Motor Full-Load Amps (FLA) Calculator

Calculate full-load amps (FLA) from motor horsepower or kilowatts, line voltage, phase (single or three), power factor, and efficiency. Returns input kW, shaft kW, and apparent power (kVA) for conductor and overload sizing.

Calculator Electronics Updated Apr 18, 2026
How to Use
  1. Enter the motor's rated output power (HP for US, kW for metric nameplates).
  2. Set line-to-line voltage — 120 V / 240 V single-phase for fractional-HP; 208 V / 480 V three-phase for industrial.
  3. Select phase: single-phase for residential and fractional motors, three-phase for most commercial/industrial motors.
  4. Enter rated power factor (typical 0.80–0.90) and efficiency (typical 0.85–0.95) from the nameplate.
  5. Results: full-load amps, electrical input kW, shaft output kW, and apparent kVA.
Input
V
Presets
Motor
FLA
Input kW
Shaft kW
kVA

Show Work

Enter values to see the FLA calculation.

Formulas

Single-Phase Current
I = Pshaft / (V · PF · η)
Line current.
Three-Phase Current
I = Pshaft / (√3 · VLL · PF · η)
Line-to-line voltage.
Input kW
kWin = Pshaft / η
Electrical input demand.
Apparent Power
kVA = kW / PF
Transformer sizing.
HP → Watts
1 HP = 745.7 W
Exact conversion.
Overload Setting
125% × FLA
NEC 430.32 standard.

History of Motor Current Specification

Michael Faraday built the first electric motor in 1821 — a wire carrying current swung in circles around a magnet submerged in mercury. The first practical DC motor (Davenport, 1834) and AC induction motor (Tesla and Ferraris independently, 1887–1888) followed. By 1890 the National Electric Light Association was already publishing conductor-sizing recommendations for motor circuits.

The US National Electrical Code (NEC) was first published in 1897 by the National Fire Protection Association, and Article 430 (Motors, Motor Circuits, and Controllers) has existed in substantially its current form since the 1920s. The tabulated full-load currents in NEC Tables 430.250 (three-phase) and 430.248 (single-phase) were developed to give electricians standardized values for conductor sizing regardless of specific motor nameplate variations — a fundamentally conservative approach that sometimes exceeds actual nameplate FLA by 10–20%.

Modern motor-efficiency standards (NEMA MG-1 Premium in the US, IE3/IE4 in Europe) have tightened the efficiency floor significantly since 1990. A typical 10 HP three-phase motor in 1990 ran at ~87% efficiency; the same motor today is ~93%. The FLA calculation hasn\'t changed, but modern motors draw less input current per unit of shaft power because they waste less as heat.

About This Calculator

Enter motor rated HP or kW, line voltage, phase count, power factor, and efficiency. The calculator returns full-load line current (FLA), input kW demand, shaft output kW, and apparent power (kVA) — all the numbers you need for branch-circuit sizing, VFD selection, or transformer loading.

Important: for US NEC-compliant conductor sizing, cross-check calculated FLA against NEC Tables 430.248/430.250 and use the table values for anything code-referenced. The calculated value is for analytical work and non-US standards. Everything runs client-side; no nameplate data leaves your browser.

Frequently Asked Questions

NEC table vs. calculated FLA — which to use?

For NEC conductor and overload sizing (US installations), always use the values in NEC Table 430.250 (three-phase) or 430.248 (single-phase) — they\'re conservative standardized values regardless of the actual motor nameplate. The calculated number here is useful for cross-checking, understanding electrical loading, and non-NEC jurisdictions.

Why is motor FLA different from "watts divided by voltage"?

Motors have both power factor (reactive losses) and efficiency (mechanical losses). The nameplate HP is output shaft power. Input electrical power = shaft power / efficiency; input current = input power / (V × PF). Skipping either factor underestimates current by 20–40%.

HP vs. kW — exact conversion?

1 HP = 745.7 W. Many datasheets round to 746 W or 0.746 kW. The difference is negligible for sizing but matters for precise efficiency calculations. Rule of thumb: HP × 0.75 ≈ kW.

Do efficiency and PF vary with load?

Yes — both drop off significantly below 50% load. Nameplate PF and η are at rated load; an oversized motor running at 25% load has much lower PF (~0.5) and efficiency (~80%), which means higher current draw per output watt. Right-size motors for energy efficiency.

What changes for VFD-driven motors?

Variable-frequency drives can shift the effective current. At reduced speeds, cooling drops (if fan-cooled from the shaft), so continuous duty current may need to be derated below FLA. Modern inverter-duty motors use separate cooling fans to maintain torque at low speeds.

Common Use Cases

Conductor Sizing per NEC 430

A 10 HP 480 V 3-phase motor has FLA ~14 A calculated; NEC Table 430.250 lists 14 A. Branch-circuit conductors must handle 125% of that (17.5 A), so 12 AWG copper is marginal — step up to 10 AWG for safety margin.

VFD Selection

A 5 HP motor with calculated 7 A FLA needs a VFD rated at least 8 A continuous (with 150% overload capacity for starting). Oversizing the VFD by one nominal step is common practice.

Generator Sizing

A 25 HP 3-phase motor at PF 0.85, η 0.90 draws about 22 kVA — a 30 kVA generator can start and run it. Accounting for starting inrush, a 50 kVA generator is safer.

Transformer Loading

Multiple motors on a shared transformer — sum the kVA ratings (not HP). A 45 kVA transformer can feed ~60 HP of typical industrial motors with some spare capacity.

Energy Cost Estimation

15 HP motor running 8 hours/day at 85% load: input = (15 × 0.746 × 0.85) / 0.9 ≈ 10.6 kW. At $0.12/kWh × 8 × 250 working days = ~$2,500/year energy cost.

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