Watts to Amps

Convert electrical power in watts to current in amps given voltage and power factor. Free, instant, no signup.

Formula: Amps = watts ÷ (volts × power factor)

How to use the Watts to Amps

  1. Enter your values. Fill in the fields with your numbers.
  2. Calculate. Press Calculate to run the watts to amps.
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About the Watts to Amps

Watts to Amps converts a power figure (watts) into the electric current (amps) a device or circuit will draw, given the voltage it runs at. This is one of the most-searched electrical conversions because nearly every appliance label lists watts, but the numbers that actually matter for safety and wiring (fuses, breakers, cable gauge) are in amps. You cannot go from watts to amps without knowing voltage, because the two units measure different things: watts are the rate of energy use, while amps are the flow of charge. Voltage is the missing link that ties them together.

Reach for this converter whenever you need to know how much current a load pulls. Common cases: checking whether a 1500 W heater overloads a 120 V kitchen circuit (it draws 12.5 A), sizing a fuse or DC breaker for a 12 V camper or RV solar setup, working out if a generator or inverter can run several appliances at once, or planning the wiring for a 240 V dryer or EV charger. It is also handy when comparing the same device on different supplies, since the current changes with voltage even though the wattage stays the same.

The tool applies the standard relationships. For DC and purely resistive AC loads: Amps = Watts / Volts. For single-phase AC with a reactive load: Amps = Watts / (Volts x Power Factor). For three-phase the denominator includes a phase factor of 1.732 (line-to-line) or 3 (line-to-neutral). Power factor matters because watts measure real power, while the current is set by apparent power (volt-amps). Resistive loads such as heaters and incandescent bulbs sit at a power factor of 1.0; motors, LED drivers and mixed equipment typically run 0.7 to 0.95, so the same wattage pulls more current than the simple formula suggests.

Every calculation runs entirely in your browser using these formulas. Nothing you type, no wattage, voltage, or power factor, is sent to a server, stored, or logged. The results are mathematically exact for the inputs you provide, but real circuits can vary: actual mains voltage drifts, motor inrush current briefly spikes well above the running figure, and nameplate watts may be peak rather than continuous. Treat the output as an accurate planning figure, and for permanent wiring, fuse, or breaker decisions, confirm against your equipment's data plate and local electrical code, or consult a qualified electrician.

Frequently asked questions

How do I convert watts to amps?

Divide the power in watts by the voltage. For example, 1200 watts at 120 volts is 1200 / 120 = 10 amps. For AC loads with a power factor below 1, divide again by the power factor.

Can I convert watts to amps without knowing the voltage?

No. Watts and amps measure different quantities, and voltage is the link between them. You must supply the voltage of the supply or device, such as 12 V, 120 V, or 240 V, to get a current figure.

Why does the same wattage draw different amps at 12V, 120V, and 240V?

Because amps equal watts divided by volts, a higher voltage means lower current for the same power. A 1200 W load draws 100 A at 12 V, 10 A at 120 V, and just 5 A at 240 V, which is why high-power devices use higher voltages to keep current and wire size manageable.

What power factor should I use?

Use 1.0 for resistive loads like heaters, kettles, and incandescent bulbs. Use about 0.8 to 0.9 for motors and many appliances, and 0.85 to 0.95 for LED drivers and mixed commercial equipment. DC circuits do not use a power factor.

Is the amp result safe to use for sizing a fuse or breaker?

It gives the running current, but protective devices are usually sized above that. A common rule for continuous DC loads is 125 percent of the calculated current rounded up to the next standard size, and motors draw a higher inrush current at startup. Always check your equipment rating and local code.

From our blog

Hertz to Seconds: How to Turn Frequency Into Cycle Time

By the Super Simple Digital Tools Team · Updated June 2026

Frequency and time are two sides of the same coin. When something is described in hertz, it is telling you how many times a cycle repeats in one second. The period, measured in seconds, answers a different question: how long does a single one of those cycles last? Converting between them is one of the most common moves in physics and engineering, and it never requires anything more than a reciprocal.

The rule is short enough to memorize: divide one by the frequency. A 4 Hz signal repeats four times a second, so each cycle occupies a quarter of a second, or 0.25 seconds. A 250 Hz tone has a period of 1 / 250 = 0.004 seconds, which is 4 milliseconds. Notice how the units shrink as the frequency grows; this is why engineers working with kilohertz and megahertz signals talk in milliseconds, microseconds, and nanoseconds rather than whole seconds.

Power systems are a clear example of why the conversion matters. Mains electricity is delivered at 50 Hz in many countries and 60 Hz in others. Plug those into the formula and you get cycle times of 20 ms and about 16.67 ms respectively. Knowing the period helps when timing relays, designing filters, or reasoning about how quickly the voltage swings from positive to negative and back during a single cycle.

Audio is the other place this conversion earns its keep. A low-frequency oscillator running at 2 Hz completes a cycle every half second, which sets the speed of a tremolo or filter sweep. Producers often think in milliseconds when timing modulation to a track, so flipping an LFO rate from hertz into a period makes it easy to line effects up by ear. The same reasoning applies to sound waves: a 440 Hz note (concert A) has a period of about 2.27 milliseconds per cycle.

To get a reliable answer, decide on your output unit before you start and keep an eye on scale. Seconds work well below 10 Hz, but above that you will usually want milliseconds or microseconds so the result reads cleanly. If a number looks suspicious, sanity-check it by reversing the math: take your period, divide one by it, and confirm you land back on the original frequency. That two-second check catches almost every decimal slip.

  • Memorize the two anchor values: 50 Hz = 20 ms and 60 Hz ≈ 16.67 ms, the periods of the world's two AC power standards.
  • Switch to milliseconds for frequencies above about 10 Hz so results read as clean numbers instead of long decimals.
  • Verify any conversion by reversing it: 1 divided by your period should return the frequency you started with.
  • For audio, remember that BPM-based rates can become hertz first (Hz = BPM / 60) before you convert to a cycle time in seconds.

Read the full guide →

Tool by the Super Simple Digital Tools Team. Reviewed by our editorial team. Free to use, no signup required.

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