Convert Nanofarads (nF) to Farads (F) instantly. This free online tool includes the nF to F formula, a quick reference conversion table, and scientific context on capacitance units.
Capacitance Converter
1 Farad = 1,000,000,000 Nanofarads
1 Nanofarad = 1e-9 Farads
The Nanofarad to Farad Formula
To convert from Nanofarads (nF) to Farads (F), you multiply the capacitance value by 0.000000001 (or divide by 1,000,000,000). The mathematical formula is:
Farad (F) = Nanofarad (nF) x 10-9
This indicates that one Nanofarad is equal to one-billionth of a Farad. This conversion is common in circuit design where small capacitance values are needed for radio frequency (RF) and timing applications.
Nanofarad to Farad Conversion Table
Use this quick reference table for common Nanofarad to Farad conversions:
| Nanofarad (nF) | Farad (F) |
|---|---|
| 1 nF | 0.000000001 F |
| 10 nF | 0.00000001 F |
| 100 nF | 0.0000001 F |
| 1,000 nF (1 uF) | 0.000001 F |
| 10,000 nF | 0.00001 F |
Understanding the Magnitude
What is a Nanofarad?
The Nanofarad (nF) is a submultiple of the Farad. In the International System of Units (SI), the prefix “nano” denotes a factor of 10 to the power of -9. In practical electronics, nanofarads are the middle ground of capacitance, typically found in polyester film capacitors and multilayer ceramic capacitors (MLCCs).
What is a Farad?
The Farad (F) is the base SI unit of capacitance, named in honor of Michael Faraday. It measures the ability of a body to store an electrical charge. A capacitor has a capacitance of one Farad when one Coulomb of charge causes a potential difference of one Volt across its plates. Because the Farad is such a large unit, its submultiples like microfarads, nanofarads, and picofarads are much more common in physical components.
Why is this conversion useful?
Standard electronic component labels use Nanofarads (often marked with a code like ‘103’ or ‘104’), but many scientific calculations and simulation software (like SPICE) require the capacitance to be entered in Farads. Moving the decimal point nine places to the left is a frequent source of calculation errors; this tool automates that shift to ensure your engineering projects remain accurate.