Electrical Unit Converter — Volts, Amps, Ohms, Farads & More
Convert between volts, amps, ohms, farads, henries, siemens, and coulombs with metric prefixes. Free online electrical unit converter for electronics and engineering.
Electrical Converter
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The Formula
Electrical unit conversion uses linear factors relative to SI base units per sub-category (V, A, Ω, F, H, S, C). All units within a sub-category share the same physical quantity and convert linearly. Converting between sub-categories (e.g., volts to amps) is not physically meaningful without additional circuit context. For example, converting 1 kV to MV: 1 kV × 1000 ÷ 1,000,000 = 0.001 MV. The V·A = W relationship (power = voltage × current) requires knowing both values and is a different calculation.
Variable Definitions
Volt
The SI unit of electrical potential difference. One volt pushes one ampere through one ohm of resistance.
Ampere
The SI unit of electric current. One ampere is one coulomb of charge flowing per second.
Ohm
The SI unit of electrical resistance. One ohm allows one ampere to flow at one volt (V = IR).
Farad
The SI unit of capacitance. One farad stores one coulomb of charge at one volt. Most practical capacitors are in µF to pF range.
Henry
The SI unit of inductance. One henry induces one volt when current changes at one ampere per second. Used in transformers, filters, and power electronics. Common values range from µH (microhenries) to H.
How to Use This Calculator
- 1
Enter the electrical value you want to convert in the "Value" field.
- 2
Select the current unit from the "From" dropdown. Units are grouped by measurement type (Voltage, Current, Resistance, etc.).
- 3
Select the desired unit from the "To" dropdown. Convert within the same measurement type for physically meaningful results.
- 4
The converted value is displayed instantly. Use this for circuit design, component selection, or electrical engineering calculations.
- 5
Use the quick reference table for common electrical unit relationships and component value conversions.
Quick Reference
| From | To |
|---|---|
| 1 V | 1,000 mV / 0.001 kV |
| 1 A | 1,000 mA / 0.001 kA |
| 1 kΩ | 1,000 Ω |
| 1 µF | 1,000 nF / 1,000,000 pF |
| 1 F | 1,000 mF / 1,000,000 µF |
| 1 S | 1,000 mS / 1,000,000 µS |
| 1 mAh | 3.6 C |
| 1 Ah | 3,600 C |
Common Applications
- Household voltage: 120 V (US) / 230 V (Europe)
- USB power: 5 V, up to 3 A (15 W standard)
- ResistorAn electrical component that opposes current flow. Resistance is measured in ohms (Ω) and follows Ohm's Law.: 4.7 kΩ with gold band = 4,700 Ω ±5%
- Capacitor labeled "104": 10 × 10⁴ pF = 100 nF = 0.1 µF
- Phone battery: 3,000–5,000 mAh at 3.7–3.8 V
- Power line: 138–765 kV (transmission) / 120–240 V (residential)
V = I × R | I = V ÷ R | R = V ÷ I | Power = V × I
Understanding the Concept
Electrical quantities come in several fundamental types — voltage (V), current (A), resistance (Ω), capacitance (F), inductance (H), conductance (S), and charge (C). Each has its own SI base unit and a range of metric prefixes from micro (µ, millionth) to kilo (k, thousand) to mega (M, million) and beyond. Understanding electrical unit conversion is essential for electronics design, electrical engineering, power systems, and even everyday tasks like reading a component's markings or sizing a power supply. A resistor marked "4.7 kΩ" is 4,700 ohms. A capacitor labeled "100 nF" is 0.1 µF or 100,000 pF. A phone battery rated at 3,000 mAh holds 10,800 coulombs of charge. A power line operating at 138 kV carries 138,000 volts. The relationships between these quantities are governed by Ohm's LawThe relationship between voltage (V), current (I), and resistance (R): V = I × R. The fundamental law of electrical circuits. (V = IR), Watt's Law (P = VI), and the fundamental equations of electromagnetism. While this converter handles conversions within each measurement type, remember that volts and amps are different physical quantities and cannot be directly converted — that would be like converting meters to kilograms.
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