5.2.2.-UTILIZANDO MATLAB
5.2.2.1.-METODO DE GAUSS-SEIDEL
Obteniendo:
5.2.2.2-METODO DE NEWTON-RAPHSON:
Mostrando:
5.2.2.3.-UTILIZANDO LIBRERIAS DE SIMULINK.-
Quedando:
Guardamos y procesamos los datos:
Obteniendo el siguiente reporte:
POWER FLOW RESULTS
Bus V phase P gen Q gen P load Q load
[p.u.] [rad] [p.u.] [p.u.] [p.u.] [p.u.]
Bus1 1.05 0 4.095 1.89 0 0
Bus2 0.98183502 -0.06114816
1.4948E-09 6.4641E-10 2.566 1.102
Bus3 1.00124922 -0.0499584 -3.6458E-10
7.7154E-10 1.386 0.452
LINE FLOWS
From Bus To Bus Line P Flow Q Flow P Loss Q Loss
[p.u.] [p.u.] [p.u.] [p.u.]
Bus1 Bus2 1 1.995 0.84 0.085 0.17
Bus1 Bus3 2 2.1 1.05 0.05 0.15
Bus2 Bus3 3 -0.656 -0.432 0.008 0.016
LINE FLOWS
From Bus To Bus Line P Flow Q Flow P Loss Q Loss
[p.u.] [p.u.] [p.u.] [p.u.]
Bus2 Bus1 1 -1.91 -0.67 0.085 0.17
Bus3 Bus1 2 -2.05 -0.9 0.05 0.15
Bus3 Bus2 3 0.664 0.448 0.008 0.016
GLOBAL SUMMARY REPORT
TOTAL GENERATION
REAL POWER [p.u.] 4.095
REACTIVE POWER [p.u.]
1.89
TOTAL LOAD
REAL POWER [p.u.] 3.952
REACTIVE POWER [p.u.]
1.554
TOTAL LOSSES
REAL POWER [p.u.] 0.143
REACTIVE POWER [p.u.]
0.336
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