One of most crucial part in dealing with electronic components/devices is when you encountered them and don't know their internal values and don't have the right equipment to help you find out the values.
Decoding them is the only option left for you to do the task. Decoding can be done by getting the color codes printed in the body of the components (in the case of a resistor) and by getting the numerical codes (in the case of a ceramic and mylar capacitors, and in some diodes) and then process it.
The following are electronic components that needs to be decoded in order identify its internal values.
RESISTOR
One distinct feature of this resistance - giving component is the way its value is determined. It uses a set of colors which follows a code for its assumed resistance. This set of colors are assigned as color bands and together they specify the;
resistance value,
multiplier,
tolerance rate, (this will determine the minimum and maximum operational resistance value of a resistor)
temperature coefficient rate.
The number of bands present in a resistor varies from three to six.
the first two bands indicate the resistance value,
the third band serves as a multiplier,
the fourth/fifth band serves as the tolerance, and
the last band serves as the temperature coefficient (in the case of 6 bands resistor).
3 Bands
4 Bands
5 Bands
6 Bands
Resistor Color Coding Chart
Prefixes
Resistor decoding examples:
3 Bands Resistor
Color Codes: 1st Band 2nd Band 3rd Band
Red Yellow Brown
Equivalent Value: 2 4 x10
Computation:
24 x 10 = 240 ohms (Ω) - actual resistance value
Take Note; that in a three color coded resistor, it is always assumed that it has a tolerance value of ± 20%.
Getting the Minimum and Maximum Tolerance Value:
Max. Tolerance = Actual Value + 20% of Actual Resistance Value
240 Ω + 48 = 288 Ω
Min. Tolerance = Actual Value - 20% of Actual Resistance Value
240 Ω - 48 = 192 Ω
4 Bands Resistor
Color Codes: 1st Band 2nd Band 3rd Band 4th Band
Green Blue Orange Gold
Equivalent Value: 5 6 x1000 ± 5%
Computation:
56 x 1000 = 56 000 ohms (Ω) or 56 kilo ohms (KΩ) - actual resistance value
Getting the Minimum and Maximum Tolerance Value:
Max. Tolerance = Actual Value + 5% of Actual Resistance Value
56 000 Ω + 11 200 = 67 200 Ω or 67.2 KΩ
Min. Tolerance = Actual Value - 5% of Actual Resistance Value
56 000 Ω - 11 200 = 44 800 Ω or 44.8 KΩ
CAPACITOR
Only small size capacitors like ceramic, mylar, film and some other specialized capacitor has numerical codes and markings that needs to be decode. Some capacitors uses alphanumeric codes and markings. These codes and markings specify the;
capacitance value,
multiplier,
tolerance rate,
operating and/or breakdown voltage.
The value of this capacitors always expressed in picofarad (pF).
The most common capacitor code uses a first digit, second digit, and multiplier scheme:
Example:
223J = 22 x 1000 pF = 22 000 pF = 22 nF = .022 µF 5% Tolerance
151K = 15 x 10 pF = 150 pF = .15 nF = .00015 µF 10% Tolerance
In the case of diodes, transistors, and IC's, you can take note of its part number printed in the components body and search for its datasheet. The datasheet will give all necessary information you needed.