基于PCA-EWM-TOPSIS 的入炉块矿综合性能评价模型
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朱 颖(2001—),女,硕士研究生,从事钢铁生产原燃料评价体系构建方面的研究。

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TF046. 4

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重庆自然科学基金创新与发展联合基金资助项目(CSTB2024NSCQ-LZX0052)、硕士研究生创新计划项目—重庆科技大学项目(YKJCX2520227)


Comprehensive performance evaluation model for in-furnace lump ore based on PCA-EWM-TOPSIS
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    摘要:

    为科学评价高炉入炉块矿的综合性能,克服现有评价方法中指标冗余及权重分配主观性强等局限性,本文构建了一种基于主成分分析- 熵权法- 逼近理想解排序法(PCA-EWM-TOPSIS) 的入炉块矿综合性能评价模型。首先,利用主成分分析(PCA)对入炉块矿的17 项性能指标实施降维处理,消除指标间相关性干扰,提取出3 个关键主成分(F1 、F2 、F3 )。接着,应用熵权法(EWM) 依据数据自身离散程度客观确定各主成分权重( F1 :0. 503,F2 :0. 281,F3 :0. 216)。随后,运用逼近理想解排序法( TOPSIS) 计算11 种实际块矿样本与理想解的相对贴近度(C 值),据此进行综合性能排序。研究结果表明:11 种入炉块矿样本综合性能排序为:I4 > I3> I1 > I8 > I2 > I11 > I6> I7 > I5 > I10 > I9 。模型结果与现有评价方法结论较为一致,证实了其可靠性。

    Abstract:

    To scientifically evaluate the comprehensive performance of lump ore entering the blast furnace and overcome such limitations as indicator redundancy and strong subjectivity in weight allocation in existing evaluation methods,a comprehensive performance evaluation model for lump ore entering the furnace based on PCA-EWM-TOPSIS is constructed. Firstly,PCA is used to reduce the dimensionality of the 17 performance indicators of the lump ore entering the blast furnace,eliminate the interference caused by correlations between various indicators,and extract three key principal components F1 ,F2 ,F3 ). Next,the Entropy Weight Method (EWM) is applied to objectively determine the weights of each principal component (F1 :0. 503,F2 :0. 281,F3 :0. 216) based on the dispersion of the data. Subsequently,the TOPSIS method is used to calculate the relative proximity (C-value) of 11 actual lump ore samples to the ideal solution, and based on these results,a comprehensive performance ranking is established. The results show that the comprehensive performance ranking of the 11 sample blocks in the furnace is:I4 > I3> I1 > I8 > I2 > I11 > I6> I7 > I5 > I10 > I9 . The model results are consistent with the conclusions of existing evaluation methods,confirming their reliability.

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朱 颖,陈生利,凌志宏,陈 鑫,杨家俊,秦跃林.基于PCA-EWM-TOPSIS 的入炉块矿综合性能评价模型[J].烧结球团,2026,51(3):119-125

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  • 最后修改日期:2025-12-23
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  • 在线发布日期: 2026-07-23
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