In a direct current (DC) circuit, or in an alternating current (AC) circuit whose impedance
is a pure resistance, the voltage and current
are in phase, and the following formula holds:
P = ErmsIrms
where P is the power in watts, Erms is the root-mean-square (rms) voltage in volts, and Irms
is the rms current in amperes. But in an AC circuit whose impedance consists of reactance
as well as resistance, the voltage and current are not in phase. This complicates the
determination of power.
In the absence of reactance, the product ErmsIrms
represents true power because it is
manifested in tangible form (radiation, dissipation, and/or mechanical motion). But when there is reactance in an AC circuit, the product ErmsIrms
is greater than the true power. The excess is called reactive power, and represents energy
alternately stored and released by inductors and/or capacitors. The vector sum of the true and reactive power is known as apparent power.
This was last updated in September 2005
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