EIGENVALUE REPORT
 
P S A T  2.1.11
 
Author:  Federico Milano, (c) 2002-2019
e-mail:  federico.milano@ucd.ie
website: faraday1.ucd.ie/psat.html
 
File:  C:\Users\jmmau\workspace\pydae\src\pydae\bmapu\syns\psat\smib_milano6ord.mdl
Date:  31-Jan-2024 10:18:49


STATE MATRIX EIGENVALUES

Eigevalue      Most Associated States      Real part      Imag. Part     Pseudo-Freq.   Frequency      

Eig As #1      e2d_Syn_1                  -62.4868        0              0              0             
Eig As #2      e2q_Syn_1                  -57.1403        0              0              0             
Eig As #3      delta_Syn_1, omega_Syn_1   -0.73954        7.9611         1.2671         1.2725        
Eig As #4      delta_Syn_1, omega_Syn_1   -0.73954       -7.9611         1.2671         1.2725        
Eig As #5      e1d_Syn_1                  -5.6269         0              0              0             
Eig As #6      e1q_Syn_1                  -0.12323        0              0              0             

PARTICIPATION FACTORS (Euclidean norm)

               delta_Syn_1    omega_Syn_1    e1q_Syn_1      e1d_Syn_1      e2q_Syn_1      

Eig As #1      0.00147        0.00147        2e-05          0.06441        0.0009        
Eig As #2      0.00495        0.00495        0.01368        0.00011        0.97483       
Eig As #3      0.45553        0.45553        0.04603        0.01671        0.01891       
Eig As #4      0.45553        0.45553        0.04603        0.01671        0.01891       
Eig As #5      0.01025        0.01025        0.00461        0.9106         0.00032       
Eig As #6      0.0017         0.0017         0.98438        0.01084        0.00069       

PARTICIPATION FACTORS (Euclidean norm)

               e2d_Syn_1      

Eig As #1      0.93172       
Eig As #2      0.00149       
Eig As #3      0.00729       
Eig As #4      0.00729       
Eig As #5      0.06399       
Eig As #6      0.00069       

STATISTICS

DYNAMIC ORDER                 6             
# OF EIGS WITH Re(mu) < 0     6             
# OF EIGS WITH Re(mu) > 0     0             
# OF REAL EIGS                4             
# OF COMPLEX PAIRS            1             
# OF ZERO EIGS                0             

