液压动力系统中风电优化容量配置研究

Fengqiao Li, Qin Chao, Xun-jiang Dai
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引用次数: 9

摘要

新疆省布尔津电网是一个独立的水风互补系统,由2台容量为2000千瓦的水力发电机组和1台容量为2500千瓦的水力发电机组以及7台容量为150千瓦的风力发电机组组成,风力发电容量约占电力系统总容量的13.0%。为研究风电在系统中的最优容量方案,基于额尔津实际电网拓扑结构,采用剔除全网部分节点和去损并入负荷的方法,建立了简化的数学模型。本文建立了考虑变风速的风力发电机七阶微分方程的数学模型,建立了带励磁系统和调频系统的同步风力发电机和随风速变化的异步风力发电机的仿真模型。仿真分析了风力发电机组依次插电、风力发电机组同时插电、风力发电机组在风速突增时插电三种情况下,风力发电机组相互补偿系统的动态稳定性。仿真结果表明:各发电机相继插电后,电力系统处于动态稳定状态;当风速由10 m/s跃升至20 m/s时,对电力系统的动态稳定性影响不大;当7台发电机同时插电时,电力系统频率在49 ~ 52 Hz之间波动,最后所有发电机被其控制系统切断,风电插电失败。此外,仿真结果还表明,大型风力发电机组并网时,电力系统频率不可忽视,对电力系统稳定性的研究应更加重视频率。仿真结果与实际测量结果吻合较好,验证了仿真模型的正确性。本文建立了基于遗传算法的优化数学模型,并建立了带有惩罚项的适应度函数,利用遗传算法计算出最优风电容量,计算结果表明,当风量穿透量超过其额定风量的15.25%,达到最大值时,单独的风-液互补偿系统的稳定性将受到破坏;所得结论与仿真结果吻合,验证了数学模型的合理性和遗传算法应用于风侵彻功率计算的可行性。此外,仿真结果还表明,风力发电机组需要安装一定容量的无功补偿电容器,仿真模型有待进一步完善。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The research of wind power optimized capacity configuration in hydraulic power system
Buerjin power grid of Xinjiang province in China is an alone hydraulic-wind power mutual compensation system, which is composed of two hydraulic generators with capacity of 2000 KW and one with 2500 KW and seven wind generators with capacity of 150 KW, the wind power capacity account for almost 13.0 percent of total power system capacity. In order to study the optimal capacity scheme of wind power in the system, based on Buerjin real power grid topology, its simplified mathematical model was built by the methods of eliminating partial nodes of the whole power network and of removing power loss and merging into power load. The mathematical model of seven order differential equation for wind power generator considering variable wind speed is given in this paper, the emulation models for the synchronous wind generator with excitation system and frequency-modulation system and the asynchronous wind generator accompanying wind speed variation are built as well. The dynamic stability of wind-hydraulic power mutual compensation system were simulated and analyzed in these cases: wind generators cut-in one by one, wind generators cut-in simultaneously, wind generators cut-in when wind speed leaps. The simulation result is indicated as follow: the power system will be dynamic stable when generators cut-in one by one; the power system dynamic stability will be influenced a little when wind speed leaps from 10 m/s to 20 m/s; the power system frequency will fluctuate between 49 Hz to 52 Hz when seven generators cut-in simultaneously, finally all the generators will be cut off by its control system thus wind power cut-in will be failed. Furthermore, the simulation result also shown that the power system frequency could not be ignored when large-scale wind generators are switched into power grid, frequency should be paid more attention to do research on power system stability. The simulation result also fit the real measurement very well, which verify the correctness of the emulation model. The optimized mathematical model based on genetic algorithm was built in the paper, and the fitness function with punish item was created, so the genetic algorithm was utilized to calculate optimal wind power capacity, the calculation result demonstrated that when the wind penetration capacity exceed 15.25 percent of its rated wind capacity, which reaching its maximum limit, the stability of alone wind-hydraulic mutual compensation system would be destroyed, the conclusion also match its simulation result, which verify the rationality of mathematical model and the feasibility of genetic algorithm application on the calculation of the wind penetration power. In addition, the simulation result also show that the wind generators need to install VAr compensation capacitor with certain of capacity, and the simulation model need to be further improved.
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