Volts to Amps Calculator
Convert voltage (Volts) to current (Amps) using power (Watts) or resistance (Ohms)

- How to Convert Volts to Amps
- Using Power (Watts) Method
- Using Resistance (Ohms) Method
- Three-Phase Power Calculations
- Step-by-Step Calculation Examples
- Example 1: DC Circuit with Power
- Example 2: AC Circuit with Power Factor
- Example 3: Using Ohm’s Law
- Common Voltage to Current Reference Table
- Wire Sizing Based on Current
- Frequently Asked Questions
- Related Electrical Calculators
- Author
How to Convert Volts to Amps
Converting volts to amps requires knowing either the power (in watts) or the resistance (in ohms) of your circuit. This is because voltage and current are related through Ohm’s Law and the power equation. You cannot directly convert volts to amps with a simple multiplication factor—you need additional circuit information.
Using Power (Watts) Method
When you know the power consumption of a device, use the power formula to calculate current. This is the most common method for household appliances and electronics.
For AC circuits with reactive loads (motors, transformers), you must account for the power factor:
Using Resistance (Ohms) Method
When you know the circuit resistance, apply Ohm’s Law directly. This method is essential for circuit design and troubleshooting. Use our Ohm’s Law Calculator for more complex calculations.
Three-Phase Power Calculations
Three-phase systems are common in industrial and commercial applications. The current calculation depends on whether you’re measuring line-to-line or line-to-neutral voltage:
Step-by-Step Calculation Examples
Example 1: DC Circuit with Power
Problem: A 12V LED strip consumes 60 watts. What current does it draw?
Step 2: Apply formula: I = P ÷ V
Step 3: Calculate: I = 60 ÷ 12 = 5 Amperes
Example 2: AC Circuit with Power Factor
Problem: A 230V motor rated at 2000W has a power factor of 0.85. What current does it draw?
Step 2: Apply formula: I = P ÷ (V × PF)
Step 3: Calculate: I = 2000 ÷ (230 × 0.85) = 2000 ÷ 195.5 = 10.23 Amperes
Example 3: Using Ohm’s Law
Problem: A 24V circuit has a 100Ω resistor. What current flows through it?
Step 2: Apply Ohm’s Law: I = V ÷ R
Step 3: Calculate: I = 24 ÷ 100 = 0.24 Amperes (240 mA)
Common Voltage to Current Reference Table
This reference table shows typical current draws for common voltage and power combinations. Use our Amps to Watts Calculator for reverse calculations.
| Application | Voltage (V) | Power (W) | Current (A) |
|---|---|---|---|
| USB Charger | 5V | 10W | 2.0 A |
| Car Accessory | 12V | 60W | 5.0 A |
| Industrial DC | 24V | 240W | 10.0 A |
| US Household | 120V | 1800W | 15.0 A |
| EU Household | 230V | 2990W | 13.0 A |
| Industrial 3-Phase | 480V (L-L) | 10,000W | 14.2 A* |
* Three-phase calculation with PF = 0.85
Wire Sizing Based on Current
Selecting the correct wire gauge is critical for safety. Undersized wires can overheat and cause fires. This table shows recommended copper wire sizes based on current capacity at 30°C ambient temperature.
| Current (A) | AWG (American) | Metric (mm²) | Typical Use |
|---|---|---|---|
| Up to 7A | 18 AWG | 0.75 mm² | Light fixtures, small appliances |
| Up to 10A | 16 AWG | 1.0 mm² | Extension cords, lamps |
| Up to 15A | 14 AWG | 2.5 mm² | Standard outlets (US) |
| Up to 20A | 12 AWG | 4.0 mm² | Kitchen outlets, HVAC |
| Up to 30A | 10 AWG | 6.0 mm² | Dryers, water heaters |
| Up to 55A | 6 AWG | 16 mm² | Electric ranges, EV chargers |
| Up to 85A | 4 AWG | 25 mm² | Main service panels |
Frequently Asked Questions
- Power in watts: I = P ÷ V
- Resistance in ohms: I = V ÷ R
- PF = 1 (unity): Purely resistive loads like heaters and incandescent bulbs
- PF = 0.8-0.95: Motors, transformers, and inductive loads
- PF = 0.6-0.8: Older motors and fluorescent lighting
- Line-to-line voltage is √3 times line-to-neutral voltage
- Total power is distributed across three phases
- The formula accounts for the phase relationship between conductors
- Single-phase: I = P ÷ (V × PF × Efficiency)
- Three-phase: I = P ÷ (√3 × V × PF × Efficiency)
- Amps = Current at any moment (like speedometer reading)
- Amp-hours = Current × Time (like odometer reading)
- 1 mA: Barely perceptible
- 5 mA: Mild shock, can let go
- 10-20 mA: Painful, may not be able to let go
- 50-100 mA: Potentially fatal (ventricular fibrillation)
- Over 100 mA: Usually fatal without immediate treatment
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