# Type of resistors [closed]

What is the difference between 220 ohm resistor-1/4 Watt and 1/2 Watt? Which is suitable to be connected to a LED of FV 1.8V and current 15mA ? Supply voltage is 5V.

## closed as unclear what you're asking by Andy aka, R Drast, Voltage Spike, Chupacabras, Marcus MüllerOct 21 '17 at 10:24

Please clarify your specific problem or add additional details to highlight exactly what you need. As it's currently written, it’s hard to tell exactly what you're asking. See the How to Ask page for help clarifying this question. If this question can be reworded to fit the rules in the help center, please edit the question.

1/4 W and 1/2 W are the absolute maximum power ratings. If the resistor is forced to dissipate more than that it will burn.

The forward voltage of the LED is irrelevant for the resistor. But you really need to know the supply voltage you've intended to use. simulate this circuit – Schematic created using CircuitLab

As you see, Vf is irrelevant for the resistor. You need to consider the current and the voltage drop of the resistor.

A 1/4 W rating should be enough to power a LED, if it's not, you're doing something wrong. Do the maths.

As others have said, the power rating is how much power the ressitor can dissipate. There are a few catches tho:

Temprature Coefficient: As a resistor (or any component) gets hot, it's behaviour changes slightly. Semiconductors become more conductive at higher temperatures, metals become less conductive. How much they change is given in a temperature coefficient - how much change per unit temperature. This means that some resistor might be rated to a very high power, but it gets very hot when it dissipates that power. This can be a cause of error in a circuit.

In addition, there is the temperature they are specified at.

Some power resistors, such as metal film or metal wire wound resistors on a ceramic substrate are rated to temperatures as high as a few hundred degrees Celsius. Others, such as carbon film in epoxy, might not tolerate much past 100 degrees Celsius.

Why does this matter?

If you are planning on operating a resistor that is rated to 300 degrees Celsius, you need to make sure that all surrounding circuits can also take this. Electrolytic capacitors will dry out, polyester capacitors might fail short as their film melts, transistors could fail, etc. In fact, this resistor could start desoldering itself because it gets so warm!

Moral of the story: there is more to that power rating than you might think.

Power rating of a resistor indicates the maximum power which it can dissipate before burning off. The difference between a quarter watt resistor and a half watt resistor is the amount of power (V*I or I^2*R ) they can dissipate, half watt will allow more current to than a quarter watt resistor when applying the same voltage.

So for your application, calculate the power consumption of your LED and select the appropriate resistor. Power_dc = voltage * Current (watts)

Along with all the nice explanations, there is the size factor which is often overlooked by designers. In having 2 options to chose, each one varying in size but both rated to the same power, in general they would prefer the one with the smaller size. However, the smaller body means the same amount of heat accross a smaller surface, which means a higher temperature. In shorts, if you whant to preserve the surrounding devices of the board, whenever possible, select the one with the biggest size.

When the LED is on, the voltage across the resistor will be VCC - Vf. In this case, that is 5 - 1.8 = 3.2V.

For a 220 Ohm resistor, the current will be 3.2V / 220 Ohms = 14.5 mA. So that is good. I wanted to double-check what you said about the current. That is why I asked for the supply voltage.

The power dissipated by a resistor can be calculated two different ways. The first way uses resistor voltage:

P=V^2/R

We get 3.2 * 3.2 / 220 = 0.046 W, aka 46 mW.

The second way is to use the current through the resistor.

P = I^2 * R

For this method we get 0.0145 * 0.0145 * 220 = 46 mW

So we get the same answer either way. Your resistor will only be dissipating 46 mW, which is 0.046W, which is much less than 1/4 Watt. So, you can just use the 1/4 W resistor.

Whenever current flows through the resistor there is a voltage drop across it and some amount of power is dissipated across a resistor in form of heat.

Depending on the size and design of the resistor there is a limit to the maximum power that it can dissipate without getting permanently damaged.

Assuming you are using 5V supply, the resistor will dissipate (5-1.8) * 15m = 48mW. Which is well within the range of 1/4 W (250mW).

• There's no need to assume the supply voltage. R, Vf and I are all known. – Oskar Skog Oct 1 '17 at 7:23
• what do you think about Vs? – Mayank Oct 1 '17 at 7:24
• 1.8 V + 220 ohm * 15 mA = 5.1 V. Had you assumed 3.3 V, things would not compute. – Oskar Skog Oct 1 '17 at 7:26
• Supply voltage is 5V – user164513 Oct 1 '17 at 7:26