Abstract

As a large number of photovoltaic power stations are built and put into operation, the total amount of photovoltaic power generation accounts for an increasing proportion of the total electricity. The inability to accurately predict solar energy output has brought great uncertainty to the grid. Therefore, predicting the future power of photovoltaic fields is of great significance. According to different time scales, predictions are divided into long-term, medium-term and ultra-short-term predictions. The main difficulty of ultra-short-term forecasting lies in the power fluctuations caused by sudden and drastic changes in environmental factors. The shading of clouds is directly related to the irradiance received on the surface of the photovoltaic panel, which has become the main factor affecting the fluctuation of photovoltaic power generation. Therefore, sky images captured by conventional cameras installed near solar panels can be used to analyze cloud characteristics and improve the accuracy of ultra-short-term predictions. This paper uses historical power information of photovoltaic power plants and cloud image data, combined with machine learning methods, to provide ultra-short-term predictions of the power generation of photovoltaic power plants. First, the random forest method is used to use historical power generation data to establish a single time series prediction model to predict ultra-short-term power generation. Compared with the continuous model, the root mean square (RMSE) error of prediction is reduced by 28.38%. Secondly, the Unet network is used to segment the cloud image, and the cloud amount information is analyzed and input into the random forest prediction model to obtain the bivariate prediction model. The experimental results prove that, based on the cloud amount information contained in the cloud chart, the bivariate prediction model has an 11.56% increase in prediction accuracy compared with the single time series prediction model, and an increase of 36.66% compared with the continuous model.

Highlights

  • UDQGRP IRUHVW SUHGLFWLRQ PRGHO LV WKH YHFWRU‫݌‬௧బି௞ǡ ǥ ǡ ‫݌‬௧బିଵ FRPSRVHG RI KLVWRULFDO SRZHU GDWD DQG WKH SUHGLFWLRQ UHVXOW LV ‫݌‬ෞ௧బ ZKLFK LV ULJKW

  • )LJXUH RQH PRQWK¶V GDWD LV XVHG WR SUHGLFW WKH SKRWRYROWDLF SRZHU LQ WKH QH[W PLQXWHV DQG WKH.

  • UHFHQW PHDVXUHG YDOXH DQG VXJJHVWLQJ WKH IDUWKHVW 0HDVXUHG YDOXH WKHQ PDNH D SUHGLFWLRQ IRU WKH QH[W

Read more

Summary

UDQGRP IRUHVW SUHGLFWLRQ PRGHO LV WKH YHFWRU

‫݌‬௧బି௞ǡ ǥ ǡ ‫݌‬௧బିଵ FRPSRVHG RI KLVWRULFDO SRZHU GDWD DQG WKH SUHGLFWLRQ UHVXOW LV ‫݌‬ෞ௧బ ZKLFK LV ULJKW )LJXUH RQH PRQWK¶V GDWD LV XVHG WR SUHGLFW WKH SKRWRYROWDLF SRZHU LQ WKH QH[W PLQXWHV DQG WKH. UHFHQW PHDVXUHG YDOXH DQG VXJJHVWLQJ WKH IDUWKHVW 0HDVXUHG YDOXH WKHQ PDNH D SUHGLFWLRQ IRU WKH QH[W

8QHW QHWZRUN VHJPHQWDWLRQ FORXG LPDJH
6LQJOH WLPH VHULHV IRUHFDVW PRGHO UHVXOWV
VHJPHQWDWLRQ UHVXOWV
Full Text
Paper version not known

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call

Disclaimer: All third-party content on this website/platform is and will remain the property of their respective owners and is provided on "as is" basis without any warranties, express or implied. Use of third-party content does not indicate any affiliation, sponsorship with or endorsement by them. Any references to third-party content is to identify the corresponding services and shall be considered fair use under The CopyrightLaw.