Power Factor Calculator
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Power factor is the ratio between real power (useful power) and apparent power (total power) in an AC circuit. It indicates how efficiently electrical power is being used and is one of the most critical metrics in industrial and commercial electrical systems today. When your power factor is low (below 0.95), you're essentially paying for electricity that isn't doing useful work. Many utility companies even impose penalties for low power factor because it creates extra burden on their generation and distribution systems.
| Power Type | Unit | Description |
|---|---|---|
| Real Power (P) | Watts (W) | Performs useful work, converts to heat, light, motion |
| Reactive Power (Q) | Volt-Amperes Reactive (VAR) | Builds magnetic fields, no useful work |
| Apparent Power (S) | Volt-Amperes (VA) | Total power supplied by utility |
Improving your power factor can significantly reduce electricity bills and improve system capacity. The most common methods include:
A power factor above 0.95 is generally considered good. Most utilities require industrial customers to maintain a power factor of 0.85 or higher to avoid penalties. Perfect power factor is 1.0, achieved with purely resistive loads.
Low power factor means you're drawing more current than necessary for the actual power used. This leads to higher electricity bills, increased system losses, reduced electrical system capacity, and possible utility penalties.
Low power factor is typically caused by inductive loads such as: • Motors running under light load • Transformers • High-intensity discharge lighting • Variable frequency drives • Arc welders
Power factor can be improved by: • Installing power factor correction capacitors • Fully loading motors • Using high power factor lighting • Regular maintenance of equipment • Replacing old motors with high-efficiency ones
The concept of power factor emerged in the late 19th century as AC power systems became widespread. Charles Proteus Steinmetz, working at General Electric in the 1890s, developed much of the mathematics behind power factor and AC circuit analysis. His work helped engineers understand and address the efficiency issues in early power distribution systems, laying the groundwork for modern power factor correction techniques.