Electrostatic Capacitance converter
Capacitor values across the µF / nF / pF range that dominates real circuits.
Converter
Quick pairs
tap to loadOne microfarad in every electrostatic capacitance unit
8 rows| Unit | Symbol | 1 µF equals |
|---|---|---|
| Farad | F | 1e-6 |
| Millifarad | mF | 0.001 |
| Nanofarad | nF | 1,000 |
| Picofarad | pF | 1,000,000 |
| Kilofarad | kF | 1e-9 |
| Abfarad (EMU) | abF | 1e-15 |
| Statfarad (ESU) | statF | 898,755.1788 |
| Coulomb per volt | C/V | 1e-6 |
How the microfarad to nanofarad conversion works
The farad (F) is the base unit of capacitance, and because a full farad is an enormous amount of capacitance for most real components, almost everything you'll actually convert lives in its smaller submultiples: a millifarad (mF) is 0.001 F, a microfarad (µF) is 1e-6 F, a nanofarad (nF) is 1e-9 F, and a picofarad (pF) is 1e-12 F. The kilofarad (kF), 1,000 F, mostly appears in large supercapacitor or energy-storage specifications. The CGS-derived abfarad is a huge 1,000,000,000 F, while the statfarad is a minuscule 1.112650056e-12 F — close to a picofarad in size by coincidence of how the CGS electrostatic system was defined. The coulomb per volt (C/V) is capacitance's defining ratio written out as a unit name, and it equals exactly 1 F.
The featured pair converts microfarad to nanofarad with nF = µF × 1,000, and the reverse direction multiplies by 0.001.
A 0.1 µF decoupling capacitor, extremely common on circuit boards, converts to 0.1 × 1,000 = 100 nF. A 220 nF film capacitor steps down further to 220 × 1,000 = 220,000 pF if a datasheet insists on picofarads, and a large 4,700 µF electrolytic capacitor converts up to 4.7 mF when the millifarad scale is more convenient.
Which scale gets used depends heavily on the application. Picofarads and low nanofarads describe timing and filter capacitors in radio-frequency and oscillator circuits, where even stray wiring capacitance in that range can shift a circuit's behavior. Microfarads dominate power-supply decoupling and audio-coupling capacitors, and the millifarad-to-farad range belongs almost entirely to electrolytic bulk-storage capacitors and modern supercapacitors used for short-term energy buffering in things like regenerative braking systems.
A classic source of errors is simply losing track of which capacitance submultiple a component's printed code refers to, since small ceramic capacitors are often marked with a three-digit code (like "104") that means picofarads, not microfarads or nanofarads directly — misreading it by a factor of 1,000 is a frequent cause of a circuit that doesn't behave as designed. It's also easy to forget that the statfarad and abfarad belong to the old CGS unit system rather than being SI prefixes, despite looking superficially similar to "farad" with a prefix attached.
The three-digit ceramic capacitor code is worth spelling out, since it trips up even experienced hobbyists: the first two digits are significant figures and the third is a power-of-ten multiplier, both in picofarads. So "104" means 10 followed by 4 zeros, i.e. 100,000 pF, which equals 100 nF or 0.1 µF — three different-looking numbers that are all exactly the same capacitor. Converting confidently between pF, nF, and µF is really the whole skill needed to read that code correctly.
Electrolytic and tantalum capacitors introduce their own wrinkle: unlike small ceramic parts, they're polarized, and their marked capacitance value in microfarads or millifarads can drift meaningfully over years of use or storage, especially if the part sits unused for a long time. A unit conversion on a datasheet's nominal value is exact arithmetic, but it's still only describing the part as originally specified, not necessarily the capacitance an aged component will measure on a bench today.
Questions
How many nanofarad are in one microfarad?
One microfarad equals 1,000 nanofarad, since micro- is a thousand times larger than nano- in the metric scale.
Which units does this electrostatic capacitance converter cover?
Nine units anchored to the farad: F, mF, µF, nF, pF, kF, the CGS units abfarad and statfarad, and the derived unit coulomb per volt.
How precisely do capacitance conversions need to be rounded?
The farad's decimal submultiples (mF, µF, nF, pF, kF) convert by exact powers of ten, so no rounding is required there. Real capacitors have manufacturing tolerances of 5-20% or more, though, so once you convert a nominal value, remember the component itself may not actually measure that exact figure.
When should I use picofarads instead of microfarads?
Picofarads are the natural scale for very small capacitances found in RF tuning circuits, crystal oscillator loading, and parasitic/stray capacitance between PCB traces. Microfarads are used for bulk filtering, decoupling, and audio applications where the stored charge needs to be large enough to smooth out voltage ripple.
Why are the abfarad and statfarad so far apart in size?
They come from two different branches of the old CGS unit system: the abfarad is built from the electromagnetic (abampere-based) branch and comes out enormous, while the statfarad is built from the electrostatic (statcoulomb-based) branch and comes out tiny, close to a picofarad. Neither is used in modern engineering, but they still appear in some older physics texts.
More on precision and what leaves your device: see About and Privacy policy.