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- W2348753685 abstract "Combining the minimum singular value(minimum eigenvalue) of order-reduced power flow Jacobian matrix with bus sensitivity considering voltage / reactive power,an equivalent criterion of participation factor used in weak bus ranking of static voltage stability is given,i.e.,the partial derivative of minimum singular value(minimum eigenvalue) with respect to bus sensitivity,which extends the physical meaning of participation factor applied to weak bus ranking.Simulation for IEEE 30-bus system shows that,the eigen participation factor and the singular participation factor obtained from the symmetric and order-reduced power flow Jacobian matrix are the same,and there is no any difference for weak bus ranking.While some critical weak buses obtained from two matrixes(the order-reduced power flow Jacobian matrix,and the symmetric and orderreduced power flow Jacobian matrix derived from the symmetric part of power flow Jacobian matrix) according to sensitivity or participation factor are basically the same,with a minor difference in ranking.To simplify the calculations,the symmetric and order-reduced power flow Jacobian matrix is recommended." @default.
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- W2348753685 date "2012-01-01" @default.
- W2348753685 modified "2023-09-23" @default.
- W2348753685 title "Equivalent criterion and comparison of participation factor for weak bus ranking" @default.
- W2348753685 hasPublicationYear "2012" @default.
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