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交流潮流约束下的机组组合求解 被引量:4

Unit commitment considering alternating current power flow constraints
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摘要 针对当前大电网与分布式发电并进,可再生资源发电大量接入的电网发展格局,构建交流潮流约束下的机组组合模型,在传统考虑有功网络安全约束的基础上,引入无功电压的制约,并计及机组的安全运行极限。依据Benders分解思想,将该模型分解为主、子两个问题,主问题为单母线模型机组组合,子问题为交流潮流约束的检验,通过子问题导引的Benders割形成主、子问题之间关联的附加约束。修正的IEEE-14节点仿真结果表明,该方法能够有效解决交流潮流约束下的机组组合问题。 With the parallel development of distributed generation technology and large power grid technology, a great amount of renewable energy generation was introduced to the electrical power grid. Under this circumstance, a unit commitment model was established by considering the constraints of transmission safety using AC (alternating current) power flow. This model also involved reactive and voltage constraints, as well as safe operation limits of generators. According to the Benders decomposition, the model was decomposed into a master problem and a sub-problem. The master problem could solve the unit commitment without AC constraints, and then the sub-problem could check the AC constraints according to the result of the master problem. Benders cuts might develop from the sub problem, and the cuts would form additional associated constraints, which could connect the master problem and the sub problem. Simulation results of modified IEEE-14 buses case proved that the proposed method could effectively solve unit commitment problems with constraints of AC power flow.
出处 《山东大学学报(工学版)》 CAS 北大核心 2012年第2期130-137,共8页 Journal of Shandong University(Engineering Science)
基金 国家自然科学基金资助项目(51077087 51007047)
关键词 电力系统 机组组合 交流潮流约束 Benders分解 发电机安全运行极限 power system unit commitment AC power flow constraints Benders decomposition safe operation limits of generator
作者简介 潘志远(1983-),男,山东淄博人,博士研究生,主要研究方向为电力系统运行与控制.E-mail:shmily1009@163.com。 通讯作者:韩学山(1959-),男,辽宁大连人,教授,博士生导师,主要研究方向为电力系统分析与控制.E-mail:xshan@sdu.edu.ca
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  • 1SENJYU T,KSHIMABUKURO K,UEZATO K,et al.A fast technique for unit commitment problem by extend-ed priority list[J].IEEE Trans on Pow er Systems,2003,18(2):882-888.
  • 2LEE F N.The application of commitment utilization fac-tor(CUF)to thermal unit commitment[J].IEEE Transon Pow er Systems,1991,6(2):691-698.
  • 3PANG C,CHEN H.Optimal short-term thermal unitcommitment[J].IEEE Trans on Pow er Apparatus andSystems,1976,95(4):1336-1346.
  • 4Van den Bosch PPJ,HONDERD G.A solution of the u-nit commitment problem via decomposition and dynamicprogramming[J].IEEE Trans on Pow er Apparatus andSystems,1985,PAS-104(7):1684-1690.
  • 5COHEN A I,YOSHIMURA M.A branch-and-bound al-gorithm for unit commitment[J].IEEE Trans on Pow erApparatus and Systems,1983,PAS-102(2):444-451.
  • 6LAUERT G,SANDELL N,BERTSEKAST D,et al.Solution of large-scale optimal unit commitment problems[J].IEEE Trans on Power Apparatus and Systems,1982,PAS-101(1):79-86.
  • 7COHEN A I,WAN S.A method for solving the fuel con-strained unit commitment problem[J].IEEE Trans onPow er Systems,1987,2(3):608-614.
  • 8ONGSAKUL W,PETCHARAKS N.Unit commitmentby enhanced adaptive Lagrangian relaxation[J].IEEETrans on Pow er Systems,2004,19(1):620-628.
  • 9VIRMANI S,ADRIAN E C,IMHOF K,et al.Imple-mentation of a Lagrangian relaxation based unit commit-ment problem[J].IEEE Trans on Pow er Systems,1989,4(4):1373-1380.
  • 10吴金华,吴耀武,熊信艮.机组组合问题的扩展Hopfield神经网络算法[J].电力系统自动化,2003,27(7):41-44. 被引量:21

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