Abstract

Distributed generator (DG) is widely used and applied due to the energy and environment issues. Distributed photovoltaic generation is a typical kind of DG. Its output power is random and fluctuant, which has great influence on the safe, stable and economic operation of power system. Thus it is necessary to identify the power generated by the distributed photovoltaic generation. This paper proposes a power identification method based on BP Neural Network. The sample data comes from simulation by PSCAD and consists of current and active power that are measured in the branch of distributed network connected with DG and active power generated by the DG. The training is based on Matlab. Simulation results verify that the BP Neural Network can identify active power of DG accurately.

Highlights

  •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

  •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

  • %3 1HXUDO 1HWZRUN LV D IRUZDUG QHWZRUN ZLWK WKUHH RU PRUH OD\HUV RI QHXURQV 7KHUH LV QR IHHGEDFN DQG QHXURQV LQ WKH OD\HUV DUH QRW FRQQHFWHG 7KH W\SLFDO VWUXFWXUH RI %3 1HXUDO 1HWZRUN LV VKRZQ LQ )LJXUH

Read more

Summary

Introduction

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

Results
Conclusion
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