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Capacitance Converter Calculator

Convert between capacitance units and decode capacitor markings with our advanced calculator
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Reference

Capacitance Unit Converter

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nF
μF
F
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Capacitor Code Decoder

Enter a capacitor code to see the decoded value

Capacitance Units Reference

Unit Symbol Equivalent Common Applications
Farad F Base unit Supercapacitors, very large energy storage
Millifarad mF 10-3 F = 1,000 μF Large electrolytic capacitors, power filtering
Microfarad μF 10-6 F = 1,000 nF Power supply filtering, coupling, timing circuits
Nanofarad nF 10-9 F = 1,000 pF Signal coupling, bypass capacitors
Picofarad pF 10-12 F RF circuits, high-frequency applications

Capacitor Marking Systems

3-Digit Code System

The first two digits represent significant figures, and the third digit is the multiplier (power of 10).

  • 104 = 10 × 104 pF = 100,000 pF = 100 nF = 0.1 μF
  • 223 = 22 × 103 pF = 22,000 pF = 22 nF
  • 471 = 47 × 101 pF = 470 pF

Letter Code System

A number followed by a letter, where the letter represents a multiplier.

  • 2A = 2.5 pF (A = 0.1)
  • 5C = 5.0 pF (C = 1.0)
  • 1F = 10 pF (F = 10)

Combined Code System

Includes voltage rating, capacitance value, and tolerance in one code.

  • 2A563J = 100V, 56,000 pF (56 nF), ±5%
  • 1H104K = 50V, 100,000 pF (100 nF), ±10%
  • 2D222M = 200V, 2,200 pF (2.2 nF), ±20%

EIA Voltage Code Reference

Common EIA voltage codes used in combined capacitor markings:

1A = 10V DC
1H = 50V DC
1J = 63V DC
2A = 100V DC
2D = 200V DC
2E = 250V DC
2F = 315V DC
2G = 400V DC

Dimensional Formula for Capacitance

The dimensional formula for capacitance is [M-1 L-2 T4 I2].

Capacitance is defined as the ratio of charge (Q) to voltage (V): C = Q/V

Since charge has dimensions [I·T] and voltage has dimensions [M·L2·T-3·I-1], capacitance has dimensions:

C = [I·T] / [M·L2·T-3·I-1] = [M-1·L-2·T4·I2]

Capacitor Conversion Chart

μF (Microfarad) nF (Nanofarad) pF (Picofarad) Common Applications
1000 μF 1,000,000 nF 1,000,000,000 pF Large filter capacitors
470 μF 470,000 nF 470,000,000 pF Power supply smoothing
220 μF 220,000 nF 220,000,000 pF Audio coupling
100 μF 100,000 nF 100,000,000 pF Decoupling capacitors
47 μF 47,000 nF 47,000,000 pF Timing circuits
22 μF 22,000 nF 22,000,000 pF Audio applications
10 μF 10,000 nF 10,000,000 pF General purpose
4.7 μF 4,700 nF 4,700,000 pF Signal coupling
2.2 μF 2,200 nF 2,200,000 pF Filter circuits
1 μF 1,000 nF 1,000,000 pF Bypass capacitors
0.68 μF 680 nF 680,000 pF AC coupling
0.47 μF 470 nF 470,000 pF Tone controls
0.33 μF 330 nF 330,000 pF Cross-over networks
0.22 μF 220 nF 220,000 pF Snubber circuits
0.15 μF 150 nF 150,000 pF Motor starting
0.1 μF 100 nF 100,000 pF Ceramic bypass
0.068 μF 68 nF 68,000 pF High frequency bypass
0.047 μF 47 nF 47,000 pF Signal processing
0.033 μF 33 nF 33,000 pF Audio filters
0.022 μF 22 nF 22,000 pF RF coupling
0.015 μF 15 nF 15,000 pF Oscillator circuits
0.01 μF 10 nF 10,000 pF Ceramic disc
0.0068 μF 6.8 nF 6,800 pF VHF circuits
0.0047 μF 4.7 nF 4,700 pF Tuning circuits
0.0033 μF 3.3 nF 3,300 pF RF bypass
0.0022 μF 2.2 nF 2,200 pF High frequency
0.0015 μF 1.5 nF 1,500 pF Crystal oscillators
0.001 μF 1 nF 1,000 pF HF applications
- 0.68 nF 680 pF RF tuning
- 0.47 nF 470 pF Variable tuning
- 0.33 nF 330 pF Trimmer capacitors
- 0.22 nF 220 pF Antenna tuning
- 0.15 nF 150 pF VHF/UHF circuits
- 0.1 nF 100 pF High Q circuits
- 0.068 nF 68 pF Microwave circuits
- 0.047 nF 47 pF Ultra high frequency
- 0.033 nF 33 pF Precision timing
- 0.022 nF 22 pF Clock circuits
- 0.015 nF 15 pF Crystal references
- 0.01 nF 10 pF Very high frequency

Quick Conversion Formulas

μF to nF: multiply by 1,000
nF to pF: multiply by 1,000
μF to pF: multiply by 1,000,000
pF to nF: divide by 1,000
nF to μF: divide by 1,000
pF to μF: divide by 1,000,000

Common Values Examples

0.1 μF = 100 nF = 100,000 pF

10 nF = 0.01 μF = 10,000 pF

1000 pF = 1 nF = 0.001 μF

47 μF = 47,000 nF = 47,000,000 pF

About Capacitance

Capacitance is a measure of a capacitor's ability to store an electric charge. The SI unit of capacitance is the farad (F), named after the English physicist Michael Faraday.

A capacitor with a capacitance of one farad can store one coulomb of charge when a potential difference of one volt is applied across its terminals: C = Q/V.

In practical electronic circuits, capacitors typically range from picofarads (pF) to microfarads (μF), with specialized applications using larger values.