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VISCOSITY PREDICTION OF C-A-S AND C-A-S-M-SLAG SYSTEMS BY MEANS OF AN ARTIFICIAL NEURAL NETWORK

机译:通过人工神经网络通过人工神经网络对C-A-S和C-A-S-M-S渣系统的粘度预测

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Slags are of fundamental importance in the steel production, influencing deeply its quality; among the several properties of steelmaking slags, viscosity stands out as one of the most important. Viscosity is a function of slag composition andtemperature and is determined experimentally or using mathematical models.ln this work a study is made todetermineviscosity by means of an Artificial Neural Network using Wekasoftware developed at the University of Waikato.Weka offers several algorithms for machine learning, including those for neural network training. Here, the Multilayer Perceptron model (MLP) was used andtraining was carried out by means of the error back-propagation algorithm. For this introductory analysis, the composition of the chosen slags falls within the most frequently used quaternary oxide system CaO-MgO-SiO_2-AI_2O_3 (also known as C-S-A-M) and the ternary C-S-A, while the temperature is kept constant at 1600 °C.Because of the facilities offered, the primary viscosity input data for selected slags was provided by means of FactSage - a software specialized in the field of metallurgical thermodynamics (nevertheless, literature or experimental data can be used as well). A refined predictive system for viscosity could be established by ANN with correlation coefficients between predicted and observed values (R2) greater than 0.99 for both systems. The model can be of benefit to the steel industry and may contribute to the production of quality steels.
机译:炉渣在钢铁生产中具有根本重要性,影响其质量深入;在炼钢渣的几种性质中,粘度脱颖而出。粘度是炉渣组合物的功能,并且通过实验或使用数学模型来确定或使用数学模型。通过在Waikato of Waikato.Weka大学开发的Wekasoftware提供了一个人工神经网络的研究是通过人工神经网络进行研究,为机器学习提供了多种算法,包括用于机器学习的几种算法那些神经网络培训。这里,使用误差反向传播算法进行多层的Perceptron模型(MLP)。对于该介绍性分析,所选炉渣的组成落入最常用的季氧化物系统CaO-MgO-SiO_2-AI_2O_3(也称为CSAM)和三元CSA,而温度在1600℃下保持恒定。在提供的设施中,通过Factage提供所选炉渣的主要粘度输入数据 - 一种专门从事冶金热力学领域的软件(尽管如此,也可以使用文献或实验数据)。可以通过ANN通过ANN建立精确的预测系统,其中两个系统的预测和观察值(R2)之间的相关系数为大于0.99。该模型对钢铁行业有益,可能有助于生产质量钢材。

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