Generator Power Calculator

The generator power calculator helps calculate the power requirement based on the current readings of various equipment and appliances or the power supply voltage of the premises.

Apparent power6.25 kVA6.25 kVA — what the supply and cabling must carry, regardless of power factor

Current27.1739 Asingle-phase AC at 230 V, as entered

Real power5 kW6.7051 hp equivalent

Reactive power3.75 kVARcirculates without doing work, yet still heats the cable

Power factor0.8cos of the phase angle, 36.87°

Current at unity power factor21.7391 A5.4348 A less — correcting power factor reduces current for the same useful work

Same load on three-phase15.6889 Aper line, at the same line voltage

Breaker at 125% of the load33.97 Acontinuous loads are conventionally sized this way, then rounded up to the next standard rating

Energy a day20 kWh

Cost a day6

Cost a year2,190note that most tariffs bill real energy in kWh, so a poor power factor costs a domestic customer nothing directly — industrial tariffs often penalise it

The formula

P = VI for DC; VI·pf single-phase; √3·V_L·I_L·pf three-phase

Three supplies, three different answers

The current a load draws for a given real power depends on the supply. DC is simply P/V. Single-phase AC divides by the power factor as well, because voltage and current are out of step and not all the flowing current does work. Three-phase divides additionally by √3, since the three line voltages are 120° apart. Quoting a current without saying which convention was used is how cables get undersized.

Apparent power in VA is what the cabling and the transformer must actually carry; real power in watts is what does useful work. The gap between them is reactive power, which circulates without doing anything useful and still heats the conductors. That is why transformers and generators are rated in VA rather than watts.

A motor's horsepower rating is its shaft output, not its electrical input. A 90%-efficient 5 hp motor draws about 4.1 kW, not 3.7 kW, and sizing the supply from the nameplate horsepower without dividing by efficiency undersizes it by exactly the loss.

On power factor and bills: domestic meters record real energy in kWh, so a poor power factor costs a household nothing directly. Industrial tariffs often charge for kVA or penalise low power factor, because the utility has to build for the apparent power.