of a Bingham fluid in response to the applied electric field; and the static yield stress increased linearly with the square of the electric field intensity.

详情信息展示

Electrorheological effect of Ti-bearing blast furnace slag with different TiC contents at 1500°C

Hong-rui Yue1,Tao Jiang1,2,Qiao-yi Zhang1,Pei-ning Duan1,2,Xiang-xin Xue1,2

1. School of Metallurgy,Northeastern University2. Liaoning Key Laboratory of Metallurgical Resources Recycling Science

摘 要:The electrorheological properties of CaO–SiO2–Al2O3–MgO–TiO2–Ti C slags were investigated to enhance understanding of the effect of TiC addition on the viscosity, yield stress, and fluid pattern of Ti-bearing slags in a direct-current electric field. The viscosities and shear stresses of 4wt% and 8wt% Ti C slags were found to increase substantially with increasing electric field intensity, whereas virtually no rheological changes were observed in the 0wt% TiC slag. The Herschel–Bulkley model was applied to demonstrate that the fluid pattern of the 4wt% TiC slag was converted from that of a Newtonian fluid to that of a Bingham fluid in response to the applied electric field; and the static yield stress increased linearly with the square of the electric field intensity.

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