电力系统保护与控制
電力繫統保護與控製
전력계통보호여공제
POWER SYSTM PROTECTION AND CONTROL
2014年
2期
13-22
,共10页
王峥%刘创华%魏珍%袁世强%袁中琛%王瑶%陈少功
王崢%劉創華%魏珍%袁世彊%袁中琛%王瑤%陳少功
왕쟁%류창화%위진%원세강%원중침%왕요%진소공
发电权交易%网损分摊%叠加定理%Aumann-Shapley法
髮電權交易%網損分攤%疊加定理%Aumann-Shapley法
발전권교역%망손분탄%첩가정리%Aumann-Shapley법
generation rights trade%losses allocation%superposition principle%Aumann-Shapley method
发电权交易使得电网的潮流以及损耗发生变化,对电网的运行成本产生影响,因此如何有效计及这种影响并对电网进行相应的补偿是亟待解决的问题。为解决此问题,首先针对断面网损进行研究,在断面下将输电网等效为线性电路,发电机和负荷等效为电流源,通过叠加原理确定各支路潮流及功率损耗与各电流源的关系式,进而确定发电权交易量与网损变化量的关系式。其次,将网损分摊看作一个合作博弈问题,即网损是由所有参与者共同合作的结果。应用Aumann-Shapley法对支路的互耦合功率损耗进行分摊,可保证结果公平合理,且具有经济一致性。最后,通过IEEE9节点标准算例进行仿真,验证了所提方法的正确性和有效性。
髮電權交易使得電網的潮流以及損耗髮生變化,對電網的運行成本產生影響,因此如何有效計及這種影響併對電網進行相應的補償是亟待解決的問題。為解決此問題,首先針對斷麵網損進行研究,在斷麵下將輸電網等效為線性電路,髮電機和負荷等效為電流源,通過疊加原理確定各支路潮流及功率損耗與各電流源的關繫式,進而確定髮電權交易量與網損變化量的關繫式。其次,將網損分攤看作一箇閤作博弈問題,即網損是由所有參與者共同閤作的結果。應用Aumann-Shapley法對支路的互耦閤功率損耗進行分攤,可保證結果公平閤理,且具有經濟一緻性。最後,通過IEEE9節點標準算例進行倣真,驗證瞭所提方法的正確性和有效性。
발전권교역사득전망적조류이급손모발생변화,대전망적운행성본산생영향,인차여하유효계급저충영향병대전망진행상응적보상시극대해결적문제。위해결차문제,수선침대단면망손진행연구,재단면하장수전망등효위선성전로,발전궤화부하등효위전류원,통과첩가원리학정각지로조류급공솔손모여각전류원적관계식,진이학정발전권교역량여망손변화량적관계식。기차,장망손분탄간작일개합작박혁문제,즉망손시유소유삼여자공동합작적결과。응용Aumann-Shapley법대지로적호우합공솔손모진행분탄,가보증결과공평합리,차구유경제일치성。최후,통과IEEE9절점표준산례진행방진,험증료소제방법적정학성화유효성。
Generation rights trade will change the power flow of the grid as well as losses, and then affect the transmission service costs of the grid. Therefore how to take such influence into account effectively and make the corresponding compensation to power grid are the problems to be solved. Firstly, this paper studies the losses allocation method for the section network. A cross-section grid network is equivalent to a linear circuit. Generators and loads are modelled as current sources and the relationship between current sources and branch losses is then established based on the superposition principle. Based on the first step, the relationship between the quantities of generation rights trade and the variations in losses of the network is established. Moreover, losses allocation can be seen as a cooperative game problem that investigates the allocation of surplus obtained by agents of a coalition through cooperation. The Aumann-Shapley is used to allocate the losses and provide fair and reasonable allocation with good economic coherence. Finally, illustrative numerical results with the IEEE 9-bus test system is presented to prove the validity.