The wear of hearth refractory by hot metal penetration and mechanical erosion is the limiting factor in the life of a blast furnace and their control and minimisation result in a direct benefit in an extended campaign. At the same time, it is difficult to directly measure the amount and location of hearth erosion during any campaign. Heat transfer mathematical model is an appropriate tool to quantify the amount of erosion based on the prediction of temperature profile particularly 1150°C freeze line isotherm in the hearth.In the present investigation, an axisymmetric conductive heat transfer model based on finite element method has been formulated and computer software is developed. Using the model and the computer code, temperature profile is predicted in the hearth zone of two different designs of industrial blast furnaces and maximum (worst) hearth wear has been estimated. The erosion pattern is calculated on the basis of worst-case location of 1150°C isotherm that can occur during the furnace campaign. Effects of hot metal temperature, cooling conditions and coke-bed states (floating and sitting) on temperature profile and refractory wear are also investigated.
[1]
鉄鋼基礎共同研究会.
Blast furnace phenomena and modelling
,
1987
.
[2]
S. Mehrotra,et al.
Heat Balance Model to Predict Salamander Penetration and Temperature Profiles in the Sub-hearth of an Iron Blast Furnace
,
1993
.
[3]
Henrik Saxén,et al.
Model Analysis of the Operation of the Blast Furnace Hearth with a Sitting and Floating Dead Man
,
2003
.
[4]
Henrik Saxén,et al.
Model of the state of the blast furnace hearth
,
2000
.
[5]
O. K. Crosser,et al.
Thermal Conductivity of Heterogeneous Two-Component Systems
,
1962
.
[6]
Andrzej J. Nowak,et al.
Mathematical Model of Steady State Heat Transfer in Blast Furnace Hearth and Bottom
,
1985
.
[7]
K. Kurpisz,et al.
A Method for Determining Steady State Temperature Distribution within Blast Furnace Hearth Lining by Measuring Temperature at Selected Points
,
1988
.