kVA to kW Calculator

Convert kVA to kW using power factor. Size generators, transformers, and switchgear by finding real power capacity from kVA nameplate ratings.

kVA
$/kWh
Real Power (kW)
120.00 kW
kVA × Power Factor
Reactive Power
90.00 kVAR
kVA × sin(θ)
Apparent Power
150.0 kVA
√(kW² + kVAR²)
Line Current
180.4 A
3-phase at 480 V
Phase Angle
36.9°
PF = 0.8
Monthly Cost (est.)
$10,512.00
730 hrs × $/kWh
Power Triangle
kW
120.0
kVAR
90.0
kVA
150.0
Planning notes, formulas, and examples

About the kVA to kW Calculator

Generators, transformers, and industrial switchgear are rated in kVA (kilovolt-amperes), which represents apparent power capacity. Your actual loads are measured in kW (kilowatts), representing real power consumption. To correctly size equipment, you need to convert between these units using the power factor.

The conversion is straightforward: kW = kVA × Power Factor. A 100 kVA generator with a 0.80 power factor delivers 80 kW of real power. If your loads total 85 kW, this generator is undersized. The common mistake is assuming kVA equals kW, which only holds true at unity power factor (PF = 1.0).

This calculator converts kVA to kW and helps you verify that generators, transformers, and other equipment can handle your real power requirements. It's essential for industrial planning, backup power design, and electrical infrastructure sizing.

Tracking this metric consistently enables energy professionals and facility managers to identify consumption trends and implement efficiency improvements before costs escalate unnecessarily.

When This Page Helps

Generators and transformers are rated in kVA but loads consume kW. Getting this conversion wrong leads to undersized equipment, overheating, and potential failures. This calculator ensures proper sizing every time.

How to Use the Inputs

  1. Find the kVA rating from the equipment nameplate.
  2. Enter the kVA value.
  3. Enter the power factor of your load mix (0.80 is typical for mixed loads).
  4. View the usable real power in kW.
  5. Verify that kW capacity exceeds your total load with safety margin.
  6. For generator sizing, add 20–25% margin above calculated load.
Formula used
kW = kVA × Power Factor

Example Calculation

Result: 120 kW

kW = 150 × 0.80 = 120 kW. A 150 kVA generator at 0.80 PF can deliver 120 kW of real power. If your facility loads total 100 kW, you have a comfortable 20% margin.

Tips & Best Practices

  • Standard generator PF is 0.80 — a 200 kVA generator delivers 160 kW.
  • Transformers are rated at a specific temperature rise; derate in hot environments.
  • Adding power factor correction capacitors can increase the usable kW from a kVA-rated source.
  • For mixed commercial loads, use PF = 0.85 as a conservative estimate.
  • Never load a generator above 80% of its rated kW for continuous duty.
  • If kVA and kW ratings are both listed, the lower value limits the capacity.

Generator Sizing Guide

Step 1: List all loads in kW. Step 2: Calculate kVA = Total kW ÷ PF. Step 3: Add 25% safety margin. Step 4: Select the next standard generator size. Standard sizes: 20, 30, 45, 60, 80, 100, 125, 150, 200, 250, 300, 400, 500 kVA.

Transformer kVA Ratings

Transformers are rated for continuous duty at specified temperature rise (usually 150°C). At ambient temperatures above 40°C, derate by 1% per degree. A 100 kVA transformer at 50°C ambient should be derated to 90 kVA.

Power Factor and Equipment Sizing

Improving power factor from 0.70 to 0.95 effectively increases the usable kW from existing kVA-rated equipment by 36%. Power factor correction is often cheaper than upgrading transformers and generators. Install capacitor banks at loads with poor PF (motors, VFDs).

Sources & Methodology

Last updated:

Frequently Asked Questions

  • kVA (kilovolt-amperes) is a unit of apparent power. It represents the total power a device handles, including both real (useful) and reactive (magnetic field) components. Equipment is rated in kVA because it determines the current and heating in the device.