Skip to main content
Calcimator

Motor Starting Current Calculator

Calculate motor full load amps, starting inrush current, voltage drop during starting, and starting KVA demand.

About this calculator

This calculator converts a motor's horsepower nameplate rating into the electrical characteristics an electrician needs for circuit design: full load running current and the much larger inrush current at the moment of starting. Horsepower is first converted to watts (1 HP = 746 W), then divided by voltage, the Motor Efficiency you enter, and a fixed 0.85 assumed power factor to get Full Load Amps (FLA) — three-phase motors also divide by the square root of 3. Both the 0.85 power factor and the efficiency you provide directly shape the result: a lower efficiency input pushes FLA up (the motor draws more current to deliver the same shaft power), and since 0.85 is baked into the formula rather than exposed as an input, a motor whose actual power factor differs meaningfully from that assumption will show an FLA here that drifts from the NEC Table 430.250 nameplate value, which is what code actually requires for circuit sizing.

Starting Current, also called Locked Rotor Amps (LRA), is simply FLA multiplied by a Starting Current Multiplier you select based on how the motor is started: direct-on-line starting typically produces 6–8× FLA, a soft starter cuts that to 2–4×, and a VFD limits inrush to as little as 1–1.5× FLA. The Estimated Voltage Drop is a simplified approximation scaling with starting current relative to a 480V reference — it is not a substitute for an actual voltage-drop study using your specific source impedance, but it is a useful early flag: drops above roughly 5% can upset sensitive control circuits, and above 10% may prevent the motor from starting at all. Starting KVA Demand tells you the transient apparent-power draw the upstream transformer and generator must be able to supply for the brief starting interval, which is often the true sizing constraint for standby power systems.

Inputs

HP

NEC Table 430.250: 5 HP/230V = 15.2A; 50 HP/480V = 65A; 100 HP/480V = 124A

V
× FLA

NEC Code letter: Code G = 6.3–7.1 kVA/HP; DOL starts: 6–8× FLA; VFD: 1–1.5× FLA

Results

Full Load Amps (FLA)

57.37 A

Starting Current (LRA)

344.23 A

Estimated Voltage Drop10.33%
Starting KVA Demand286.19 kVA
How to Use This Calculator
  1. Enter the Motor Horsepower from the nameplate and the Motor Voltage (e.g., 208, 480, or 4160 V).
  2. Enter the Motor Efficiency at full load — typically 0.88–0.96 for standard NEMA motors.
  3. Set the Starting Current Multiplier: direct-on-line (DOL) starting ≈ 6–8×, soft starter ≈ 2–4×, VFD ≈ 1–1.5× FLA.
  4. Select the Number of Phases (single-phase or three-phase).
  5. Read the Full Load Amps (FLA) to size cables and overload protection, and the Starting Current (LRA) to size upstream breakers and transformers.
  6. Check the Estimated Voltage Drop % during starting — values above 5% can trip sensitive controls; above 10% may prevent motor start.

How the result changes with Motor Voltage

Motor VoltageFull Load Amps (FLA)Starting Current (LRA)
240114.74 A688.46 A
36076.5 A458.98 A
72038.25 A229.49 A
1,20022.95 A137.69 A

What each input means

Motor Horsepower
Nameplate horsepower rating of the motor. NEC Table 430.250 (three-phase) and 430.248 (single-phase) list full-load ampere values by HP and voltage for motor circuit sizing.
Motor Voltage
Rated voltage of the motor (e.g., 208, 480, 4160V).
Motor Efficiency
Motor efficiency at full load. Typical: 0.88-0.96 for standard motors.
Starting Current Multiplier
Locked Rotor Ampere (LRA) ratio to Full Load Amps (FLA). NEC Table 430.7(B) provides locked-rotor indicating letter codes by HP. DOL = 6–8×, soft starter = 2–4×, VFD = 1–1.5×.
Number of Phases
Motor's electrical supply type.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Motor Horsepower = 50, Motor Voltage = 480, Motor Efficiency = 0.92, Starting Current Multiplier = 6 = 5 input(s) provided
  2. Calculate Full Load Amps
    Full Load Amps
    57.37 = 57.37
  3. Calculate Starting Current
    Starting Current
    344.23 = 344.23
  4. Calculate Estimated Voltage Drop
    Estimated Voltage Drop = Math
    10.33 = 10.33
  5. Calculate Starting KVA Demand
    Starting KVA Demand
    286.19 = 286.19

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does lowering the Motor Efficiency input increase the Full Load Amps result?

Full Load Amps is calculated by converting horsepower to watts and dividing by voltage, efficiency, and a fixed 0.85 power factor — efficiency sits in the denominator, so a lower efficiency value means the motor must draw more input current to deliver the same rated shaft horsepower, which pushes FLA up.

Why is the 0.85 power factor fixed instead of something I can enter?

The calculator bakes 0.85 into the FLA formula as a typical assumed running power factor rather than exposing it as an input. If your actual motor's power factor differs meaningfully from 0.85, the FLA this tool reports will drift from the NEC Table 430.250 nameplate value, which is the number code actually requires for circuit sizing — treat this output as an estimate to sanity-check against the nameplate table, not a replacement for it.

How should I choose the Starting Current Multiplier for my motor's starting method?

The multiplier is applied directly to FLA to get Starting Current (LRA): direct-on-line starting typically runs 6–8× FLA, a soft starter reduces that to roughly 2–4×, and a VFD limits inrush to as little as 1–1.5× FLA. Since Starting KVA Demand and Estimated Voltage Drop both scale directly with this multiplier, picking the wrong starting method here can significantly over- or under-state your transient sizing requirements.

What does the Estimated Voltage Drop percentage actually tell me, and how reliable is it?

It's a simplified approximation that scales starting current relative to a 480V reference impedance assumption, not a calculation using your actual source impedance — so treat it as an early warning flag rather than a precise figure. As a rule of thumb, drops above roughly 5% can upset sensitive control circuits, and above 10% may prevent the motor from starting at all, but a real voltage-drop study is needed before finalizing equipment.

The questions that sit next to this one — chosen by subject, including calculators filed under a different category.

More in Engineering.