中国电机工程学报
中國電機工程學報
중국전궤공정학보
ZHONGGUO DIANJI GONGCHENG XUEBAO
2014年
7期
1088-1094
,共7页
互联电网%扰动传播%转动惯量作用域%分段均匀介质%幅值传递矩阵
互聯電網%擾動傳播%轉動慣量作用域%分段均勻介質%幅值傳遞矩陣
호련전망%우동전파%전동관량작용역%분단균균개질%폭치전체구진
interconnected power systems%disturbance propagation%impact scope of generator inertia%sectionalized homogeneous medium%amplitude transfer matrix
揭示扰动传播机理对于提高互联大电网安全水平具有重要作用。机电波理论尝试借助波动力学研究电网机电暂态过程,为研究电网扰动传播开辟了新思路。针对非均匀链式电网的扰动传播问题,提出一种分段均匀介质建模方法。在分析电网与机械波传播介质相似形性的基础上,提出发电机惯量作用域用以确定空间集中式发电机参数的均匀化范围。进一步,导出基于分段均匀介质模型的机电波方程及其解析解,并利用状态传递矩阵证明分段均匀介质模型与电网实际模型的等价性。最后,通过幅值传递矩阵获得解析解系数与分段介质参数的关系。仿真结果验证了所提模型及算法的正确性。
揭示擾動傳播機理對于提高互聯大電網安全水平具有重要作用。機電波理論嘗試藉助波動力學研究電網機電暫態過程,為研究電網擾動傳播開闢瞭新思路。針對非均勻鏈式電網的擾動傳播問題,提齣一種分段均勻介質建模方法。在分析電網與機械波傳播介質相似形性的基礎上,提齣髮電機慣量作用域用以確定空間集中式髮電機參數的均勻化範圍。進一步,導齣基于分段均勻介質模型的機電波方程及其解析解,併利用狀態傳遞矩陣證明分段均勻介質模型與電網實際模型的等價性。最後,通過幅值傳遞矩陣穫得解析解繫數與分段介質參數的關繫。倣真結果驗證瞭所提模型及算法的正確性。
게시우동전파궤리대우제고호련대전망안전수평구유중요작용。궤전파이론상시차조파동역학연구전망궤전잠태과정,위연구전망우동전파개벽료신사로。침대비균균련식전망적우동전파문제,제출일충분단균균개질건모방법。재분석전망여궤계파전파개질상사형성적기출상,제출발전궤관량작용역용이학정공간집중식발전궤삼수적균균화범위。진일보,도출기우분단균균개질모형적궤전파방정급기해석해,병이용상태전체구진증명분단균균개질모형여전망실제모형적등개성。최후,통과폭치전체구진획득해석해계수여분단개질삼수적관계。방진결과험증료소제모형급산법적정학성。
The reveal of disturbance propagation mechanism is of great importance for the security of interconnected power systems. Electromechanical wave theory attempts to explore the power system dynamics from the point of view of wave mechanics and open a new path to the mechanism of disturbance propagation. In this paper, a sectionalized homogeneous medium modeling approach was presented to deal with the disturbance propagation in non-uniform chained power networks. Through analyzing the similarity between power networks and mechanical wave media, the impact scope of the moment of inertia of a generator was introduced in which the generator’s lump mass to be homogenized. Furthermore, the corresponding equation for electromechanical wave propagation in non-uniform chained power networks was established and its analytical solution was derived. The consistency between the proposed model and the practical power network model was proved through state transfer matrix. At last, the relationship between the coefficients of analytical solution and parameters of sectionalized homogeneous model was obtained. Simulation results demonstrated the validity of the proposed model and the analytical solution.