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Electric Power Calculator
Computes electrical power from voltage and current (or the current drawn by a known power at a given voltage), the equivalent resistance, and, with hours of use and a tariff, the energy in kWh and its cost.
When to use
You need the wattage or amperage of an appliance, whether it fits a circuit rating, or how much energy and money it uses over a period.
Do not use when: The load has a power factor below 1 (motors, some electronics: P = V·I·cos φ), you only need V, I and R relations (use ohms-law), or you want a multi-appliance bill (use electricity-cost).
Formula
power_w = voltage_v × current_a (or current_a = power_w / voltage_v); resistance_ohm = voltage_v / current_a; energy_kwh = power_w × usage_hours / 1000; energy_cost = energy_kwh × price_per_kwh
Inputs
| Parameter | Type | Unit | Required | Description |
|---|---|---|---|---|
voltage_v | number | V | yes | Supply voltage in volts (e.g. 230 in Europe, 120 in North America, 12 for automotive). Range: > 0 |
current_a | number | A | no | Current drawn in amperes. Give either current_a or power_w. Range: ≥ 0 |
power_w | number | W | no | Rated power in watts. Give either current_a or power_w. Range: ≥ 0 |
usage_hours | number | h | no | Optional operating time; enables the energy output. Range: ≥ 0 |
price_per_kwh | number | per kWh | no | Optional tariff in your currency per kilowatt-hour; enables the cost output. Range: ≥ 0 |
Outputs
| Output | Type | Unit | Description |
|---|---|---|---|
power_w | number | W | P = V × I. |
power_kw | number | kW | Power in kilowatts. |
current_a | number | A | I = P / V. |
resistance_ohm | number | Ω | R = V / I for a purely resistive load. |
energy_kwh | number | kWh | P × usage_hours / 1000 (only when usage_hours is given). |
energy_cost | number | energy_kwh × price_per_kwh (only when usage_hours and price_per_kwh are given). |
Example
230 V, 6.5 A for 2 h at 0.30 per kWh: {"voltage_v":230,"current_a":6.5,"usage_hours":2,"price_per_kwh":0.3} → {"power_w":1495,"power_kw":1.495,"current_a":6.5,"resistance_ohm":35.3846,"energy_kwh":2.99,"energy_cost":0.9}
1500 W heater on 120 V: {"voltage_v":120,"power_w":1500} → {"power_w":1500,"current_a":12.5,"resistance_ohm":9.6}
GET https://tttkmbb.com/api/v1/calculate/electric-power?voltage_v=230¤t_a=6.5&usage_hours=2&price_per_kwh=0.3
Machine access
- API:
GET https://tttkmbb.com/api/v1/calculate/electric-power(query parameters) orPOSTwith a JSON body{"inputs": {...}} - Schema: https://tttkmbb.com/api/v1/calculators/electric-power · Markdown: https://tttkmbb.com/physics/electric-power.md · JSON definition: https://tttkmbb.com/physics/electric-power.json
- MCP: server
https://tttkmbb.com/mcp, toolrun_calculator with calculator_id="electric-power" - OpenAPI operationId:
calculate_electric_power - Freshness:
static. Authentication: none. Rate limit: fair use (see rate limits).
Sources
- HyperPhysics – Electric power (reference)
- Wikipedia – Electric power (reference)
FAQ
Is the nameplate wattage the actual consumption?
It is the maximum rating. Thermostat-controlled appliances (heaters, fridges) draw it only part of the time, so real energy use is lower.
What about three-phase or AC loads?
For single-phase AC the formula gives apparent power (VA); real power is V·I·cos φ. Three-phase power is √3 × V_line × I × cos φ and is not covered here.
Related calculators
- Ohm's Law Calculator — Voltage, current and resistance relations.
- Electricity Cost Calculator — Running cost of several appliances over a period.
- Work & Power Calculator — Mechanical power from work and time.