输电线路脱冰动态模型建立及其在诱发脱冰中的应用
本文关键词:输电线路脱冰动态模型建立及其在诱发脱冰中的应用 出处:《南京理工大学》2017年硕士论文 论文类型:学位论文
更多相关文章: 脱冰振动 输电线路 两节点等参杆单元 动态响应 诱发脱冰
【摘要】:输电线路覆冰是最为常见的灾害之一。覆冰脱落时,输电线剧烈的上下振动会引起短路、断线、倒塔等事故。目前国内外研究主要是利用有限元软件建模、仿真输电线路在简单脱冰场景下(如按规定的位置脱冰、按规定的脱冰量脱冰和按规定的次序脱冰等)的动态响应。实际中最为常见的是导线某处覆冰先脱落,在导线振动过程中导致其他位置覆冰相继脱落的复杂场景。利用有限元软件仿真复杂场景的输电线脱冰动态响应具有建模操作复杂、易出错的缺点。为此本文基于两节点等参杆单元建立孤立档和连续档输电线脱冰动态模型,可用于诱发脱冰等复杂工况下的脱冰动态响应研究。第一,基于两节点等参杆单元建立孤立档输电线路模型,采用Newton-及aaphson方法求解静态平衡方程,采用Newmark积分与Newton-Raphson结合的方法求解脱冰动态平衡方程。与有限元软件仿真结果和单档输电线路脱冰试验结果对比表明该模型与方法的有效性。第二,在单元模型的基础上建立了连续档输电线路模型,采用Newmark积分与Newton-Raphson结合的方法求解连续档输电线路脱冰动态响应。连续档数学模型包括绝缘子串数学模型、绝缘子串和导线铰接的处理、连续档输电线初始位置的确定方法。与有限元软件仿真结果和连续档输电线脱冰试验结果对比表明该模型和方法的有效性。第三,基于孤立档和连续档数学模型,考虑诱发脱冰效应,采用控制变量法分别仿真了孤立档和连续档在不同覆冰脱落临界加速度、不同覆冰厚度、不同初始脱冰量和不同初始脱冰位置四种场景的诱发脱冰动态响应,得到了一系列规律性的结论。
[Abstract]:Transmission line icing is one of the most common disasters. Ice shedding, severe upper and lower vibration will cause a short circuit, wire disconnection, tower collapse and other accidents. The domestic and foreign research mainly is the use of finite element software modeling and Simulation of the transmission line in simple Ice Shedding scenarios (such as at the specified position off the ice, according to the provisions of the amount of ice and ice shedding off according to the provisions of the order of ice shedding) dynamic response. The most common is the icing somewhere first off, resulting in complex scenes elsewhere in successive Ice Shedding wire vibration process. By using the finite element software simulation of transmission lines in complex scenes Ice Shedding dynamic response modeling has the complex operation and error prone defects. In this paper two node isoparametric element is established based on the isolated span and continuous Ice Shedding span dynamic model of transmission line, can be used for removing ice induced dynamic response research of ice shedding and other complex condition. Article A two node isoparametric element of isolated span transmission line model based on the Newton- and aaphson methods for solving the static equilibrium equation method for solving Newmark integral of the Newton-Raphson combined with the off ice dynamic equilibrium equation. Comparing ice test results and the results of finite element simulation software and single gear transmission lines and show the effectiveness of the model and method. Second, based on the element model of continuous gear transmission line model is established and solved by Newmark integral method combined with Newton-Raphson continuous gear transmission line deicing dynamic response. The mathematical model of continuous files including mathematical model of Insulator String Insulators and conductors with hinged, continuous wire shelf method to determine the initial position. With the results of finite element simulation software and continuous file transmission line contrast ice shedding test results show that the validity of the model and method. Third, based on the lonely Filing and continuous gear mathematical model, considering the effect induced by ice shedding, using control variables were simulated and isolated span continuous spans in different ice shedding critical acceleration, different ice thickness, different initial ice volume and Ice Shedding in different initial position of four kinds of scene and the dynamic response induced by ice, a a series of conclusions.
【学位授予单位】:南京理工大学
【学位级别】:硕士
【学位授予年份】:2017
【分类号】:TM752
【参考文献】
相关期刊论文 前10条
1 伍川;严波;张亮;张博;李清;;覆冰输电线路脱冰跳跃高度理论算法[J];应用数学和力学;2016年02期
2 芮晓明;姬昆鹏;刘晨;李林;周超;;阻尼变化对脱冰冲击下输电线路动态特性影响[J];噪声与振动控制;2015年05期
3 黄新波;徐冠华;肖渊;朱永灿;马龙涛;郑雁翎;;输电线路档距组合对覆冰导线脱冰跳跃的影响[J];高电压技术;2015年07期
4 谭述君;侯健;吴志刚;杜剑明;;索网天线的参变量变分及非线性有限元方法[J];力学学报;2014年05期
5 王璋奇;齐立忠;杨文刚;王孟;;集中质量法模拟覆冰在架空线脱冰动张力实验中的适用性研究[J];中国电机工程学报;2014年12期
6 姚陈果;张薷方;张磊;武剑;刘佳;陈荣勇;;架空输电塔-线体系导线风振对脱冰的影响[J];高电压技术;2014年02期
7 杨文刚;苏士斌;王璋奇;;导线脱冰振动的模拟实验研究[J];振动.测试与诊断;2013年05期
8 叶子菀;郭勇;尚奎;;山坡地形输电线路的覆冰脱冰研究[J];电网技术;2013年07期
9 蒋兴良;毕茂强;黎振宇;向泽;董冰冰;赵世华;;自然条件下导线直流融冰与脱冰过程研究[J];电网技术;2013年09期
10 沈国辉;徐亮;徐晓斌;楼文娟;孙炳楠;;分裂导线-间隔棒体系的覆冰脱落研究[J];电网技术;2012年01期
,本文编号:1406416
本文链接:https://www.wllwen.com/kejilunwen/dianlidianqilunwen/1406416.html