结冰导线舞动机制分析  

Analysis of Galloping Mechanism of Iced Conductor

作　　者：樊社新[1] 何国金[1] 廖小平[1] 朱江新[1] 傅忠[1] 

机构地区：[1]广西大学机械工程学院,广西壮族自治区南宁市530004

出　　处：《中国电机工程学报》2006年第14期131-133,共3页Proceedings of the CSEE

基　　金：国家自然科学基金项目(50377006)。~~

摘　　要：应用稳定性理论并结合线路的实际工况分析了结冰导线的舞动机制。经研究发现:气动升力曲线初始斜率为负且其绝对值足够大时,结冰导线可能发生舞动;气动阻力曲线初始斜率为正且足够大时,结冰导线可能发生舞动;气动力矩曲线初始斜率为正且足够大时,结冰导线可能发生舞动; Den Hartog原理为此结论中的特例。据此结论和对动力学方程的分析得出:结冰导线发生舞动的原因是气动升力曲线初始斜率、气动阻力曲线初始斜率、气动力矩曲线初始斜率可以产生负阻尼或负刚度,从而使得结冰导线吸收风能。Combining stability theory with reality of transmission line galloping mechanism of iced conductor was analyzed. The main conclusion is that iced conductor can be galloping when the initial slop of curve of aerodynamic lift is negative and its absolute value is large enough; iced conductor can be galloping when the initial slop of curve of aerodynamic drag is positive and large enough; iced conductor can be galloping when the initial slop of curve of aerodynamic moment is positive and large enough. Den Hartog＇s principle is a special example of the conclusion. From the conclusion and analysis of dynamic equation, the cause of galloping of iced conductor is that the initial slop of curve of aerodynamic lift, the initial slop of curve of aerodynamic drag and the initial slop of curve of aerodynamic moment can make damping and rigidity being negative so that iced conductor absorbs wind＇s energy.

关 键 词：舞动 结冰导线 气动力 负阻尼 负刚度 

分 类 号：TM76[电气工程—电力系统及自动化]