C = (P / (2 * π * f * U₀²)) * 10⁶
Where:
C = Capacitor (μF)
P = Power (W)
U₀ = Single-phase voltage (V)
f = Frequency (Hz)
π = 3.1415926535
This free online tool helps you calculate the correct run and start capacitor values needed to operate a three-phase induction motor on single-phase power. It’s ideal for small motors (under 1.5 kW), though note that output power will be reduced to approximately 60–70% of the motor’s original rating.
Enter your motor’s rated power, single-phase voltage, and supply frequency to instantly get:
Running capacitor value (μF)
Starting capacitor value (μF)
Supports both kW and horsepower (hp) input
Real-time, bidirectional calculation
Running Capacitor: C run = (2800 × P) / (V² × f)
Starting Capacitor: C start = 2.5 × C run
Where:
P = Motor power (kW)
V = Single-phase voltage (V)
f = Frequency (Hz)
0.75 kW motor, 110 V, 60 Hz →
C run = (2800 × 0.75) / (110² × 60) ≈ 2.9 μF
C start = 2.5 × 2.9 ≈ 7.25 μF
Only suitable for small motors (< 1.5 kW)
Expected output power: 60–70% of original rating
Use capacitors rated for 400V AC or higher
The starting capacitor must be automatically disconnected after startup (e.g., via centrifugal switch or relay)
Motor must be connected in "Y" (star) configuration—not Delta
Yes—but only small motors (typically under 1.5 kW). You’ll need a run capacitor and a start capacitor, and the motor must be wired in “Y” configuration. Output power drops to about 60–70%.
Use the formula: Crun = (2800 × P) / (V² × f). Our calculator does this automatically based on your inputs.
The start capacitor provides extra torque during startup and must be disconnected once the motor reaches ~75% speed. The run capacitor stays connected during operation to maintain phase shift.
Always use AC capacitors rated at 400V or higher, even on 110V or 230V systems, to handle voltage spikes during motor operation.
Single-phase lacks the rotating magnetic field of three-phase power. Capacitors simulate a second phase, but efficiency and torque are reduced, limiting usable power.