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Amps to Watts Calculator

Convert amps to watts for DC and AC circuits. Calculate power in watts from current in amps and voltage. Free electrical calculator.

About the Amps to Watts Calculator

An amps to watts calculator converts electrical current in amperes to power in watts at a known voltage — one of the most practical everyday electrical calculations for homeowners, electricians, engineers, and anyone managing electrical loads. Knowing the power in watts tells you how much energy a circuit is consuming, which is essential for sizing generators, understanding electricity bills, planning additional loads on existing circuits, and verifying that electrical infrastructure is not being overloaded. The conversion is needed in dozens of real scenarios. A homeowner wants to know the maximum continuous load they can safely put on a 20-amp, 120V kitchen circuit. An electrician is completing a load schedule for a residential service entrance and needs to add up all the circuit loads in watts to verify the total service capacity. A generator owner needs to know how many watts of load they can run before the generator is overloaded. A data center engineer is calculating the power density of a server rack rated in amps at 208V. A marine electrician is calculating the total watt draw on a boat's 12V DC system to size the battery bank for overnight use without shore power. The math is straightforward but has important variations depending on the type of electrical system. For DC circuits and purely resistive AC loads — things like electric heaters, incandescent bulbs, and resistive elements in ovens and water heaters — power in watts simply equals volts times amps. For inductive AC loads such as motors, compressors, transformers, and fluorescent or LED lighting with electronic ballasts, power factor reduces the effective watts below the volt-amp product. A 15-amp motor at 240V with a power factor of 0.85 produces only 240 times 15 times 0.85 equals 3,060 watts of real work, even though it draws 3,600 volt-amps of apparent power. This distinction between real power (watts) and apparent power (volt-amps) is critical for generator sizing, which must handle the volt-amps, not just the watts. For three-phase systems used in commercial and industrial buildings, the three-phase power formula adds the square root of 3 (approximately 1.732) as a multiplier, reflecting the geometry of three-phase power delivery. A commercial panel with a 100-amp, 208V three-phase feed at a power factor of 0.85 delivers 208 times 100 times 1.732 times 0.85 equals 30,571 watts — about 30.6 kilowatts of real power available for loads. The NEC 80% continuous load rule is equally important in the reverse direction. Branch circuits must not be loaded above 80% of their rated ampacity for loads running three or more hours continuously. A 20-amp circuit at 120V has a maximum rating of 2,400 watts, but its safe continuous load limit is only 1,920 watts (80%). Understanding this limit prevents nuisance tripping of breakers and, more importantly, prevents the chronic overheating that degrades wiring insulation and creates fire risk over time.

Formula

P = V x I (DC and single-phase) | P = V x I x sqrt(3) x PF (three-phase) | Safe continuous load = 0.80 x rated ampacity

How It Works

The fundamental formula for DC and single-phase AC is: P (watts) = V (volts) times I (amps). For three-phase AC: P = V times I times the square root of 3 times power factor, where the square root of 3 equals approximately 1.732. Practical circuit examples illustrate the range of outputs. A standard US 15-amp, 120V outlet delivers a maximum of 120 times 15 equals 1,800 watts. The safe continuous load limit at 80% is 1,440 watts — roughly equivalent to a modest space heater or a powerful hair dryer, but not both simultaneously. A 30-amp, 240V circuit for a clothes dryer delivers 240 times 30 equals 7,200 watts maximum. A 50-amp, 240V circuit for an electric range or EV charger delivers 240 times 50 equals 12,000 watts maximum. For three-phase industrial equipment, the numbers scale up significantly. A 200-amp, 480V, three-phase panel at a power factor of 0.90 delivers 480 times 200 times 1.732 times 0.90 equals 149,587 watts — approximately 150 kilowatts available for industrial machinery, HVAC systems, and lighting loads.

Tips & Best Practices

  • The NEC 80% rule for continuous loads is the most important safety rule in residential and commercial wiring. Any load operating for three or more consecutive hours — EV chargers, refrigerators, server rooms, baseboard heaters, industrial equipment — must not exceed 80% of the circuit's rated ampacity. A 20-amp circuit can only support 16 amps (1,920 watts at 120V) of continuous load.
  • Generator sizing for backup power: sum all loads in watts, then choose a generator rated for at least 125% of that total. Electric motors draw six to seven times their running current during startup — this surge must be absorbed by the generator without stalling. For systems with large motors, consult generator surge capacity specifications as well as continuous rated output.
  • 240V versus 120V efficiency: doubling the voltage for the same power halves the current. Half the current produces one quarter the resistive losses (I squared times R). This is why high-power loads — electric dryers, ranges, water heaters, EV chargers, and air conditioners — are designed for 240V: smaller, cooler wires and better efficiency at the same delivered power.
  • Power factor for inductive loads: always check whether your load has a significant inductive component before using the simple P = V times I formula. Motors, compressors, variable-speed drives, fluorescent ballasts, and switching power supplies all have power factor below 1.0. Using the wrong formula can undersize wiring and overestimate available real power.
  • Shore power planning for boats and RVs: a standard 30-amp, 125V shore power connection provides a maximum of 3,750 watts. A 50-amp, 125/250V shore power connection provides up to 12,500 watts. Knowing the watt equivalent of each appliance on board helps you plan what can run simultaneously without tripping the shore power breaker or pedestal breaker.
  • UPS sizing: uninterruptible power supplies are rated in both VA (volt-amps, apparent power) and watts (real power). For modern computer and server equipment with power factors above 0.95, VA and watts are nearly equal. For older or mixed loads with lower power factors, VA significantly exceeds watts. Always check the watt rating of the UPS, not just the VA rating.
  • Three-phase versus single-phase wiring cost: a three-phase system delivering the same total watts as a single-phase system uses smaller conductors per phase because the current per phase is lower. This is why large commercial and industrial buildings use three-phase power — it reduces copper costs, voltage drop, and resistive losses across the entire distribution system.
  • Residential service sizing: a 200-amp, 240V single-phase residential service has a theoretical maximum of 200 times 240 equals 48,000 VA, or about 43,000 watts at a typical 0.90 blended power factor. This total must cover everything in the home simultaneously, which is why NEC service entrance calculations use demand factors — most loads do not operate at their peak simultaneously.

Who Uses This Calculator

Electricians completing NEC load schedules for residential and commercial service entrance sizing rely on amps-to-watts conversion to total up all circuit loads and compare against service capacity. Generator and UPS system owners determine the total watts of connected load and verify they are not exceeding the generator's continuous rated output. Homeowners planning to add appliances to existing circuits verify that the added load does not exceed the circuit's continuous rating. Solar system designers calculate the total watt output of inverters and compare against the AC load requirements of the home. Data center engineers and IT managers calculate power density per rack using voltage and amperage measurements from PDUs. Marine electricians designing boat electrical systems calculate total DC watt loads to size battery banks for overnight or extended off-grid operation. Industrial engineers monitoring production equipment calculate actual power draw from clamp meter current readings for energy management purposes.

Optimised for: USA · Canada · UK · Australia · Calculations run in your browser · No data stored

Frequently Asked Questions

How do I convert amps to watts?

Watts = Amps × Volts. For a 10A device on 120V: 10 × 120 = 1,200 watts (1.2 kW).

How does this apply to users in Australia?

The NEC 80% rule for continuous loads is the most important safety rule in residential and commercial wiring. Any load operating for three or more consecutive hours — EV chargers, refrigerators, server rooms, baseboard heaters, industrial equipment — must not exceed 80% of the circuit's rated ampacity. A 20-amp circuit can only support 16 amps (1,920 watts at 120V) of continuous load.

How does this apply to users in Australia in this scenario?

Generator sizing for backup power: sum all loads in watts, then choose a generator rated for at least 125% of that total. Electric motors draw six to seven times their running current during startup — this surge must be absorbed by the generator without stalling. For systems with large motors, consult generator surge capacity specifications as well as continuous rated output.

How do I calculate my daily hydration target?

240V versus 120V efficiency: doubling the voltage for the same power halves the current. Half the current produces one quarter the resistive losses (I squared times R). This is why high-power loads — electric dryers, ranges, water heaters, EV chargers, and air conditioners — are designed for 240V: smaller, cooler wires and better efficiency at the same delivered power.

What is the underlying formula used for this calculation?

Power factor for inductive loads: always check whether your load has a significant inductive component before using the simple P = V times I formula. Motors, compressors, variable-speed drives, fluorescent ballasts, and switching power supplies all have power factor below 1.0. Using the wrong formula can undersize wiring and overestimate available real power.

What is the difference between these options?

Shore power planning for boats and RVs: a standard 30-amp, 125V shore power connection provides a maximum of 3,750 watts. A 50-amp, 125/250V shore power connection provides up to 12,500 watts. Knowing the watt equivalent of each appliance on board helps you plan what can run simultaneously without tripping the shore power breaker or pedestal breaker.