Power Factor Correction Calculator
Compute the capacitor size needed to move from your current power factor to a target power factor. Includes kVAR, estimated µF, current before/after, and Show Work.
How to Use
- Enter your real power (kW) and your initial PF (0–1).
- Set the target PF you want to reach.
- Select single-phase or three-phase, your voltage, and frequency.
- Review required capacitor kVAR and the estimated capacitance (µF).
Tip: This calculator estimates capacitor µF assuming a shunt capacitor bank at the selected voltage/frequency. Always verify with equipment specs and local codes.
Show Work (step-by-step)
Formulas Used
Power factor: PF = kW / kVA
- Apparent power:
kVA = kW / PF - Reactive power:
kVAR = kW × tan(acos(PF)) - Capacitor kVAR needed:
Qc = kW × (tan(acos(PF1)) − tan(acos(PF2)))(sign depends on lag/lead) - Current:
- Single-phase:
I = (kVA × 1000) / V - Three-phase (line-to-line):
I = (kVA × 1000) / (√3 × V_LL)
- Single-phase:
- Capacitance estimate (shunt): computed from
Qc, voltage, and frequency in tool JS.
FAQ
Why does power factor correction reduce current?
For the same real power (kW), improving PF reduces apparent power (kVA). Lower kVA at the same voltage means lower RMS current.
Does PF correction reduce kW?
Not directly. Real work (kW) is set by the load. PF correction mainly reduces kVAR and kVA, which can reduce losses and utility penalties.
What is “kVAR” in plain terms?
kVAR is reactive power — energy that sloshes between the source and inductive/capacitive elements. It increases current but does not do useful work.
Can I over-correct power factor?
Yes. A leading PF can cause voltage rise and resonance issues in some systems. Use staged banks and consult equipment specs.
Tool Info
Last updated:
Updates may include additional wiring modes, capacitor bank configuration options, and edge-case handling.