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计及运行广义短路比的多时间尺度新能源并网调度计划模型

李晓辉 董燕飞 刘豪 姚振明

现代电力2024,Vol.41Issue(2):240-248,9.
现代电力2024,Vol.41Issue(2):240-248,9.DOI:10.19725/j.cnki.1007-2322.2022.0249

计及运行广义短路比的多时间尺度新能源并网调度计划模型

A Multi-time Scale Dispatch Model for New Energy Grid Connection Considering Generalized Short Circuit Ratio of Operation

李晓辉 1董燕飞 1刘豪 1姚振明2

作者信息

  • 1. 河南城建学院电气与控制工程学院,河南省平顶山市 467044
  • 2. 平顶山姚孟发电有限责任公司,河南省平顶山市 467031
  • 折叠

摘要

Abstract

To ensure the stable operation of power system dur-ing large-scale new energy grid connection and reduce the in-stances of wind or solar energy curtailment,firstly,an analysis was made on methods for power fluctuation suppression in the new energy grid.Additionally,the generalized short circuit ra-tio of operation,a parameter for AC power grid strength evalu-ation after new energy being connected to the grid with arbit-rary power,was introduced.Secondly,a dispatch model for new energy grid connection considering three time scales:day-ahead,intra-day and real-time,was presented.Furthermore,a multi-time scale new energy grid connection capacity optimiza-tion models was established with the objective functions of minimum operation dispatch cost,maximum operation general-ized short circuit ratio,and the minimum fluctuation of joint output power.Finally,taking the system consisting of thermal power units,new energy stations,energy storage power sta-tions and high energy loads as an instance,the effectiveness of proposed strategy and model was verified through simulation.

关键词

新能源/多时间尺度/柔性负荷/运行广义短路比/并网调度计划模型

Key words

new energy/multi-time scale/flexible load/generalized short circuit ratio of operation/grid connection dispatch model

分类

信息技术与安全科学

引用本文复制引用

李晓辉,董燕飞,刘豪,姚振明..计及运行广义短路比的多时间尺度新能源并网调度计划模型[J].现代电力,2024,41(2):240-248,9.

基金项目

河南省教育厅项目(212102310301) (212102310301)

河南省高等学校重点科研项目(22A470004).Project Supported by Henan Provincial Department of Education(212102310301) (22A470004)

Key Scientific Research Projects of Colleges and Universities in Henan Province(22A470004). (22A470004)

现代电力

OA北大核心CSTPCD

1007-2322

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