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用Bergeron法计算变压器线圈暂态电压分布 被引量:2

CALCULATION OF TRANSIENT VOLTAGE DISTRIBUTION IN TRANSFORMER WINDINGS WITH THE BERGERON METHOD
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摘要 本文提出了变压器线圈电磁暂态分析的新方法──Bergeron法,推导了有互感电路的等值参数和计算公式,叙述了如何形成节点导纳矩阵。实测结果与分析表明,在变压器低压线圈短路时,高压线圈与空心线圈的电感相同。根据计算与实测结果分析,提出了确定等值电路中各项参数的方法。 This paper presents a new method of electro-magnetic transient analysis for transformer windings-the Bergeron's method.The equivalent parameter and calculation formula of circuit with mutual inductance are deduced. Besides,it is narrated how the nodal admittance matrix is formed.The results of practical experiments and analysis show that the inductance of the high voltage winding of a transformer is similar to the inductance of the same winding with air core when the low voltage winding is short-circuited.According to the results of calculations and experiments,determination method for the parameters of the equivalent circuit are presented.
机构地区 清华大学
出处 《电工电能新技术》 CSCD 北大核心 1996年第3期1-5,31,共6页 Advanced Technology of Electrical Engineering and Energy
基金 加拿大国际开发研究中心(IDRC)资助
关键词 变压器 线圈 暂态电压 transformer,Bergeron's method,inductance
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同被引文献23

  • 1文盛乐.关于电感线圈的联接问题[J].大学物理,2005,24(7):12-15. 被引量:4
  • 2苑津莎,崔翔,胡启凡,张元录.壳式变压器并联线圈电流分配及阻抗电压计算[J].中国电机工程学报,1995,15(4):247-252. 被引量:2
  • 3王赞基.变压器线圈中特快速暂态仿真的建模[J].中国电机工程学报,1996,16(5):299-305. 被引量:65
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  • 5吴小平,张炳前,曹茂盛,房晓勇.折合自感法计算串-并联线圈的等效自感系数[J].大学物理,1997,16(2):12-13. 被引量:2
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  • 8NAKANISHI K,FUJITA S,KURITA H,et al.High Frequency Voltage Oscillation in Transformer Windings and Electrical Breakdown Properties of Inter-turn Insulation Immersed in Oil at VFT Voltage[Z].IEEE Electrical Insulation and Dielectric Phenomena Annual Report,Minneapolis,1997.2:490-493.
  • 9GHAREHPETIAN G B,MOHSENI H,MOLLER K.Hybrid Modeling of Inhomogeneous Transformer Windings for Very Fast Transient Over-voltage Studies[J].IEEE Trans On Power Deliver,1998,13(1):157-163.
  • 10YOSHIKAZU,SHIBUYA,SHIGETO FUJITA.High Frequency Model and Transient Response of Transformer Windings[Z].Transmission and Distribution Conference and Exhibition,Asia Pacific,Yokohama,2002.3:1 839-1 844.

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