Power0020
Electrical
- Jun 11, 2014
- 303
Checking the power flow on a GSU transformer with the primary connected to 15.75 kV generator and secondary connected to 220 kV (LTC: 4 x +/-2.5%), at rated generator power @ 0.85 lag p.f., the power flow math. model shows a primary required voltage of 1.1 p.u. (which is greater than 105% of generator o/p).
the power transfer is simply P=V1*V2*Sin (Delta) / XT, with V1 & V2 primary and secondary voltages (p.u.) respectively, Delta is the differential angle and XT is the transformer impedance. Also, V1 = V2+I.XT
This means that such power isn't be transferred through the transformer @ 0.85 lag p.f., but may be transferred at 1 pf. The tap changer (installed on 220 kV side) will act to keep the primary voltage at 15.75 kV but this will lead to reduced power flow!, limiting the GSU capability.
One solution to this problem is to reduce the GSU impedance, but this is not feasible as the IEC 60076 recommends Z >12.5 % for ratings 100 MVA and above.
I wonder if I increased the tap changer range, will this help the power transfer capability? what will change in the power equation above?
the power transfer is simply P=V1*V2*Sin (Delta) / XT, with V1 & V2 primary and secondary voltages (p.u.) respectively, Delta is the differential angle and XT is the transformer impedance. Also, V1 = V2+I.XT
This means that such power isn't be transferred through the transformer @ 0.85 lag p.f., but may be transferred at 1 pf. The tap changer (installed on 220 kV side) will act to keep the primary voltage at 15.75 kV but this will lead to reduced power flow!, limiting the GSU capability.
One solution to this problem is to reduce the GSU impedance, but this is not feasible as the IEC 60076 recommends Z >12.5 % for ratings 100 MVA and above.
I wonder if I increased the tap changer range, will this help the power transfer capability? what will change in the power equation above?