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Systems theory / Mathematics / Saddle-node bifurcation / Hopf bifurcation / Period-doubling bifurcation / Dynamical system / Attractor / Chaos theory / Bifurcation diagram / Bifurcation theory / Non-linear systems / Mathematical analysis


Complex Dynamics in Swing Equations of a Power System Model ∗ Yu Chang [1] Dashun Xu[2]
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Document Date: 2009-09-21 16:54:35

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File Size: 104,41 KB

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City

Changsha / Beijing / /

Country

China / /

Facility

Beijing University of Chemical Technology / Southern Illinois University / Institute of Mathematics / Hunan Normal University / /

IndustryTerm

energy analysis / equilibrium solutions / /

Organization

Department of Mathematics / Institute of Mathematics / Chinese Academy of Sciences / Southern Illinois University / National Science Foundation / USA Department of Mathematics / Hunan Normal University / School of Science / Beijing University of Chemical Technology / Beijing / Academy of Mathematics and Systems Sciences / /

ProvinceOrState

Illinois / /

Region

Southern Illinois / /

Technology

simulation / /

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