Amps to Volts Calculator
Convert amps to volts using Ohm's Law (with resistance) or Watt's Law (with power). Essential for circuit design, troubleshooting, and understanding electrical relationships.
A
Ξ©
VOLTAGE
120 V
KILOVOLTS
0.12 kV
METHOD
Ohm's Law
FORMULA
V = I Γ R
Amps to Volts using Resistance β Reference Table
| Amps | 4 Ξ© | 8 Ξ© | 12 Ξ© | 16 Ξ© |
|---|---|---|---|---|
| 1 A | 4 V | 8 V | 12 V | 16 V |
| 2 A | 8 V | 16 V | 24 V | 32 V |
| 5 A | 20 V | 40 V | 60 V | 80 V |
| 10 A | 40 V | 80 V | 120 V | 160 V |
| 15 A | 60 V | 120 V | 180 V | 240 V |
| 20 A | 80 V | 160 V | 240 V | 320 V |
| 30 A | 120 V | 240 V | 360 V | 480 V |
| 50 A | 200 V | 400 V | 600 V | 800 V |
π‘ How to Convert Amps to Volts
Converting amps (current) to volts (voltage) requires a second known quantity β either resistance (ohms) or power (watts). This calculator supports both methods.
Method 1: Using Resistance (Ohm's Law)
V = I Γ R
Where V is voltage (volts), I is current (amps), R is resistance (ohms).
Where V is voltage (volts), I is current (amps), R is resistance (ohms).
Ohm's Law is the most fundamental equation in electrical engineering, published by Georg Simon Ohm in 1827. It states that voltage across a conductor is directly proportional to current flowing through it.
Method 2: Using Power (Watt's Law)
V = P / I
Where V is voltage (volts), P is power (watts), I is current (amps).
Where V is voltage (volts), P is power (watts), I is current (amps).
Example: Finding Voltage with Ohm's Law
A circuit draws 15 amps through an 8-ohm load:
V = 15A Γ 8Ξ© = 120 volts
V = 15A Γ 8Ξ© = 120 volts
The Ohm's Law Triangle
Remember the three forms of Ohm's Law:
- V = I Γ R β Find voltage when you know current and resistance
- I = V / R β Find current when you know voltage and resistance
- R = V / I β Find resistance when you know voltage and current
References
- Fundamentals of Electric Circuits β Sadiku & Alexander, 7th Edition
- NFPA 70 β National Electrical Code (NEC), 2023 Edition
15 amps Γ 8 ohms = 120 volts (Ohm's Law). This calculator supports both Ohm's Law (resistance) and Watt's Law (power) methods.