Abstract

Line loss rate plays an essential role in evaluating the economic operation of power systems. However, in a low voltage (LV) distribution network, calculating line loss rate has become more cumbersome due to poor configuration of the measuring and detecting device, the difficulty in collecting operational data, and the excessive number of components and nodes. Most previous studies mainly focused on the approaches to calculate or predict line loss rate, but rarely involve the evaluation of the prediction results. In this paper, we propose an approach based on a gradient boosting decision tree (GBDT), to predict line loss rate. GBDT inherits the advantages of both statistical models and AI approaches, and can identify the complex and nonlinear relationship while computing the relative importance among variables. An empirical study on a data set in a city demonstrates that our proposed approach performs well in predicting line loss rate, given a large number of unlabeled examples. Experiments and analysis also confirmed the effectiveness of our proposed approach in anomaly detection and practical project management.

Highlights

  • Line loss is the power loss of a power grid, which reflects the plan, design, and economic operation level in the power grid

  • We evaluate the model performance based on an error metric

  • We propose a gradient boosting decision tree (GBDT)-based approach to predict line loss rate in the low voltage (LV) distribution network

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Summary

Introduction

Line loss is the power loss of a power grid, which reflects the plan, design, and economic operation level in the power grid. It is one of the key assessment indicators for a power grid company. The LV distribution network, which is treated as the foundation of line loss management, is facing the problem of large number, weak management, and poor data quality. The Guangxi Power Grid uses the approach based on measured value to calculate line loss rate. It appears that the accuracy is quite low, it is not conducive to analyze line loss. There is an immense need for algorithms that can carry out a fast and accurate calculation of line loss rate in the LV distribution network

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