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Answer :
With a 200 MW load, P1 operates at approximately 115.48 MW, while P2 functions around 84.52 MW. Consequently, the frequency settles at around 49.652 Hz. For a 60 MW load, P2 stands at 60 MW, resulting in a new frequency of roughly 49.5385 Hz. Remarkably, within the load range spanning 60 MW to 200 MW, the frequency remains consistent at approximately 49.652 Hz.
Scenario 1: 200 MW Load
Given data:
- P1N (Pin P2N) = 180 MW
- P2N (Si) = 130 MW
- S = 310 MW (180 MW + 130 MW)
- S2 = 0.006 (6% noload frequency deviation)
- Load = 200 MW
Proportional power calculation:
- P1 = (P1N / S) * Load = (180 MW / 310 MW) * 200 MW ≈ 115.48 MW
- P2 = (P2N / S) * Load = (130 MW / 310 MW) * 200 MW ≈ 84.52 MW
Frequency change calculation:
- Δf = (P1 + P2) / S2 = (115.48 MW + 84.52 MW) / 310 MW ≈ 0.348 Hz
New frequency:
- New frequency = Nominal frequency - Δf = 50 Hz - 0.348 Hz = 49.652 Hz
Scenario 2: 60 MW Load
Given data:
- P2N (Si) = 130 MW
- S = 130 MW
- S2 = 0.006 (6% noload frequency deviation)
- Load = 60 MW
Proportional power calculation:
- P2 = (P2N / S) * Load = (130 MW / 130 MW) * 60 MW = 60 MW
Frequency change calculation:
- Δf = P2 / S2 = 60 MW / 130 MW ≈ 0.4615 Hz
New frequency:
- New frequency = Nominal frequency - Δf = 50 Hz - 0.4615 Hz = 49.5385 Hz
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