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Handbook of Electrical Installation Practice - BeKnowledge

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636 <strong>Handbook</strong> <strong>of</strong> <strong>Electrical</strong> <strong>Installation</strong> <strong>Practice</strong><br />

supply authorities <strong>of</strong>ten <strong>of</strong>fer reduced terms to consumers whose power factor is<br />

high, or impose penalties for those with low power factor.<br />

THEORY OF POWER FACTOR CORRECTION<br />

The kVA in an a.c. circuit can be resolved into two components: the in-phase component<br />

which supplies the useful power (kW), and the wattless component (kvar)<br />

which does no useful work. The phasor sum <strong>of</strong> the two is the kVA drawn from the<br />

supply. The cosine <strong>of</strong> the phase angle f1 between the kVA and the kW components<br />

represents the power factor <strong>of</strong> the load.<br />

The phasor diagram for this is shown in Fig. 23.1. The load current is in phase<br />

with the kVA so that it lags the supply voltage by the same phase angle.<br />

To improve the power factor, equipment drawing kvar <strong>of</strong> approximately the same<br />

magnitude as the load kvar, but in phase opposition (leading), is connected in parallel<br />

with the load. The resultant kVA is now smaller and the new power factor, cos<br />

f2 is increased. Thus any value <strong>of</strong> cos f2 can be obtained by controlling the magnitude<br />

<strong>of</strong> the leading kvar added. This is shown in Fig. 23.2.<br />

POWER FACTOR IMPROVEMENT<br />

In practice two types <strong>of</strong> equipment are available to produce leading kvar:<br />

(1) Rotary equipment Phase advancers, synchronous motors and synchronous<br />

condensers. Where auto-synchronous motors are employed the power factor<br />

correction may be a secondary function.<br />

(2) Static equipment Capacitors.<br />

Fig. 23.1 Phasor diagram <strong>of</strong> plant operating at a lagging power factor.

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