A time-delay power system stability discrimination method based on time integral IGD
A power system and time integration technology, applied in data processing applications, instruments, calculations, etc., can solve problems such as the influence of time lag without considering the effect of time lag, and achieve the effect of accurate calculation accuracy
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Embodiment 1
[0039] Such as figure 1 As shown, the time-delayed power system stability discrimination method based on time-integrated IGD includes:
[0040] Step (1): Establish a time-delay power system model; according to the spectral mapping relationship between the eigenvalues of the time-delay power system model and the infinitesimal generator eigenvalues of the time-delay power system model, the eigenvalues of the time-delay power system model will be calculated It is transformed into calculating the eigenvalue of the infinitesimal generator; thus the problem of judging the stability of the time-delay power system is transformed into the problem of calculating the eigenvalue with the largest modulus value of the infinitesimal generator;
[0041] Step (2): Use the implicit Runge-Kutta method to discretize the infinitesimal generators to obtain the discretization matrix of the infinitesimal generators; transform the infinite-dimensional eigenvalue problem into a finite-dimensional...
Embodiment 2
[0219] Such as Figure 4 As shown, the time-delayed power system stability discrimination method based on time-integrated IGD includes:
[0220] Step (1): Establish a time-delay power system model; according to the spectral mapping relationship between the eigenvalues of the time-delay power system model and the infinitesimal generator eigenvalues of the time-delay power system model, the eigenvalues of the time-delay power system model will be calculated It is transformed into calculating the eigenvalue of the infinitesimal generator; thus the problem of judging the stability of the time-delay power system is transformed into the problem of calculating the eigenvalue with the largest modulus value of the infinitesimal generator;
[0221] Step (2): Using the linear multi-step method LMS to discretize the infinitesimal generators to obtain the discretization matrix of the infinitesimal generators; transform the infinite-dimensional eigenvalue problem into a finite-dimensi...
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