输电线路防舞电涡流阻尼器参数优化试验研究

楼文娟,黄赐荣,陈思然

振动与冲击 ›› 2022, Vol. 41 ›› Issue (14) : 15-23.

PDF(1974 KB)
PDF(1974 KB)
振动与冲击 ›› 2022, Vol. 41 ›› Issue (14) : 15-23.
论文

输电线路防舞电涡流阻尼器参数优化试验研究

  • 楼文娟,黄赐荣,陈思然
作者信息 +

Experimental analysis on optimizing parameters of anti-galloping eddy current dampers for transmission lines

  • LOU Wenjuan,HUANG Cirong,CHEN Siran
Author information +
文章历史 +

摘要

基于动力相似关系,以某1000kV八分裂输电线路为工程原型,设计了输电导线-电涡流阻尼器系统的1:17大比例缩尺试验模型。通过导线-阻尼器系统的自振试验测定系统的等效阻尼比,并对电涡流阻尼器的安装位置,刚度系数、阻尼系数以及导线初始张力等设计参数对系统等效阻尼比的影响进行了相关研究。为了验证由自振试验所确定的阻尼器最优参数下的真实防舞效果,在易舞风攻角下,对安装阻尼器前后覆冰导线-阻尼器系统的线性化运动方程的特征值实部进行了计算,发现安装阻尼器将明显提高导线起舞风速;利用ANSYS软件对易舞风攻角下的导线舞动响应进行了仿真模拟研究,安装阻尼器后覆冰导线不再激发舞动,防舞效果非常明显。并得到了如下结论:导线系统的一阶等效阻尼比将随着阻尼器阻尼系数的增大呈现先增大后减小的趋势,存在一个最优阻尼系数Copt,而阻尼器刚度的存在不利于阻尼器发挥减振效果;阻尼器的安装位置越靠近跨中,导线系统的一阶等效阻尼比提升越明显,阻尼器的减振效果越好;导线初始张力越大,导线系统的等效阻尼比的最大值ξmax也会相应提高。
关键词:输电线路;电涡流阻尼器;等效阻尼比;缩尺模型试验;防舞

Abstract

Based on the dynamic similarity relationship, a 1000kV eight-bundled transmission line is taken as an engineering prototype, a large-scale test model of conductor-eddy current damper system with a scale ratio of 1:17 was designed. The equivalent damping ratio of the conductor-damper system was measured through the self-vibration test of the system, and the influence of the installation position, the stiffness coefficient, the damping coefficient of damper, initial tension of conductor on the equivalent damping ratio was researched. In order to verify the real anti-galloping effect of the damper under the optimal parameters determined by the natural vibration test, at the wind attack angle which is prone to galloping, the real part of the eigenvalues of the linearized motion equation was calculated before and after the installing the dampers, it is found that the installing dampers will significantly increase the galloping critical wind speed; and the conductor galloping under wind attack angle which is prone to galloping was simulated by ANSYS software, it can be found that the iced conductor will not gallop after installing dampers, and the anti-galloping effect of the damper is very obvious. The following conclusions were obtained: the equivalent damping ratio of the system will first increase and then decrease with the increase of the damping coefficient of the damper, there is an optimal damping coefficient Copt for damper, and the existence of the auxiliary stiffness of the damper is unfavorable for the damper to play the effect of vibration reduction and energy dissipation; when the installation position of the damper is closer to the middle of the span, the first-order equivalent damping ratio of the system is improved more obviously, and the vibration mitigation effect of the damper is correspondingly better; the maximum value of the equivalent damping ratio of the system will also increase with the increase of the initial tension.
Key words: Transmission line; eddy current damper; equivalent damping ratio; scale model test; anti-galloping

关键词

输电线路 / 电涡流阻尼器 / 等效阻尼比 / 缩尺模型试验 / 防舞

Key words

Transmission line / eddy current damper / equivalent damping ratio / scale model test / anti-galloping

引用本文

导出引用
楼文娟,黄赐荣,陈思然. 输电线路防舞电涡流阻尼器参数优化试验研究[J]. 振动与冲击, 2022, 41(14): 15-23
LOU Wenjuan,HUANG Cirong,CHEN Siran. Experimental analysis on optimizing parameters of anti-galloping eddy current dampers for transmission lines[J]. Journal of Vibration and Shock, 2022, 41(14): 15-23

参考文献

[1] 李新民,朱宽军,李军辉. 输电线路舞动分析及防治方法研究进展[J]. 高电压技术, 2011, 37(2):484-490.
LI Xin-min, ZHU Kuan-jun, LI Jun-hui. Review on analysis and prevention measures of galloping for transmission line [J]. High Voltage Engineering, 2011, 37(2): 484-490.
[2] 郭应龙,李国兴,尤传永. 输电线路舞动[M]. 第一版. 北京三里河路6号: 中国电力出版社, 2003
[3] 楼文娟, 孙珍茂, 许福友, 李宏男, 王昕. 输电导线扰流防舞器气动力特性风洞试验研究[J]. 浙江大学学报:工学版, 2011, 45(1):93-98.
LOU Wen-juan, SUN Zhen-mao, XU Fu-you, LI Hong-nan, WANG Xin. Experimental study on aerodynamic characteristics of air flow spoiler [J]. Journal of Zhejiang University: Engineering Science, 2011, 45(1):93-98.
[4] 金成生. 线夹回转式防舞动间隔棒在特高压输电线路中的应用研究[J]. 上海电力, 2010, 23(3):205-209.
JIN Chen-sheng. Application research of the rotary clamp anti-galloping spacer in UHV transmission lines [J]. Shanghai Electric Power, 2010, 23(3):205-209.
[5] 孙珍茂, 楼文娟. 覆冰输电导线舞动及防舞效果分析[J]. 振动与冲击, 2010, 29(5):141-146.
SUN Zhen-mao, LOU Wen-juan. Analysis of iced transmission line galloping and effect of anti-galloping [J]. Journal of vibration and shock, 2010, 29(5):141-146.
[6] 杨晓辉, 陆小刚, 严波, 张博. 六分裂导线试验线路双摆防舞器防舞效果数值模拟研究[J].计算力学学报, 2013, 30(z1): 105-109.
YANG Xiao-hui, LU Xiao-gang, YAN Bo, ZHANG Bo. Numerical simulation study on anti-galloping of test transmission line with double pendulum dampers [J]. Chinese Journal of Computational Mechanics, 2013, 30(z1): 105-109.
[7] 卢明,任永辉,向玲,张博,魏建林. 500 kV 水平布置输电线路相地间隔棒防舞仿真分析. 高电压技术. 2017, 43(7): 2349-2354.
LU Ming, REN Yong-hui, XIANG Ling, ZHANG Bo, WEI Jian-lin. Simulation of Phase-to-ground Spacer for Anti-galloping of 500 kV Horizontal Arranged Transmission Lines [J]. High Voltage Engineering, 2017, 43(7): 2349-2354.
[8] 向玲,任永辉,卢明,张博,魏建林. 特高压输电线路防舞装置的应用仿真. 高电压技术. 2016, 42(12): 3830-3836.
XIANG Ling, REN Yong-hui, LU Ming, ZHANG Bo, WEI Jian-lin. Simulation of Anti-galloping Device's Application in UHV Transmission Line [J]. High Voltage Engineering, 2016, 42(12): 3830-3836.
[9] Lou, W.J., Huang, C.R., Huang, M.F., Liang, H.C., Yu, J. Galloping Suppression of Iced Transmission Lines by Viscoelastic-Damping Interphase Spacers [J]. J. Eng. Mech. 2020, 146 (12): 04020135.
[10] 陈水生,孙炳楠,胡隽. 粘弹性阻尼器对斜拉桥拉索的振动控制研究. 土木工程学报. 2002, 35(6): 59-65.
CHEN Shui-sheng, SUN Bing-nan, HU Juan. Simulation of Anti-galloping Device's Application in UHV Transmission Line [J]. China Civil Engineering Journal, 2002, 35(6): 59-65.
[11] 王修勇,陈政清. 确定斜拉索减振阻尼器优化参数的一种方法[J]. 振动与冲击. 2002, 21(1): 78-80.
WANG Xiu-yong, CHEN Zhen-qing. An Approach of Determining Optimal Damping Constant of Damper on Stay Cables [J]. Journal of vibration and shock, 2002, 21(1): 78-80.
[12] 杨晓辉,余江,楼文娟. 基于子导线气动力参数的D形覆冰八分裂导线舞动研究[J]. 科技通报, 2019, 35(1): 224-231.
YANG Xiao-hui, YU Jiang, LOU Wen-juan. Study on galloping of D-shaped iced eight-bundled conductors based on sub-conductor aerodynamic coefficient [J]. Bulletin of science and technology, 2019, 35(1): 224-231.
[13] 周海俊, 孙利民. 斜拉索附加带刚度阻尼器的参数优化分析[J]. 力学季刊. 2008, 29(1): 180-185.
ZHOU Hai-jun, SUN Li-min. Parameter optimization of damper with stiffness for stay cable [J]. Chinese quarterly of mechanics, 2008, 29(1): 180-185.
[14] 陈立群,刘延柱. 非线性振动[M]. 北京: 高等教育出版社, 2001.
[15] Qin Z, Chen Y, Zhan X, et al. Research on the galloping and anti-galloping of the transmission line[J]. International Journal of Bifurcation and Chaos. 2012, 22(12500382).

PDF(1974 KB)

Accesses

Citation

Detail

段落导航
相关文章

/