Compute watts from multiple electrical inputs instantly easily. Compare methods, export results, and visualize trends. Make quick load estimates for practical design work tasks.
| Scenario | Inputs | Formula | Result |
|---|---|---|---|
| DC Device | 12 V, 5 A | P = V × I | 60 W |
| Heater Element | 230 V, 46 Ω | P = V² / R | 1,150 W |
| Resistive Branch | 8 A, 10 Ω | P = I² × R | 640 W |
| Single Phase Motor | 230 V, 8 A, PF 0.92 | P = V × I × PF | 1,692.8 W |
| Three Phase Load | 400 V, 20 A, PF 0.9 | P = √3 × V × I × PF | 12,470.8 W |
Electric power shows how quickly electrical energy is converted or transferred. The basic direct current equation is power equals voltage multiplied by current. When current is not known, the same power can be found with voltage squared divided by resistance or current squared multiplied by resistance.
For alternating current circuits, real power depends on power factor. Single phase real power equals voltage multiplied by current multiplied by power factor. Three phase real power equals square root of three multiplied by line voltage, line current, and power factor. Apparent power is measured in volt amperes, while reactive power is measured in VAR.
This calculator also estimates energy use from runtime. Energy in watt hours equals power in watts multiplied by time in hours. Dividing watt hours by one thousand gives kilowatt hours. Estimated operating cost equals kilowatt hours multiplied by your tariff rate.
Electric power is the rate at which electrical energy is transferred or converted. It is commonly measured in watts, kilowatts, or megawatts depending on application size.
Use that equation when voltage and current are already known. It works directly for DC circuits and for resistive loads where voltage and current are in phase.
Power factor shows how much apparent power becomes real working power. A lower factor means more current is required for the same useful output.
Real power performs useful work. Apparent power is the total electrical demand. Reactive power supports magnetic and electric fields in AC equipment.
Yes. Enter runtime and the calculator converts power into watt hours and kilowatt hours, which helps estimate daily or periodic energy use.
Yes. Choose the three phase AC mode, then enter line voltage, line current, and power factor. The calculator applies the standard three phase real power formula.
Those values allow the calculator to derive current using Ohm’s law. That derived current is then used to support the final power calculation summary.
Choose watts for small devices, kilowatts for larger loads, megawatts for plant level demand, and horsepower when comparing with mechanical output ratings.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.