The formula you are looking for is , A = kva x 1000/Volts.
It depends upon the Generator system voltage. For 3 Phase, 600 Volt system, it will be 73 Amps For 3 Phase, 480 Volt system, it will be 90 Amps For 3 Phase, 208 Volt system, it will be 208 Amps
62.5 amps
To determine the amperage produced by a 22 kW generator, you can use the formula: Amps = Watts / Volts. For a three-phase generator operating at 400 volts, the calculation would be 22,000 watts / 400 volts = 55 amps. For a single-phase generator operating at 230 volts, it would be 22,000 watts / 230 volts = approximately 95.65 amps. Therefore, the amperage output depends on the voltage used.
75 Amps theoretically Need to know if the generator is 3 phase or single phase.
To calculate the output amps of a 600kVA generator at 240V, you would use the formula Amps = kVA / Volts. In this case, it would be 600kVA / 240V = 2500 amps.
Typically 75 amps on natural gas, 85 amps using propane. Peak amps(for less than a second) to start a big appliance, like an A/C condenser, are 130.
Single-phase, 2.5 amps; three-phase 1.443 amps.
To answer this question the voltage of the generator must be given.
To find the output in amps for a single-phase transformer, you can use the formula ( \text{Amps} = \frac{\text{VA}}{\text{Volts}} ). For a 1000 VA transformer operating at 480 V, the output current would be ( \frac{1000 \text{ VA}}{480 \text{ V}} \approx 2.08 \text{ A} ). This is the output current at 480 V. If you need the output at 240 V, it would be ( \frac{1000 \text{ VA}}{240 \text{ V}} \approx 4.17 \text{ A} ).
50 Amps Single Phase 20 Amps Three Phase
Basically the formula is I = P / V where I = amps, P = power (kV) and V = volts for a single phase 11 kV genset the formula is 11000/400 = 27.5 amps max load. For a 3 PHASE GEN then 11000x0.8/400/3 = 7.3 amps per phase.
Full load amps for a three phase, 375KVA generator is 375 / (voltage in kV) / sqrt(3).