Colored stripes are used in radio electronics to determine the resistance of fixed resistors. Most electronic components, particularly resistors, are very small in size, making it difficult to print markings directly onto the housing. Therefore, in 1920, a standard was developed to identify the values of electronic components by color coding them.
The figure below shows the location of the value bars, multiplier and tolerance for a fixed resistor. When marked with 6 colored stripes, an additional stripe indicates the temperature coefficient.
The gap between the multiplier and tolerance colored bars defines the left and right side of the resistor. Key points for determining resistor resistance by color stripes:
4 band resistor- has 3 color stripes on the left side and one color stripe on the right side. The first two bars on the left represent the resistance value, and the third is the multiplier. The bar on the far right determines the permissible deviation in percentage.
5 band resistor- has 4 color stripes on the left side and one color stripe on the right side. The first 3 colored bars determine the resistance value of the resistor, the fourth represents the multiplier, and the fifth bar is the permissible deviation from the nominal value in percent.
6 band resistor- has 4 color stripes on the left side and 2 color stripes on the right side. The first 3 color bars indicate the value of the resistor resistance itself, the 4th bar is a multiplier, the 5th percentage of deviation from the nominal resistance value and the 6th bar is a designation of the temperature coefficient of resistance, which increases the accuracy of the resistor resistance.
The temperature coefficient tells us about the behavior of the resistor in different temperature conditions operation.
Consider the color code of a resistor that has 4 color stripes: brown-black-red-gold. Brown corresponds to the value "1" in the color chart. Black represents "0", Red represents the multiplier "100". Thus, the resistance value will be:
10 * 100 = 1000 ohms or 1k ohms with 5% tolerance since the gold strip represents a +/- 5% tolerance. So the actual value of 1 kΩ could be between 950 Ω and 1050 Ω.
Consider the color code for a 5 strip resistor: yellow-purple-black-brown-gray. Yellow corresponds to value "4" in the color chart. Purple represents "7" and black represents "0". The brown bar determines the value of the “10” multiplier. Thus, the resistance value will be:
470 * 10 = 4700 ohms or 4.7 kohms with 0.05% deviation because grey colour deviation is +/- 0.05%.
In this case, the marking is similar to that of a resistor with 5 stripes, in addition there is only a sixth color stripe of the temperature coefficient, for example, this is a blue stripe.
The result is that the resistor has a resistance of 4.7 kOhm, with a tolerance of +/- 0.05% and a temperature coefficient of 10 ppm/K.
The main purpose resistors– converting current into voltage or performing the reverse process, limiting the current indicator, absorption electrical energy. Used in almost all complex electrical diagrams, so you should pay attention to the color coding.
Due to their small size, resistors are rarely marked with a numerical or letter value. Most often, colors are applied, which determine all the basic qualities. In order to choose the right resistor, you should know the features of applying colored dots or lines.
In order to correctly mark and tables have become widely used, international standards have been adopted, according to which from 3 to 6 stripes can be applied to a resistor, each of which has a specific purpose.
Let's consider the features of standard color marking:
Not all tables have a column for decoding the 6th ring, which is worth considering.
Low power resistors are very small in size, their power is about 0.125 W. The diametric size of this version is about a millimeter, and the length is several millimeters.
Reading the parameters, which often have several numbers, is quite difficult, as is plotting them. When indicating the denomination, if the dimensions allow, a letter is often used to determine the fractional value of the value.
An example is 4K7, which means 4.7 kOhm. However, this method is also not applicable in some cases.
The color scheme of the marking has the following features:
At the same time, we can note the main difference in this marking:
To summarize, we can say that applying colors allows you to find out the accuracy and nominal values of the resistor, for which you need to use special tables or online services.
The most popular include:
All calculations are carried out exclusively when marking is carried out in accordance with accepted rules GOST 175-72. Line reading is always done from left to right. It is worth noting that according to accepted rules, the first stripe is always located closer to the output.
If this cannot be done, the first stripe is made wider than the rest. These rules should be taken into account when deciphering the resistor using a calculator.
There is a universal color table that allows you to quickly calculate the values of each resistor if necessary.
When creating such a table, the following fields are selected:
It is worth remembering that each color can indicate a number in the marking, a multiplier value, or a maximum deviation.
Example 1:
Let us consider the use of such a table using the following example: brown, black, red, silver. We read the rings from left to right, the resulting value is always encoded in Ohms.
According to the data from the table, we carry out the following decoding:
Using the table, we can say that the resistor in question is marked 1K0 and has a resistance value of 1000 Ohms (10*100) or 1 kOhm, as well as a tolerance of 10%.
Example 2:
One more complex example let's call the calculation of the nominal values of the following resistor: red, blue, purple, green, brown, brown. This marking consists of 6 rings.
When decrypting, we note the following:
From the above example, we can say that deciphering the markings is not difficult, and the number of rings has virtually no effect on how complex the calculations will be. In this case, the resistor has a resistance of 2.67 MΩ with a deviation in both directions of 1% at a temperature coefficient of 100 ppm/°C.
The procedure can be simplified by using special calculators. However, not many people do the 6 ring calculation, which is worth considering.
The nominal series of resistors can be called the result of standardization of nominal values. Fixed resistors have 6 similar rows. Also, one row for variable denominations and a special row E3 have been introduced.
Using the example given denomination, let's decipher it:
There are special tables displaying nominal series.
To identify standard series, GOST 2825-67 was adopted. At the same time, we can highlight several of the most popular standard series:
The subsequent rows E48 and E96, E192 have a deviation rate of 2%, 1%, 0.5%, respectively.
For everyday use, you can use a color-coded summary table that combines the following information:
Such a table will allow you to quickly decipher the markings.
The rules adopted for the color marking of resistors apply to all types, including wire-wound versions.
In this case, there are only a few distinctive features things to consider:
The table used in this case is slightly different. The difference lies in the size of the multiplier.
Despite accepted rules color marking, some companies use their own standards. These include:
Almost all manufacturers in the world have adopted established rules, which simplifies the procedure for identifying denominations.
In conclusion, we note that in addition to color markings, alphanumeric designations may be present. They are applied to the surface of fairly large resistor designs and can also be used to reveal performance characteristics.
First of all, let's deal with Soviet resistors.
No matter what you do, you cannot escape from Soviet electronics. Therefore, a little theory will not harm you.
At first glance, we must estimate what maximum power the resistor can dissipate. From top to bottom, below in the photo, resistors by power: 2 Watt, 1 Watt, 0.5 Watt, 0.25 Watt, 0.125 Watt. On resistors with a power of 1 and 2 Watts they write MLT-1 and MLT-2, respectively.
MLT is a type of the most common Soviet resistors, from abbreviated names M metal film, L lacquered, T heat resistant. For other resistors, the power can be estimated based on their dimensions. The larger the resistor, the more power it can dissipate into the surrounding space.
Units of measurement in MLTs - Ohms - are designated as R or E. Kilo-ohms - with the letter “K”, Mega-ohms with the letter “M”. Everything is simple here. For example, 33E (33 Ohms); 33R (33 Ohm); 47K (47 kOhm); 510K (510 kOhm); 1.0M (1 MOhm). There is also a trick that letters can precede numbers, for example, K47 means that the resistance is 470 Ohms, M56 - 560 Kilohms. And sometimes, in order not to bother with commas, they stupidly push a letter there, for example. 4K3 = 4.3 Kilohm, 1M2 – 1.2 Megaohm.
Let's look at our hero. Let's look immediately at the designation. 1K0 or in the words “one and zero”. This means that its resistance should be 1.0 Kilohm.
Let's see if this is really true?
Well, yes, everything agrees with a small error.
To determine the resistance value of a color-coded resistor, you first need to rotate it so that its silver or gold stripes are on the right and a group of other strips are on the left. If you cannot find a silver or gold strip, then you need to rotate the resistor so that the group of strips is on the left side.
The color of the strip is a coded number:
Black – 0
Brown – 1
Red – 2
Orange – 3
Yellow – 4
Green – 5
Blue – 6
Purple – 7
Gray – 8
White – 9
The third bar has a different meaning: it indicates the number of zeros that should be added to the previous digital value obtained.
Stripe Color – Number of Zeros
Black – No zeros -
Brown – 1 – 0
Red – 2 – 00
Orange – 3 – 000
Yellow – 4 – 0000
Green – 5 – 00000
Blue – 6 – 000000
Purple – 7 – 0000000
Gray – 8 – 00000000
White – 9 – 000000000
It should be remembered that the color coding is quite consistent and logical, for example, green means either the value 5 (for the first two stripes) or 5 zeros (for the third strip).
The sequence of colors itself coincides with the sequence of colors in the rainbow (from red to purple colors) (!!!)
If a resistor has a group of four stripes instead of three, then the first three stripes are numbers, and the fourth strip indicates the number of zeros. The third digital strip makes it possible to indicate the resistance of the resistor with higher accuracy.
Let's look at a resistor unknown to us.
Basically, there are three, four, five and even six stripes on a resistor. The first strip is closest to the resistor terminal and is made wider than all other strips, but sometimes this rule is not followed. In order not to sift through reference books on the color marking of resistors, you can download many different programs on the Internet for determining the resistor value.
Very good online calculator you can also find .
I really liked the program. Even a preschooler can understand this program. Let's use it to determine the value of our resistor. We drive in the strips of the resistor we are interested in and the program will give us its value.
And at the bottom left in the frame we see the resistor value: 1kOhm -+5%. Convenient isn't it?
Now let's measure the resistance using a multimeter: 971 ohms. 5% of 1000 ohms is 50 ohms. This means that the resistor value must be in the range from 950 Ohms to 1050 Ohms, otherwise it can be considered unsuitable. As we can see, the value of 971 Ohms fits perfectly into the range from 950 to 1050 Ohms. Consequently, we have correctly determined the value of the resistor, and it can be safely used for our purposes.
Let's practice and determine the value of another resistor.
All OK;-).
Let's look at the markings of resistors. Resistors of size 0402 (size values) are not marked. The rest are marked with three or four numbers, since they are a little larger and you can still put numbers or some kind of marking on them. Resistors with a tolerance of up to 10% are marked with three digits, where the first two digits indicate the value of this resistor, and the last third digit is 10 to the power of this last digit. Let's look at this resistor:
The resistance of the resistor shown in the photo is 22x10 2 = 2200 Ohms or 2.2 K.
Let's check if this is true? We take this tiny SMD component between the probes and measure the resistance.
Resistance 2.18 kOhm. A small error does not count.
SMD resistors with a tolerance of 1% and size 0805 and larger are marked with four numbers. For example, a resistor with the number 4422. This is calculated as 442x10 2 = 44200 Ohm = 44.2 kOhm.
There are also SMD resistors with almost zero resistance (there is still a very, very small resistance) or simply so-called jumpers. They look more aesthetically pleasing than any wires.
Coding resistors is the most common practice these days. Sometimes you come across resistors whose markings look very strange. Don't be alarmed, this is a simple code marking that is used by some manufacturers of electronic components. It might look something like this:
or even like this:
How to determine the resistance value of such resistors? For this purpose, there is a table with which you can easily determine the value of any resistor with a code marking. So, the first two digits contain the secret value of the resistor, and the letter is the multiplier.
Here is the actual table:
Letters: S=10 -2 ; R=10 -1 ; A=1; B= 10; C=10 2 ; D=10 3 ; E=10 4 ; F=10 5
This means that the resistance of this resistor is
we will have 140x10 4 = 1.4 MegaOhm.
And the resistance of this resistor
we will have 102x10 2 = 10.2 KiloOhm.
In the Resistor 2.2 program you can also easily find the code and digital marking resistors.
Choosing the BOURNS branding
Place the marker on “3 characters”. And we type our code marking. For example, the same resistor marked 15E. Below, on the left in the frame, we see the resistance value of this resistor: 1.4 Megaohms.
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