6-Band Resistor Colour Code Calculator

6-Band Resistor Colour Code Calculator


This 6-band resistor colour code calculator allows you to calculate the resistance value of fixed value 6-band resistors using the coloured bands on their body. The 6-band resistors are high precision resistors which have an additional (6th) coloured band to specify their temperature coefficient in parts per million per 1oC change in temperature (ppm/oC).

Clearly, 6-band resistors are much more precise compared to the previous 4-band and 5-band resistors because of their temperature coefficient (TempCo) rating. Therefore, 6-band resistors are the most expensive type of fixed value axial resistor since they are manufactured to high tolerances.

6-BAND

INPUTS

1st Digit2nd Digit3rd DigitMultiplierToleranceTempco
Black00x1
Brown111x10± 1%100
Red222x100± 2%50
Orange333x1K15
Yellow444x10K± 4%25
Green555x100K± 0.5%
Blue666x1M± 0.25%10
Violet777x10M± 0.10%5
Grey888x100M± 0.05%
White999x1G
Gold÷ 10± 5%
Silver÷ 100± 10%

OUTPUT

Resistance: 56.00k ohms

Tolerance: ± 5%

Tempco: 25 ppm/°C

How to Use the 6-band Resistor Colour Code Calculator

To use this online 6-band resistor calculator tool is the same as before. Just click on a particular colour and number and watch how the individual coloured bands on the resistor illustration above change. For each coloured band, select the matching colour in the table column indicating the band number and its resistance value.

The resistor calculator tool calculates the colour code of a 6-band resistors resistance value in the range of Ohm’sKilo-ohms (kΩ), and Mega-ohms (MΩ), and is displayed on the resistor image above, together with the tolerance and the temperature coefficient values.

How To Read a 6-band Resistor Colour Code

As before, the first three coloured bands indicate the the nominal Ohmic value. The fourth coloured band is the decimal multiplication factor, and the fifth coloured band indicates the tolerance of the 6-band resistor. The sixth and final coloured band represents its temperature coefficient (TC) allowing them to be used in high precision temperature critical applications.

The colour code markings of a 6-band resistor are read one band at a time starting from the left to the right, with the larger width tolerance band oriented to the right side indicating its tolerance value. A gap between the tolerance and temperature coefficient bands, help distinguish between the resistors left and right sides.

By matching the colour of the first band with its associated number in the digit column of the colour chart below the first digit is identified and this represents the first digit of the resistance value.

6-band Resistor Markings

6-band colour code calculator

6 Band Resistors Colour Code Table

Colour1st Band2nd Band3rd BandMultiplierToleranceTemp. Coeff.
Black000 250 ppm/oC
Brown11110Ω± 1%100 ppm/oC
Red222100Ω± 2%50 ppm/oC
Orange3331KΩ 15 ppm/oC
Yellow44410KΩ 25 ppm/oC
Green555100KΩ± 0.5% 
Blue6661MΩ± 0.25% 
Violet77710MΩ± 0.1%5 ppm/oC
Grey888100MΩ  
White9991GΩ 
Gold   0.1Ω± 5% 
Silver   0.01Ω± 10% 

Fixed Resistor Tolerance Value

Resistors Tolerance value determines the maximum percentage change in resistance between its actual measured resistive value and its nominal fixed value. 6-band resistors tend to have the same low value tolerance values since they are also high quality precision metal-film axial resistors with tolerance values of 2% or less compared to wirewound or carbon composition resistors. Commonly, the tolerance of a 6-band resistor is expressed as some percentage of its preferred value.

Resistor Temperature Coefficient

The 6th coloured band of a 6-band precision resistor represents its Temperature Coefficient, (TC). Temperature coefficient indicates how much the actual resistance value of the resistor will change when the temperature around it changes. Normally, a resistors temperature coefficient is positive, meaning its resistances increases with temperature.

Temperature coefficient is typically expressed in parts per million (ppm) per degrees Celsius (oC), with reference to normal room temperature, typically +25oC with the coloured bands represent the following values:

  • Brown = 100 ppm/oC
  • Red = 50 ppm/oC
  • Orange = 15 ppm/oC
  • Yellow = 25 ppm/oC
  • Blue = 10 ppm/oC
  • Violet = 5 ppm/oC

For example, if a 6-band resistor has a nominal value of 1KΩ at 25oC and a temperature coefficient value of 100 ppm/ºC (0.0001 ohms per degree Centigrade temperature change), the resistor would have a resistive value change operating at 50oC of:

1000Ω(100ppm x 1000Ω x (50o – 25o)) = 1002.5Ω’s

That is the resistors value would change no more than 2.5Ω ohms variation over 25oC.


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