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文章摘要
基于ITSO-XGBoost算法的智能电能表误差估计模型研究
Research on error estimation model of smart electricity meter based on ITSO-XGBoost algorithm
Received:May 06, 2025  Revised:June 23, 2025
DOI:10.19753/j.issn1001-1390.2025.11.006
中文关键词: ITSO-XGBoost  电能表  误差估计  模型
英文关键词: ITSO-XGBoost, electricity meter, error estimation, model
基金项目:国网安徽省电力公司科技项目;项目编号 SGAHXT00TKJS2000033
Author NameAffiliationE-mail
JIN Yao* Marketing Service Center, State Grid Anhui Electric Power Co., Ltd., Hefei 230088, China 254039494@qq.com 
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中文摘要:
      传统方法在处理实际问题时存在难以适应复杂多变的环境、敏感度差及复杂度高等局限性,为达到远程监控电能表状态并及时准确发现电能表异常的目的,文中研究创新性地引入了ITSO-XGBoost算法,通过结合改进型教学优化算法(improved tuna swarm optimization, ITSO)和极端梯度提升算法(XGBoost),提出了一种新的电能表误差估计方法。文中提出利用XGBoost对复杂现场条件下校验仪误差进行预测的方法,而后为了平衡算法的勘探和开发能力,提出了一种阿奎拉鹰混合型金枪鱼群优化算法对XGBoost算法进行改进,提高其竞争力。多组实验结果表明,ITSO-XGBoost算法在电能表误差估计中表现出色,不仅在预测准确率上显著高于传统机器学习算法。此外,该算法对特征选择的敏感性较低,能够在处理高维数据时保持稳定的性能,展现出较强的鲁棒性和适应性。
英文摘要:
      Traditional methods have limitations such as difficulty in adapting to complex and changeable environments, poor sensitivity and high complexity when dealing with practical problems. To achieve the goal of remotely monitoring the status of electricity meters and timely and accurately detecting abnormalities of electricity meters, the ITSO-XGBoost algorithm is innovatively introduced in this paper. By combining the improved teaching optimization algorithm (ITSO) and the extreme gradient boosting algorithm (XGBoost), a new error estimation method for electricity meters is proposed. A method for predicting the error of the calibrator under complex field conditions by using XGBoost is proposed. In order to balance the exploration and development capabilities of the algorithm, an Aquila Eagle hybrid tuna swarm optimization algorithm is proposed to improve the XGBoost algorithm and enhance its competitiveness. The results of multiple sets of experiments show that the ITSO-XGBoost algorithm performs well in the error estimation of electricity meters, not only significantly higher than the traditional machine learning algorithms in terms of prediction accuracy. Furthermore, this algorithm has a relatively low sensitivity to feature selection and can maintain stable performance when dealing with high-dimensional data, demonstrating strong robustness and adaptability.
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