Elecmetric

Amps to Volts Calculator

Convert Amps to Volts with the formula, a worked example and a table of typical values. Working shown step by step.

Real power 2.07 kW, line current 10 A, power factor 0.9, current type Single-phase AC gives
230 V

Estimate only. Not engineering or safety advice. Check the result against the applicable standard and the equipment data, and have a competent engineer review it before it is relied on. Terms of use.

Open in the calculator with these values

Formula

P = k × V × I × PF k = √3 (three-phase L-L), 3 (three-phase L-N) or 1 (single-phase, DC; PF = 1 for DC)

Worked example

InputValue
Real power2.07 kW
Line current10 A
Power factor0.9
Current typeSingle-phase AC
Voltage type (three-phase only)Line-to-line (L-L)
  1. V = P / (1 × I × PF) = 2,070 / (1 × 10 × 0.9) = 230 V

Typical values

Line current (A)Line voltage (V)
12,300
21,150
5460
10230
20115
5046

Other inputs are the same as in the worked example above.

Assumptions

For DC the power factor is taken as 1. If you know resistance, use the watts, volts, amps, ohms solver. Engineering mode adds the line-to-line or line-to-neutral choice for three-phase.

Frequently asked questions

How do I convert Amps to Volts?

P = k × V × I × PF; k = √3 (three-phase L-L), 3 (three-phase L-N) or 1 (single-phase, DC; PF = 1 for DC). Worked example: Real power 2.07 kW, line current 10 A, power factor 0.9, current type Single-phase AC gives 230 V.

What do I need to enter?

Enter real power, voltage, line current, power factor and current type. Leave blank the value you want to find, and the form solves for it. Change the unit of a value with its selector and the result stays the same.

Does single-phase or three-phase change the answer?

Yes. Pick the circuit type that matches the supply. Three-phase uses √3 with the line-to-line voltage, single-phase uses the voltage as it is, and DC, where it is offered, takes the power factor as 1. The formula above shows each case.

Which power factor should I use?

Read it from the equipment nameplate or data sheet. Typical values are only a guide: about 1.0 for a resistive load and about 0.85 for a fully loaded induction motor. Do not use typical values for accurate work.

How accurate are the results?

Every figure comes from the same tested engine as the Elecmetric calculators and is meant for estimating. Check design values against the standard and the equipment data you work to.

Related

Next steps in a design: kW to AmpsAmps to kWOhm's Law (V, I, R, P)
Opposite direction: Volts to Amps
Also see: Amps to Watts Watts to Amps kW to Volts Volts to kW
Formula guides: Ohm’s Law Formulas and Power WheelThree-Phase Power Formulas
All 78 conversionsPower, Voltage, Current with Power Factor (solve any) in Elecmetric

Tell us how to improve this page

This opens your email app. Nothing is sent until you press send.