电力系统分岔图跟踪的改进牛顿和快速解耦潮流

D. Alves, L. D. da Silva, C. Castro, V.F. da Costa
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引用次数: 8

摘要

传统的牛顿法和快速解耦潮流法在系统最大负荷点处及附近存在不适应问题,无法得到系统的最大负荷点。此时,牛顿-拉夫森法的雅可比矩阵变得奇异,快速解耦潮流公式的P-V和Q-/spl θ /解耦假设不再成立。然而,对于IEEE系统(14、30、57和118总线)的结果表明,对上述方法进行适当的修改可以使它们足以计算完整的分岔图。此外,还保留了传统方法的特点。
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Modified Newton and fast decoupled load flows for tracing power systems bifurcation diagrams
The conventional Newton and fast decoupled load flow methods are considered to be inadequate to obtain the system's maximum loading point due to ill-conditioning problems at and near this critical point. At this point the Jacobian matrix of the Newton-Raphson method becomes singular, and the P-V and Q-/spl theta/ decoupling assumptions made for the fast decoupled load flow formulation no longer hold. However, results obtained for the IEEE systems (14, 30, 57 and 118 buses) have shown that appropriate modifications in the above methods make them adequate for the computation of the complete bifurcation diagrams. Besides, the characteristics of the conventional methods are preserved.
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