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Development of a mathematical model for continuous casting of steel slabs and billets

机译:开发钢坯和钢坯连续铸造的数学模型

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A mathematical model of continuous casting of steel slabs and billets that takes into account aspects relating to computer capacities was developed. The starting point for the model was the solution of a partial differential equation of heat conduction for different boundary conditions using the finite-difference method. A numerical solution technique was implemented via the Pascal and C computer programs running under the GNU/Linux operating system, and their speeds of computation were compared. The model is capable of predicting temperature profiles and the solidification front in continuously cast steel strand to make slabs and billets. The accuracy of the model was tested by obtaining approximate solutions with two different sets of mesh points, one with half the spacing of the other, and the temperatures at four representative spatial positions were compared. The ability of the mathematical model built to predict the temperature distribution and the shell thickness reliably was tested using a solidified shell from the mould of the continuous casting machine for steel billets situated at Store Steel, Slovenia.
机译:建立了考虑到与计算机能力有关的方面的钢坯和钢坯连续铸造的数学模型。该模型的起点是使用有限差分法求解不同边界条件下的热传导偏微分方程。通过在GNU / Linux操作系统下运行的Pascal和C计算机程序实现了一种数值解技术,并比较了它们的计算速度。该模型能够预测连续浇铸钢坯以制造板坯和钢坯的温度曲线和凝固前沿。通过获得具有两组不同网格点的近似解来测试模型的准确性,其中一组网格点的间距为另一组网格点的一半,并比较了四个代表性空间位置的温度。使用位于斯洛文尼亚Store Steel的钢坯连铸机模具中的凝固壳,对凝固的壳可靠地预测温度分布和壳厚度的数学模型的能力进行了测试。

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