0% found this document useful (0 votes)
44 views2 pages

Potencia e Intensidad de Cortocircuito

This document calculates the short-circuit power and current at points A and B in a power system. It provides parameter values for transmission lines, transformers, and generators. It then calculates the equivalent impedances and determines the short-circuit power and current for points A and B. The short-circuit current at point A is 0.967 kA and at point B is 1.618 kA.
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
0% found this document useful (0 votes)
44 views2 pages

Potencia e Intensidad de Cortocircuito

This document calculates the short-circuit power and current at points A and B in a power system. It provides parameter values for transmission lines, transformers, and generators. It then calculates the equivalent impedances and determines the short-circuit power and current for points A and B. The short-circuit current at point A is 0.967 kA and at point B is 1.618 kA.
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
You are on page 1/ 2

Calcula la potencia e intensidad de

cortocircuito en los puntos A y B. Considera


los siguientes valores para cada elemento:

MVA ≔ 1000 kV ⋅ A

URED1 ≔ 20 kV SccRED1 ≔ 500 MVA

URED2 ≔ 20 kV SccRED2 ≔ 350 MVA

εccT1 ≔ 12% Sn1 ≔ 500 MVA

εccT2 ≔ 11% Sn2 ≔ 350 MVA

εccT3 ≔ 14% Sn3 ≔ 425 MVA

U2T1 ≔ 400 kV U2T2 ≔ 230 kV


Ω Ω
zL1 ≔ 0.5 ―― L1 ≔ 60 km zL2 ≔ 0.4 ―― L2 ≔ 50 km
km km

En primer lugar seleccionamos los valores base:

Sb ≔ 3000 MVA Ub1 ≔ URED1 = 20 kV Ub2 ≔ U2T1 = 400 kV Ub3 ≔ U2T2 = 230 kV

A continuación calculamos las impedancias equivalentes de cada elemento:


2 2
URED1 URED2
ZRED1 ≔ ――― = 0.8 Ω ZRED2 ≔ ――― = 1.143 Ω
SccRED1 SccRED2
2 2
URED1 URED2
ZT1 ≔ εccT1 ⋅ ――― = 0.096 Ω ZT2 ≔ εccT2 ⋅ ――― = 0.126 Ω
Sn1 Sn2
2
U2T1
ZT3 ≔ εccT3 ⋅ ―― = 52.706 Ω
Sn3

ZL1 ≔ zL1 ⋅ L1 = 30 Ω ZL2 ≔ zL2 ⋅ L2 = 20 Ω

Hallamos los valores p.u. correspondientes:

Sb Sb
Z'RED1 ≔ ZRED1 ⋅ ――= 6 Z'RED2 ≔ ZRED2 ⋅ ――= 8.571
2 2
Ub1 Ub1
Sb Sb
Z'T1 ≔ ZT1 ⋅ ―― = 0.72 Z'T2 ≔ ZT2 ⋅ ―― = 0.943
2 2
Ub1 Ub1
Sb
Z'T3 ≔ ZT3 ⋅ ――= 0.988
2
Ub2
Sb Sb
Z'L1 ≔ ZL1 ⋅ ―― = 0.563 Z'L2 ≔ ZL2 ⋅ ―― = 1.134
2 2
Ub2 Ub3

Cortocircuito en A

1 Sb
Z'eq ≔ ――――――――――――――― = 4.479 Scc ≔ ―― = 669.751 MVA
1 1 Z'eq
――――――+ ――――――――
Z'RED1 + Z'T1 + Z'L1 Z'RED2 + Z'T2 + Z'L2 + Z'T3
Scc
Icc ≔ ―――― = 0.967 kA
‾‾
3 ⋅ U2T1

Cortocircuito en B

1 Sb
Z'eq ≔ ――――――――――――――― = 4.655 Scc ≔ ―― = 644.454 MVA
1 1 Z'eq
――――――――+ ――――――
Z'RED1 + Z'T1 + Z'L1 + Z'T3 Z'RED2 + Z'T2 + Z'L2
Scc
Icc ≔ ―――― = 1.618 kA
‾‾
3 ⋅ U2T2

You might also like