Abstract

Compared with the point prediction, the interval prediction of the load could more effectively guarantee the safe operation of the power system. In view of the problem that the correlation between adjacent load data is not fully utilized so that the prediction accuracy is reduced, this paper proposes the conditional copula function interval prediction method, which could make full use of the correlation relationship between adjacent load data so as to obtain the interval prediction result. At the same time, there are the different prediction results of the method under different parameters, and the evaluation results of the two accuracy evaluation indicators containing PICP (prediction interval coverage probability) and the PIAW (prediction interval average width) are inconsistent, the above result that the optimal parameters and prediction results cannot be obtained, therefore, the NSGA-II (Non-dominated Sorting Genetic Algorithm-II) multi-objective optimization algorithm is proposed to seek out the optimal solution set, and by evaluating the solution set, obtain the optimal prediction model parameters and the corresponding prediction results. Finally, the proposed method is applied to the three regions of Shaanxi Province, China to conduct ultra-short-term load prediction, and compare it with the commonly used load interval prediction method such as Gaussian process regression (GPR) algorithm, artificial neural network (ANN), extreme learning machine (ELM) and others, and the results show that the proposed method always has better prediction accuracy when applying it to different regions.

Highlights

  • With the rapid development of China’s economy, the power industry, which is transitioning from a monopoly business model to a competitive relationship, has put forward higher requirements for all departments of the power system [1,2,3]

  • Long-term load prediction is mainly used to predict the load situation in the several years, generally used for grid planning and reconstruction work [6,7]; medium-term load prediction refers to prediction the load in the few months to one year, mainly for reservoirs’ operation scheduling, unit maintenance, and usage planning for fuel [8,9,10]; short-term load prediction is mainly for the day to one week of load forecast, often used for optimizing the combination of water and thermal power and control of economic flow [11,12,13]; ultra-short-term load prediction is a hot spot of research in recent years [14,15], and mainly refers to load prediction for the few minutes

  • After analyzing the problems existing in the current load prediction method, this paper proposed a multi-objective interval prediction method based on the conditional copula function in discrete form, which helps power system staff to make more reasonable, safe, and economical scheduling decisions

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Summary

Introduction

With the rapid development of China’s economy, the power industry, which is transitioning from a monopoly business model to a competitive relationship, has put forward higher requirements for all departments of the power system [1,2,3]. Long-term load prediction is mainly used to predict the load situation in the several years, generally used for grid planning and reconstruction work [6,7]; medium-term load prediction refers to prediction the load in the few months to one year, mainly for reservoirs’ operation scheduling, unit maintenance, and usage planning for fuel [8,9,10]; short-term load prediction is mainly for the day to one week of load forecast, often used for optimizing the combination of water and thermal power and control of economic flow [11,12,13]; ultra-short-term load prediction is a hot spot of research in recent years [14,15], and mainly refers to load prediction for the few minutes. Used for power quality control, safety monitoring for online operation, prevention and emergency control, its prediction accuracy directly affects economic dispatch, online safety monitoring, automatic generation control (AGC) frequency modulation, and preventive control emergency situations [16]

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