MachineCalcs

Motor Full-Load Amps Calculator

Estimate motor running amps from rated output power, phase, voltage, efficiency and power factor, then compare a design-current multiplier with an entered circuit or ampacity limit.

Electrical 8 inputs 8 results

Calculator

Three-phase uses sqrt(3) x line-to-line voltage. Single-phase uses voltage x current. DC ignores power factor.
Mechanical motor output rating. In Imperial units this displays as horsepower; in SI it displays as kW.
hp
Line-to-line voltage for three-phase motors, line voltage for single-phase motors, or DC terminal voltage.
V
Output mechanical power divided by real electrical input power, as a percent.
%
AC real-power factor. DC mode ignores this field.
Multiplier used to show approximate service-factor current, not a protection rule.
Applied to the formula FLA before comparing with the entered circuit or ampacity limit.
%
Entered reference current for utilization and margin. This can be a planned circuit rating, conductor ampacity or equipment limit.
A

Results

Default result
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Formula full-load amps(I_fla)
11.72A
Pass

Three-phase current = Pout / (efficiency x sqrt(3) x voltage x power factor).

Also computed

Design current(I_design)Pass14.66A

Formula FLA multiplied by the entered design-current multiplier.

Service-factor current(I_sf)13.48A

Formula FLA multiplied by the entered service factor.

Real input power(P_in)11.11hp

Mechanical output power divided by motor efficiency.

Apparent power(S)9.748kVA

AC apparent power = real input kW / power factor.

Selected-current utilization(U)Pass73.28%

Design current divided by the entered selected current.

Current margin(I_sel - I_design)Pass5.344A

Positive margin against the entered selected current.

Motor current preview M RUNNING DESIGN SERVICE FACTOR 11.7 A running 14.7 A design load
Method notes 3 notes
  • Three-phase current = Pout / (efficiency x sqrt(3) x voltage x power factor).
  • This is a formula current estimate from entered motor data. It is not an NEC motor full-load-current table, branch-circuit protection selector, overload setting or nameplate replacement.
  • Final motor circuits still need nameplate FLA, duty cycle, starting/inrush, VFD behavior, conductor ampacity, voltage drop, overload protection, short-circuit protection, grounding and local code review.

Motor full-load amps can be estimated from output power, efficiency, voltage and power factor. Three-phase current is I = Pout/(efficiency x sqrt(3) x VLL x PF); single-phase current is I = Pout/(efficiency x V x PF); DC current ignores PF. This calculator also reports design current, service-factor current and selected-current margin.

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How to use this calculator

  1. Choose the motor supply. Select three-phase AC, single-phase AC or DC so the correct current formula is used.
  2. Enter motor power and voltage. Use rated mechanical output power and line-to-line voltage for three-phase motors.
  3. Set efficiency and power factor. Use nameplate, datasheet or measured motor data where available.
  4. Compare design current. Review formula FLA, design current, service-factor current, selected-current utilization and margin.

How it works

Motor current starts with the rated mechanical output power. The real electrical input power is higher because the motor is not perfectly efficient: P_in = P_out / efficiency For a balanced three-phase AC motor, current is then I = P_in / (sqrt(3) x V_LL x PF) Single-phase AC uses I = P_in / (V x PF), and DC uses I = P_in / V. The calculator applies your design-current multiplier and compares that result with the current limit you enter.

Use this page before downstream electrical checks: send the resulting current to the voltage drop calculator, compare conductor derating in the ampacity derating calculator, use the motor full-load current by HP page for formula-first searches, then check conduit fill and box fill for the installed wiring path. If the motor is fed by a transformer, use the transformer kVA calculator to check source apparent power.

Worked example

Verified against the live calculator

A 10 hp three-phase motor at 480 V, 90% efficiency and 0.85 power factor has real input power of about 8.29 kW. Formula full-load current is 8,286 / (sqrt(3) x 480 x 0.85) = 11.7 A. With a 125% design multiplier, the comparison current is 14.7 A, leaving about 5.3 A margin on an entered 20 A reference limit.

Frequently asked questions

How do I calculate motor full-load amps from horsepower?

Convert horsepower to output watts, divide by motor efficiency, then divide by voltage and power factor. For three phase, divide by sqrt(3) times line-to-line voltage and power factor. In short: I = Pout / (sqrt(3) x V x PF x efficiency) for a three-phase motor.

Does this use NEC motor FLC tables?

No. This calculator estimates current from the motor power formula and your entered efficiency and power factor. NEC motor full-load-current tables, nameplate FLA, branch-circuit protection and overload settings are separate authority checks.

What voltage should I enter for a three-phase motor?

Enter the line-to-line voltage, such as 208 V, 230 V, 460 V, 480 V or 600 V. The three-phase formula already includes the sqrt(3) multiplier.

Why do efficiency and power factor matter?

Efficiency converts mechanical output power into real electrical input power. Power factor converts real input power into apparent power for AC current. Lower efficiency or lower power factor both increase current.

What is the design-current multiplier?

It is a user-entered multiplier applied to the formula FLA before comparing against the selected circuit or ampacity. The default 125% is a common screening value, not a complete motor-circuit rule.

Can I use this for single-phase or DC motors?

Yes. Single-phase mode uses I = Pout / (V x PF x efficiency). DC mode ignores power factor and uses I = Pout / (V x efficiency).

Method & assumptions

  • Uses rated mechanical output power, not locked-rotor current or startup/inrush current.
  • Three-phase mode assumes balanced line current and line-to-line voltage.
  • Power factor is ignored for DC motors and required for AC motors.
  • Formula FLA can differ from nameplate FLA and code-table full-load current.
  • Does not size motor overloads, short-circuit protection, conductors, grounding, disconnects, starters, VFDs or control gear.
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