电力系统自动化2009，Vol.33Issue(14)：7-11,5.
基于伴随系统理论的静态电压稳定鞍结分岔点计算
Saddle-node Bifurcation Point Calculation of Voltage Stability Based on Adjoint System Theory
摘要
Abstract
Saddle-node bifurcation point of power flow functions is important in voltage stability analysis. A method based on the adjoint system theory is proposed. When load demands exceed the limit, there exist extraneous solutions in adjoint power flow functions and Lyapunov function value of extraneous solutions is nonzero. If appropriate Lyapunov function value is given,solutions near the bifurcation points can be obtained. A linear interpolation function can approximate the extraneous solutions curve. Combined with Moore-Spence system, saddle-node bifurcation point can be calculated. The simulation results of several standard IEEE test systems validate the proposed method.关键词
电压稳定/伴随系统/鞍结分岔/叉形分岔/Moore-Spence系统Key words
voltage stability/ adjoint system/ saddle-node bifurcation/ pitchfork bifurcation/ Moore-Spence system分类
信息技术与安全科学引用本文复制引用
王开鹏,张毅威,陈磊,闵勇..基于伴随系统理论的静态电压稳定鞍结分岔点计算[J].电力系统自动化,2009,33(14):7-11,5.基金项目
国家重点基础研究发展计划(973计划)资助项目(2004CB217904). （973计划）
