4.386
kVA
10.55
A
20.31
A
9.75
kVA
4.874
kVA
4.386
kVA
10.55
A
20.31
A
9.75
kVA
4.874
kVA
The single-phase to three-phase converter calculator determines the required converter rating and supply current for operating three-phase equipment from a single-phase power supply. This situation arises when three-phase motors or equipment must operate in locations where only single-phase service is available — rural farms, residential shops, remote industrial sites, and small commercial buildings without three-phase utility service.
Phase converters come in two principal types. Rotary phase converters use a motor-generator set to produce a true three-phase output from single-phase input, providing good voltage balance and capable of starting large motors. Static phase converters use capacitors to generate a phase-shifted third leg, producing an unbalanced three-phase output — acceptable for some motor loads at reduced efficiency but not suitable for precision equipment or CNC machinery.
A key consideration in sizing phase converters is that the single-phase input current is always higher than what would be expected from a balanced three-phase source. On a single-phase supply, the full three-phase load power must be delivered through two conductors instead of three. For a balanced three-phase load of P watts, single-phase input power = P / η (where η is converter efficiency). The single-phase current = P / (η × V_1ph × PF).
Converter sizing follows this rule: the converter kVA rating must exceed the load kVA divided by the converter efficiency, multiplied by a safety factor (typically 2× for rotary converters, to account for starting current). As a practical guideline, size the rotary phase converter at twice the HP of the largest single motor, or at the total connected three-phase HP, whichever is larger.
The output three-phase voltage of a converter should match the motor's nameplate voltage. Most converters produce 240V three-phase from a 240V single-phase input, or 480V three-phase from a 240/480V single-phase supply (with step-up transformer). Voltage imbalance in the three-phase output (common in static converters, up to 10-15%) causes motors to run hotter and with reduced efficiency.
This calculator provides three-phase load current, minimum converter rating, single-phase supply current, and input kVA — all essential for sizing the converter, supply conductors, disconnect, and overcurrent protection for a phase converter installation.
Three-phase load current: I_3ph = HP × 746 / (√3 × V_3ph × PF). Three-phase load kVA = HP × 0.7457 / PF. Single-phase input current = HP × 746 / (η × V_1ph × PF) — higher than three-phase because all power passes through one phase. Minimum converter kVA = load kVA × 2 / η (rule of thumb for rotary converters, which must handle starting current).
The single-phase supply current is always significantly higher than the three-phase load current — the single-phase wiring, breaker, and meter must be sized to handle this higher current. Always verify with the specific converter manufacturer's sizing guidelines. For VFD (Variable Frequency Drive) solutions, which can directly convert single-phase to three-phase with higher efficiency, a different calculator approach applies.
Inputs
Results
5 HP three-phase load draws 10.6A at 240V three-phase, but requires 22.8A from the 240V single-phase supply. Use a 10 kVA rotary converter. Size single-phase breaker at 30-35A.
Inputs
Results
20 HP CNC at 240V: three-phase FLC = 40.8A, but single-phase supply draws 84.6A. Need 40 kVA rotary converter, 100A single-phase service, and AWG 3 supply conductors.
Rotary phase converters use an idler motor to generate a true third phase, providing better voltage balance (1-5% imbalance) and ability to start large motors. Static converters use capacitors — cheaper but with higher voltage imbalance (5-15%), reducing motor efficiency and lifespan. CNC machines, laser cutters, and precision equipment should use rotary converters.
Yes — many modern VFDs accept single-phase input and output three-phase to the motor. This is often more efficient and provides adjustable speed. However, VFDs are load-specific (one VFD per motor) while rotary converters can power multiple machines simultaneously.
In three-phase systems, power = √3 × V × I × PF, distributing load across three conductors. In single-phase, power = V × I × PF — all power through two conductors. For the same kW load, single-phase current is √3 ≈ 1.73× higher (plus converter losses), requiring larger supply conductors and protection.
A rotary phase converter with good voltage balance (< 5% imbalance) has minimal effect on motor life. Static converters with 10-15% voltage imbalance cause motors to run hotter (a 2% imbalance increases motor temperature by about 8°C) and can reduce motor life by 10-50% depending on imbalance severity.
Single-phase current is typically 2-2.5× the three-phase load current. For a 20 HP converter, expect 80-100A single-phase input. Verify with the converter manufacturer. A dedicated single-phase service or large sub-panel feeder is usually required.
A step-up transformer after a 240V three-phase converter can produce 480V three-phase. Alternatively, some converters are designed to step up directly. However, efficiency is lower. It is generally more practical to use a 240V three-phase motor if possible, or install a utility three-phase service for large 480V loads.
NEC Article 455 covers phase converters. It requires disconnecting means within sight of the phase converter, motor controllers rated for use with the converter, and conductors sized per Article 430 motor circuit requirements. Phase converters must be listed per Article 455.5.
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