Analysis on Characteristics of VSC-HVDC System Connected to AC System with Inertia
|更新时间:2025-12-08
|
Analysis on Characteristics of VSC-HVDC System Connected to AC System with Inertia
Vol. 43, Issue 4, Pages: 1095-1105(2017)
作者机构:
1. 华北电力大学新能源电力系统国家重点实验室
2. 国网北京经济技术研究院
作者简介:
基金信息:
DOI:
CLC:
Published Online:10 April 2017,
Published:2017
稿件说明:
移动端阅览
ZHAO Chengyong, YUAN Yijia, YUAN Bin, et al. Analysis on Characteristics of VSC-HVDC System Connected to AC System with Inertia[J]. 2017, 43(4): 1095-1105.
DOI:
ZHAO Chengyong, YUAN Yijia, YUAN Bin, et al. Analysis on Characteristics of VSC-HVDC System Connected to AC System with Inertia[J]. 2017, 43(4): 1095-1105.DOI:
Analysis on Characteristics of VSC-HVDC System Connected to AC System with Inertia
Research on control characteristics of voltage source converter--high voltage direct current(VSC-HVDC) system is currently limited to the connection to the equivalent AC grid
thus
the model of VSC system connected to AC system with inertia should be established
and the analysis on interaction between internal characteristics of AC system and VSC is of important significance. Firstly
we used a synchronous generator(SG) to simulate the AC system with inertia so as to propose a small signal model of VSC system connected to synchronous generator
and verified the validity of the established model. Secondly
we analyzed the degree of correlation between eigenvalues and state variables with participation
factor method. Thirdly
combining with eigenvalue analysis and simulation
we studied the influences of parameters on the characteristic roots of the system
respectively
such as the transmission line
inertia constant of synchronous generator
and damping coefficient. Finally
we analyzed the influences of VSC controller parameters on the stability of the system. The results have proved that the small signal stability of the system will decrease with the decrease of short circuit ratio(SCR) and the decrease of impedance angle of line. When the inertia constant is greater than 1.2 s
the small signal stability of system will enhance and then decrease but will not lose stability. When the damping coefficient of SG ranges from 0
0
.5 pu
the small signal stability of system will enhance and then decrease
and the controller parameters also affect the small signal stability of system
so stability will be optimized by adjusting these types of parameters within limits.