Power System Dynamics and Stability sauer pai pdf 22: Съвременен подход към динамиката и стабилностт

A functional pattern is stable when small deviations of the oscillators phases from the desired configuration lead to vanishing functional perturbations. Stability is a desired property since it guarantees that the desired functional pattern is robust against perturbations to the oscillators dynamics. To study the stability of a functional pattern, we analyze the Jacobian of the Kuramoto dynamics at the desired functional configuration, which reads as17

power system dynamics and stability sauer pai pdf 22

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