Reactive power is a term highly relevant to AC power systems. It denotes the power that does not amount to useful power. The reactive power is the power used to move the active power to the loads. Active Power is the actual power supplied to the loads. |
For illustrating this, let’s take an analogy. Previously milk was distributed in milk bottles by companies. These bottles were taken back from customers and reused for the next day’s distribution. Active power is the milk distributed and reactive power is the bottles in which the active power gets distributed.
To understand the technicalities, we need to consider the three types of power namely apparent power, active power and reactive power.
Active Power | Reactive Power | Apparent Power |
Power dissipated by a resistive load (like heaters, kettle etc) is active power | Power absorbed by the load due to the presence of reactive components like inductors and/or resistors | It is the total power dissipated or absorbed in the ac circuit` |
---|---|---|
P=I2R | Q=I2X | S=I2Z |
Active power is never negative | Reactive power can be wither positive or negative | It is the vector sum of active and reactive power |
The above given figure is the power triangle relating apparent power with active power and reactive power.