摘要
在分析统一迭代法及交替迭代法优缺点的基础上,提出了改进的交替迭代法以计算交直流系统潮流。该算法计及了直流变量的边界约束,对交流及直流系统潮流方程均采用牛顿拉夫逊法求解,确保了直流子系统雅可比矩阵可逆。分析了交流系统修正雅可比矩阵在计算过程中可能出现虚部的原因,给出了换流变分接头调整的策略。以修改后的IEEE39系统为例,验证了所提算法的正确性。重点讨论了当节点负荷缓慢增加时,潮流计算中换流变调整分接头,无功补偿设备的投切和直流控制方式发生改变的详细过程及以上因素对电压稳定极限的影响。
Based on analyzing the merits and drawbacks of the uniform and alternating iteration method,an advanced AC/DC power flow algorithm is presented,which considers the boundary constraint of the DC variables.The power flow equations of the AC and DC system are all solved by Newton-Laphson method.It makes the Jacobi matrix of DC system reversible.This paper analyzes the reason why the element of correctional Jacobi matrix of AC system emerges imaginary part during the course of calculation,and gives the way to adjust the tap of converter transformer.The validity of the method presented is verified by the modified IEEE-39 bus system.It especially discusses the detailed course of adjusting converter transformer tap,switching the reactive power compensation devices and changing the control mode of DC system when the node load increases slowly,and analyzes the effect on the voltage stability limits by the above factors.
出处
《电力系统保护与控制》
EI
CSCD
北大核心
2011年第1期40-45,52,共7页
Power System Protection and Control
关键词
交替迭代
交直流系统
控制方式
换流变变比
电压稳定
alternating iteration
AC/DC power system
control mode
converter transformer ratio
voltage stability