3-Phase Motor Amperage Calculator

Calculate 3-phase motor full-load amps from HP, voltage, efficiency, and power factor. NEC Table 430.250 lookup and breaker sizing.

Calculate full-load amperage for 3-phase motors from HP, voltage, efficiency, and power factor. Includes NEC table lookup and breaker sizing.

HP
%
Calculated FLA
11.79 A
10 HP / (√3 × 480V × 89.5% × 0.85 PF)
NEC Table FLA
14.00 A
NEC 430.250 for 10 HP @ 480V
Max Running Current
13.56 A
FLA × 1.15 service factor
Breaker Size
15 A
125% of FLA = 14.74 A → next standard size
Real Power
8.34 kW
7,460.00 W shaft output
Apparent Power
9.81 kVA
5.17 kVAR reactive
Power Triangle
Real (kW)
8.34 kW
Reactive (kVAR)
5.17 kVAR
Apparent (kVA)
9.81 kVA
Phase Angle: 31.79°

NEC Table 430.250 — 3-Phase Motor FLA

HP208V230V460V575V
0.52.4 A2.2 A1.1 A0.9 A
14.6 A4.2 A2.1 A1.7 A
26.6 A6 A3 A2.4 A
39.6 A8.6 A4.3 A3.5 A
516.7 A15.2 A7.6 A6.1 A
7.524.2 A22 A11 A9 A
1030.8 A28 A14 A11 A
1546.2 A42 A21 A17 A
2059.4 A54 A27 A22 A
2574.8 A68 A34 A27 A
3088 A80 A40 A32 A
40114 A104 A52 A41 A
50143 A130 A65 A52 A
60169 A154 A77 A62 A
75211 A192 A96 A77 A
100273 A248 A124 A99 A
Planning notes, formulas, and examples

About the 3-Phase Motor Amperage Calculator

Three-phase motors are the workhorses of commercial and industrial facilities. Knowing the full-load amperage (FLA) is essential for selecting the correct wire size, breaker, overload relay, and variable frequency drive. The FLA depends on the motor horsepower, supply voltage, efficiency, and power factor.

The National Electrical Code (NEC) provides standard FLA tables (Table 430.250 for 3-phase motors) that are used for sizing branch circuit conductors, short-circuit protection, and overload devices. However, actual motor current may differ from the NEC table values based on the specific motor efficiency and power factor.

This calculator offers both methods: a direct calculation using the motor formula and a lookup from NEC Table 430.250. It also sizes the branch circuit breaker at 125% of FLA per NEC 430.52, computes apparent and reactive power, and displays the full NEC reference table for quick cross-referencing. It is most useful when you need to compare nameplate-style engineering current with the code table values used for conductor and protection sizing.

When This Page Helps

Incorrectly sized motor circuits cause nuisance breaker trips (undersized) or inadequate protection against overloads (oversized). The FLA calculation involves multiple nameplate values and the √3 factor for three-phase circuits, which is easy to get wrong manually.

It gives both the engineering calculation and the NEC code-based approach side by side, sizes the breaker to the next standard size, and displays the full NEC FLA table for reference. Electricians, engineers, and maintenance personnel use it for motor circuit design, troubleshooting, and equipment comparisons.

How to Use the Inputs

  1. Enter the motor horsepower rating from the nameplate.
  2. Select the supply voltage (208V, 230V, 460V, 480V, or 575V).
  3. Enter the motor efficiency percentage from the nameplate.
  4. Enter the power factor (typically 0.80-0.90 for induction motors).
  5. Adjust the service factor if applicable (usually 1.0 or 1.15).
  6. Choose between calculated FLA or NEC table lookup for sizing.
  7. Review FLA, breaker size, and power triangle analysis.
Formula used
FLA = (HP × 746) / (√3 × V × η × PF), where HP = horsepower, V = line-to-line voltage, η = efficiency (decimal), PF = power factor. Breaker = FLA × 1.25, rounded up to the next standard size.

Example Calculation

Result: 13.3 A calculated, 14 A NEC

A 10 HP motor at 480V with 89.5% efficiency and 0.85 PF draws about 13.3A. The NEC table lists 14A for a 10 HP motor at 460V. A 20A breaker (125% × 14 = 17.5A → next standard) is appropriate.

Tips & Best Practices

  • Always use the NEC table FLA (not the calculated value) for conductor and protection sizing per code.
  • For motor starting, expect 5-8× FLA inrush current for standard induction motors — VFDs eliminate this.
  • A 480V motor wired at 460V draws slightly more current; if precise, recalculate using actual measured voltage.
  • Service factor 1.15 does not mean you can continuously overload by 15% in high ambient temperatures.
  • When motors are below 50% load, their power factor drops significantly, increasing current and losses.
  • For multiple motors on one feeder, sum the FLAs and add 25% of the largest motor for conductor sizing.

Understanding 3-Phase Motor Full-Load Amperage

Three-phase power delivers energy using three alternating currents offset by 120°. This creates a rotating magnetic field that drives induction motors efficiently. The relationship between mechanical output (HP) and electrical input (amps) depends on the motor efficiency, power factor, and supply voltage.

The formula FLA = (HP × 746) / (√3 × V × η × PF) derives from the basic power equation P = √3 × V × I × PF, solved for current. The 746 factor converts horsepower to watts, and √3 (approximately 1.732) accounts for the three-phase geometry.

NEC Motor Circuit Protection

The NEC has specific rules for motor circuits that differ from standard branch circuits. Wire must be sized at 125% of FLA (NEC 430.22). Short-circuit protection (breakers or fuses) can be much larger than the conductor ampacity — up to 250% for inverse-time breakers and 300% for fuses (NEC 430.52). This accommodates motor starting inrush current, which can be 5-8 times the running FLA.

Overload protection is separate from short-circuit protection and is set at 115% of nameplate FLA for a 1.15 service factor motor, or 125% for a 1.0 SF motor (NEC 430.32). This distinction between overload and short-circuit protection is unique to motor circuits and is critical for proper design.

Practical Considerations

In the field, measure actual running current with a clamp meter and compare to nameplate FLA. Current significantly above FLA may indicate mechanical overload, low voltage, phase imbalance, or bearing failure. Current well below FLA suggests the motor is oversized for the application, which wastes energy and reduces power factor. Variable frequency drives (VFDs) can improve both energy efficiency and power factor for variable-load applications.

Sources & Methodology

Last updated:

Frequently Asked Questions

  • Use FLA = (HP × 746) / (√3 × V × eff × PF). For a quick estimate with typical efficiency and PF, divide HP by voltage and multiply by about 1500.