Abstract：The characteristics of the contact resistance between pantograph slide and contact wire directly affect the current-carrying performance of the pantograph catenary#x02019;s system. Sliding electrical contact experiment with Cu impregnation carbon strips and Cu-Sn alloy contact wire was conducted and the relationships between different experimental conditions and contact resistance are researched. The following conclusions are obtained by analyzing the experimental results. Under zero contact current conditions,if pantograph slide and contact wire keeps in relative static state,contact resistance will decrease with the increase of contact pressure. And if the pantograph slide and contact wire keeps in relative sliding state with a constant contact pressure,contact resistance will increase with the increase of sliding speed. But under strong current sliding contact state conditions,contact resistance will decrease with the increase of contact current with a constant contact pressure and sliding speed. Then,a calculation model of the contact resistance is built by analyzing the influence of contact pressure,sliding speed and contact current on contact resistance. The model parameters are solved by the improved Gauss-Newton iterative algorithm and the validity of the calculation model is proved.
陈忠华，石英龙，时光，王智勇，康立乾. 受电弓滑板与接触网导线接触电阻计算模型[J]. 电工技术学报, 2013, 28(5): 188-195.
Chen Zhonghua,Shi Yinglong,Shi Guang,Wang Zhiyong,Kang Liqian. Calculation Model of the Contact Resistance between Pantograph Slide and Contact Wire. Transactions of China Electrotechnical Society, 2013, 28(5): 188-195.
[1] 李奎, 张冠生, 陆俭国. 含膜触头静态接触下接触电阻有限元模型及其分析[J]. 电工技术学报, 1998, 13(1): 27-31. Li Kui, Zhang Guansheng, Lu Jianguo. The finite-element model and analysis for static contact resistance with film[J]. Transactions of China Electrotechnical Society, 1998, 13(1): 27-31. [2] Willamison J B P. The microworld of the contact spot[C]. The 27th Holm Conference on Electrical Contact, 1981. [3] Malucci Robert D. Multispot model of contacts based on surface features[C]. Proceedings of the 36th IEEE Holm Conference, 1990: 625-634. [4] Caven R W Jr. Prediction the contact resistance distribution of electrical contacts by modeling the contact interface[C]. Proceedings of the Thirty- Seventh IEEE Holm Conference, 1991: 83-89. [5] 丁方正. 带电镀层接触表面之间收缩电阻的计算[J].机电元件, 1990, 10(1): 7-13. Ding Fangzheng. The calculation of the contraction resistance between contact surfaces which plated electroplated layer[J]. Electromechanical Components, 1990, 10(1): 7-13. [6] Lionel Boyer. Contact resistance calculations: generalizations of greenwood#x02019;s formula including interface films[J]. IEEE Transactions on Components and Packaging Technologies, 2001, 24(1): 50-58. [7] 堵永国, 张为军, 鲍小恒. 电接触与电接触材料[J].电工材料, 2005(4): 38-44.Du Yongguo, Zhang Weijun, Bao Xiaoheng. The electrical contact and electrical contact materials[J]. Electrical Engineering Materials, 2005(4): 38-44. [8] Ale#x00161; Duraj, Pavel Mach. Analysis and prediction of electrical contact resistance for anisotropic conduc- tive adhesives[C]. Electronics Technology of the 31st International Spring Seminar, 2008: 358-362. [9] Robert L Jackson, Robert D Malucci, Santosh Angadi, et al.A simplified model of multiscale electrical contact resistance and comparison to existing closed form models[C]. Proceedings of the 55th IEEE Holm Conference, 2009: 27-34. [10] Peng Zhang, Lau Y Y, Gilgenbach R M. Minimization of thin film contact resistance[J]. Applied Physics Letters, 2010, 97(20): 204103-1-204103-3. [11] Melida Chin, S Jack Hu. A multiple particle model for the prediction of electrical contact resistance in anisotropic conductive adhesive assemblies[J]. IEEE Transactions on Components and Packaging Technologies, 2007, 30(4): 745-753. [12] 郭凤仪, 马同立, 陈忠华, 等. 不同载流条件下滑动电接触特性[J]. 电工技术学报, 2009, 24(12): 18-23. Guo Fengyi, Ma Tongli, Chen Zhonghua, et al. Characteristics of the sliding electric contact under different currents[J]. Transactions of China Electro- technical Society, 2009, 24(12): 18-23. [13] 郭凤仪, 任志玲, 马同立, 等. 滑动电接触磨损过程变化的实验研究[J]. 电工技术学报, 2010, 25(10): 24-29. Guo Fengyi, Ren Zhiling, Ma Tongli, et al. Experimental research on wear process variability of the sliding electric contact[J]. Transactions of China Electrotechnical Society, 2010, 25(10): 24-29. [14] 许良军, 芦娜, 等. 电接触理论、应用与技术[M].北京: 机械工业出版社, 2010. [15] 程礼春. 电接触理论及应用[M]. 北京: 机械工业出版社, 1985. [16] 吴积钦, 钱清泉. 受电弓与接触网系统电接触特性[J]. 中国铁道科学, 2008, 29(3): 106-109. Wu Jiqin,Qian Qingquan. Characteristics of the electrical contact between pantograph and overhead contact line[J]. China Railway Science, 2008, 29(3): 106-109. [17] 程礼椿, 李震彪. 接触电阻模型发展与应用[J]. 低压电器, 1993(5): 10-14. Cheng Lichun,Li Zhenbiao. The development and applications of contact resistance model[J]. Low Voltage Apparatus, 1993(5): 10-14. [18] 吴积钦. 弓网系统电弧的产生及其影响[J]. 电气化铁道, 2008(2): 27-29. Wu Jiqin.Occurrence of arc in pantograph and overhead contact system and its interference[J]. Electric Railway, 2008(2): 27-29. [19] Bouchoucha A, Chekroud S, Paulmier D. Influence of the electrical sliding speed on friction and wear processes in an electrical contact copper-stainless steel [J]. Applied Surface Science, 2004, 223(4): 330-342. [20] 孙明, 王其平. 温度应力对电连接器接触可靠性的影响[J]. 电工技术学报, 1990, 5(1): 34-38. Sun Ming, Wang Qiping. The effect of temperature stress on electric contact reliability of connectors[J]. Transactions of China Electrotechnical Society, 1990, 5(1): 34-38.
2013, Vol. 28 
