Amp to Horsepower Calculator – Motor Amps to HP Converter

Amp to Horsepower Calculator

Convert electrical current in amps to mechanical horsepower for DC, single-phase, and three-phase motors. Enter voltage, current, efficiency, and power factor to get shaft HP, electrical input in kilowatts, output watts, and the reverse current needed to hit a target horsepower.

Choose a Mode

🎯Real Motor Presets

📝Motor Inputs

DC uses no power factor; AC single-phase and three-phase do.

Line-to-line volts for three-phase, supply volts otherwise.

Motor full-load or measured running amps per line.

Desired shaft HP; the tool solves for the amps needed.

Motor efficiency, typically 80 to 96 percent.

AC only, usually 0.8 to 0.9; ignored for DC.

Controls rounding on every result card.

Horsepower output 0 HP mechanical shaft power
Electrical input 0 kW power drawn from supply
Output power 0 W shaft watts, HP times 746
Reverse: amps for target HP 0 A current to reach target HP

🔢Formula Snapshot

746watts per HP
DCV I n / 746
1phV I n PF / 746
3ph√3 V I n PF / 746

📋Amps to HP at 230V Three-Phase

Full-Load AmpsVoltageApprox HPReads As
2.5 A230 V0.75 HPThree quarter
3.6 A230 V1 HPOne horse
6.8 A230 V2 HPTwo horse
9.6 A230 V3 HPThree horse
15.2 A230 V5 HPFive horse
22 A230 V7.5 HPSeven and half
28 A230 V10 HPTen horse
42 A230 V15 HPFifteen horse

📊NEMA Motor Full-Load Amps by HP

Motor HP230V 3-Phase FLA460V 3-Phase FLAOutput WattsNotes
1 HP3.6 A1.8 A746 WSmall fan or pump
2 HP6.8 A3.4 A1492 WBlower duty
3 HP9.6 A4.8 A2238 WCompressor
5 HP15.2 A7.6 A3730 WConveyor drive
7.5 HP22 A11 A5595 WMachine tool
10 HP28 A14 A7460 WPump station
15 HP42 A21 A11190 WLarge blower
25 HP68 A34 A18650 WHeavy compressor

🧬Typical Efficiency and Power Factor Ranges

Motor TypeEfficiency RangePower FactorBest Use
Small AC under 1 HP72 to 82 pct0.70 to 0.80Fans, small pumps
Standard AC 1 to 10 HP84 to 90 pct0.80 to 0.86General industry
Premium AC over 10 HP91 to 96 pct0.85 to 0.90Continuous duty
DC brushed75 to 85 pct1.00 (n/a)Winches, tools
DC brushless (BLDC)85 to 93 pct1.00 (n/a)EV, drones
Universal motor60 to 75 pct0.90 to 0.95Power hand tools

📏Horsepower, Kilowatt, and Watt Conversions

FromEqualsIn WattsNote
1 HP0.746 kW746 WElectrical horsepower
1 kW1.341 HP1000 WKilowatt to HP
0.5 HP0.373 kW373 WHalf horse
2 HP1.492 kW1492 WTwo horse
5 HP3.730 kW3730 WFive horse
10 HP7.460 kW7460 WTen horse

🗃Amps vs Horsepower Comparison Grid

CurrentDC 90V1ph 120V1ph 240V3ph 230V3ph 460V
5 A0.53 HP0.60 HP1.20 HP2.07 HP4.14 HP
10 A1.06 HP1.20 HP2.39 HP4.14 HP8.28 HP
15 A1.59 HP1.79 HP3.59 HP6.20 HP12.4 HP
20 A2.12 HP2.39 HP4.78 HP8.28 HP16.6 HP
25 A2.66 HP2.99 HP5.98 HP10.3 HP20.7 HP
30 A3.19 HP3.59 HP7.17 HP12.4 HP24.8 HP
40 A4.25 HP4.78 HP9.56 HP16.6 HP33.1 HP
50 A5.31 HP5.98 HP12.0 HP20.7 HP41.4 HP

Formula Breakdown

DC: HP = V I n / 746For direct current, horsepower equals voltage times current times efficiency, divided by 746. A 90 V DC motor at 15 A and 85 percent gives HP = 90 × 15 × 0.85 / 746 = 1.54 HP.
1-phase: HP = V I n PF / 746Single-phase AC adds the power factor. At 240 V, 10 A, 88 percent, PF 0.85: HP = 240 × 10 × 0.88 × 0.85 / 746 = 2.41 HP.
3-phase: HP = √3 V I n PF / 746Three-phase multiplies by the square root of 3, about 1.732. At 460 V, 25 A, 90 percent, PF 0.86: HP = 1.732 × 460 × 25 × 0.90 × 0.86 / 746 = 20.7 HP.
Input power P_inElectrical input is V × I for DC, V × I × PF for single-phase, and √3 × V × I × PF for three-phase. Divide by 1000 for kilowatts.
Output wattsMechanical output equals HP × 746. It is always the input power times efficiency, since efficiency is output over input.
Reverse for ampsTo hit a target HP, rearrange: I = HP × 746 / (V × n × PF × phase factor). The phase factor is 1 for DC and single-phase base, and √3 for three-phase.
1 HP = 746 WOne electrical horsepower is exactly 746 watts, so 1 kW equals about 1.341 HP. This constant links every mechanical and electrical result.

💡Motor Sizing Tips

1 HP equals 746 watts: Horsepower is mechanical output, so a 5 HP motor delivers 3730 watts to the shaft. Because no motor is perfect, the electrical input is higher: at 88 percent efficiency a 5 HP motor pulls roughly 3730 / 0.88 = 4239 watts, or about 4.24 kW from the supply.
Three-phase uses the √3 factor: The 1.732 constant comes from the geometry of three phases spaced 120 degrees apart. That is why a 460 V three-phase motor draws roughly half the amps of a 230 V unit at the same HP, and far less current than a single-phase motor of equal power. Always match the calculator phase setting to the motor nameplate.

Let’s say you pull out your motor nameplate and it says 10 amps. But what does that mean? Alone, the value mean nothing. Because you need voltage too, and without it, there’s little idea as to just how hard the electricity is working mechanically.

To further complicate things, you’re typically running on alternating current, which means not all of the electrical energy are pushing the shaft forward; some portion of the electricity is sloshing back and forth within magnetic field and producing heat but no motion. In short, turning amps into HP isn’t quite as easy than multiplying them together. There is more going on than that, including power factor, system type, and efficiency losses.

How to Change Amps into Horsepower

That’s why we created the calculator above; it performs equations so you don’t have to derive a formula from scratch each time you want to size a circuit or troubleshoot a pump.

Here’s the catch: Horsepower is an output; electricity is an input. The motor are somewhere in-between, converting electricity into rotation (with varying levels of success). By definition, no engine can converts all the electricity it uses into motion; some must be lost as friction in the engine bearings or wasted as heat in the windings. We refer to this as efficiency.

Failure to account for it will cause you to underestimate your motor’s horsepower. You might conclude that you have enough horsepower to haul that big load. You may then discover that you’ve overestimated the motor’s power by ten percent and the motor stall. This is an expensive error on job site.

The equation for a direct current motor is easy. Just take volts times amps times efficiency then divide by seven hundred and forty-six (which defines one electric horsepower). It is simple and clean if your DC supply (battery) are stable.

Current gets complicated when it alternates. If you use single-phase power, you have to account for its power factor (a number from zero to one that describes how well the current is doing its job). If you pull straight back, all your effort moves the load forward, but if you pull at an angle, some force go into dragging sideways. In the same way, low power factor make your wires heat up and strain your supply, as you need to pull more amps to get the same amount done.

On top of this, there’s the additional problem of three phases, multiplied by about 1.732 times. That’s a geometric constant that lets three-phase motors draws substantially fewer amperes for equivalent output, saving factories money on copper wire and avoiding voltage drop over long distances.

With your own data entered, it spits out four different results: The shaft horsepower, or the true mechanical power of whatever is hooked up to the motor on the other end; the electrical input, or kilowatt power that shows you the power going into your machine and the breaker box; the total harmonic distortion (THD), measuring the degree to which electricity are being lost to heat during use; and then finally, a reverse calculation mode. Use this when you want to know how much amp draw your circuit will require. For example, say you’re looking for a motor to run a conveyor belt; you know the belt requires five horsepower, so put that in as the goal, and it’ll tell you exactly how many amps your circuit needs to supply. Essentialy, it turns an educated guess into a plan.

The correct power factor and efficiency selection makes a bigger difference than many folks think. A new premium efficiency motor may be operating at ninety-five percent efficiency with a strong power factor while that ancient worn out machine in the grimy factory may be at just eighty percent. While generic defaults are great for rough estimates, when you’re trying to calculate the cost of running something or determining overload protection, those few percentage points makes a big difference in both heat generated and performance.

The page has some reference tables showing normal full-load amps for popular sizes of motors so that you can sanity check your results. You plug in your number and it says a ten-horsepower motor will pull only five amps at four hundred sixty volts. But the table indicate it should of draw twenty-eight. Odds are good you flipped up the single- and three-phase input switches and made a wild guess at your results.

In the end, knowing about power and current lets you avoid two big mistakes. Oversizing means money is wasted on underused equipment that operates with a light load. Undersizing cause overheated motors and tripped breakers. Respecting the variables and constants makes the switch from guesswork to engineering. Converting electricity into mechanical force keep your project running smoothly. This applies to everything from designing an industrial drive system to troubleshooting your home water pump.

The next time you’re looking at an amp rating, think twice, it’s only half the story. Complete the picture with voltage, phase, and efficiency.

Amp to Horsepower Calculator – Motor Amps to HP Converter