Need to confirm resistor selection

Aug 27, 2011 5 Replies

I don't like to start a post with a disclaimer, but in this case I must; I am a programmer, not a EE or hardware guy. However I can handle some very simple tasks and do enjoy the rare chance to work with electronics.



So, with that said I find myself in a situation where I am taking over on a circuit design for a project we are working on. Logic problems I can handle, but it's some of the more rudimentary electronics issues that I stumble on. At this point I need to specify a resistor network for use with a SSR

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$file/CPC1014N.pdf) that draws 2mA. The SSR requires



1.2v for it's input.

The resistor networks are needed to bring the 5v source down to the required ~1.2v range for the SSR input. An engineer that was (no longer is) involved on this project specified a 1k ohm resistor. Today I was faced with the question of which power rating was needed for this use. I did some research and found the formula: P = V2 / ohm or P = 25 / 1,000 = 0.025mW



Is my understanding of the calculation correct? Did I provide enough information?



Thanks for reading, Steve


^^ Not mW, Watts. P = .025W - but that's not the best way to figure the R value. See below.

A low wattage 1K resistor will be great for you.

The SSR uses an LED with a Vf of 1.2 and an If of 2 mA. That If figure - 2 mA - is the maximum current needed to guarantee that the SSR will be energized. You could run the LED current a lot higher than that. What you want to do is ensure that the LED gets _at least_ 2 mA and limit the current to something a lot higher.

With a 5V supply, and ~1.2 volts dropped across the LED, you want to drop ~3.8V across the resistor. At 3.8 mA a 1K resistor will drop 3.8 volts. The LED inside the SSR will happily draw the 3.8 mA - in fact, it will draw as much current as it can get. The 1K resistor limits what it can get to 3.8 mA. The LED could draw a helluva lot more current without damage to itself if the resistor was a lower value, but there is no need to have it do that, as the 1K will give it well over the 2 mA maximum it needs for guaranteed correct operation.

The power dissipation for the resistor is computed with P = I^2*R, or .014 watts in this case, so use .03 watts or higher for the resistor wattage.

Ed

Where did the 25 for V2 come from?

The important values are: LED current to operate: 2 mA (you want to supply somewhat more than that) Absolute Maximum control current: 50 mA (you want to stay well below that)

The resistor has to drop [supply voltage] - [LED "on" voltage], or 5 -

1.2 = 3.8 volts.

I'd plan for about 10 mA, which would be R = E/I = 3.8V/.010mA = 380 ohms (390 ohms is a standard value)

The suggested 1000 ohms would give 3.8 mA, which is still OK.

The power dissipated in the 1000 ohm resistor is about .014 watts, so the lowest-power resistor available would be much more than adequate.

Peter Bennett, VE7CEI peterbb (at) telus.net GPS and NMEA info: http://vancouver-webpages.com/peter Vancouver Power Squadron: http://vancouver.powersquadron.ca

I
k

Ah yes, typo. Good catch.

more

well

standard value)

The 25v came from 5^2 - I had used "v2" because my superscript didn't work, I forgot that I could use the "^" character instead.

Thanks for providing the additional formula and explanation on how to achieve the required current. This is all new to me, I love learning this stuff!

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