Simple LED question (definately leading to more)

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If you want to measure the current through the LEDs, the easiest way is to measure the voltage across the resistor and calculate the current using Ohm's law. If you state the resistance in k ohm, then the answer will be in mA.

eg. 4 Volt across a 2 k resistor means the current through it is 2 mA.
 
ljcox said:
Audio, That's essentially what I attached on a previous page.
I know, but since you are down-under you drew it upside-down. I made your pic right-side-up for us notherners and while I was at it I made it a little neater. I even coloured it with my crayons. :lol:
 
ljcox said:
I dont recall writing this and looking at the previous posts (on this page) it was from Audioguru. However, I think we have moved on anyway.

Sorry ljcox , that's what happens when I try to answer two post in one quote button click!
 
 
The 2 graphs attached are based on the curve of a red LED that I had drawn in Powerpoint. I have used it to show how the operating point can be estimated.
Graph 1 is for a single LED in series with a 100 Ohm resistor connected across a 3 Volt supply. I did not bother to start the x axis at 0. Had I done so, the load line would have intersected the y axis at 3/0.1 = 30 mA. The operating point is where this line and the LED curve intersect.
Graph 2 is for 4 LEDs in series with a 220 Ohm resistor connected across a 12 Volt supply. Again, I did not bother to start the x axis at 0. Had I done so, the load line would have intersected the y axis at 12/0.22 = 54.5 mA. In order to represent the graph of 4 LEDs in series, I multiplied the voltage scale by 4.
This the graphical solution for finding the operating point of the LEDs.
 

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Well done, I did it with a finger nail dipped in tar.
 
ljcox said:
The 2 graphs attached are based on the curve of a red LED that I had drawn in Powerpoint. I have used it to show how the operating point can be estimated.

Ok, here's what I don't understand.

Graph 1:
To draw the line you've divided 3v by 0.1 which I assume is the resistance of the resistor in mA. But, as that's what I am trying to find out, how would I know that?

Graph 2:
I have absolutely no idea why the left end of the red line would point at 54.5mA. Again there's the division of 12v by 0.22 which is again the resistance of the resistor, but that's the bit I don't know.

Or ... and this could be Angie's Eureka moment ... is graph 2 being used to work out how many LEDs could be used in series if they all used a lower resistance...?

I know why I gave up physics 26 years ago but wish I'd had a teacher who I could understand.... then I wouldn't have given up and might have understood this.
 

The procedure (assuming you want to do it graphically) is to:-
1. determine by testing one of the LEDs, what current you need to give you the brightness you want.
2. put a dot on the LED curve (Graph 2') at this current - call it point P.
3. draw a straight line from the point (12 V, 0 mA) through P and find the point where it crosses the y axis - call it Ix.
4. the series resistor is then R = 12/Ix.
5. choose the nearest preferred resistor value, eg. if R = 350, then use either 330, 360 or 390.

Graph 2' is a graph equivalent to my Graph 2, but drawn for the LEDs you intend to use, extracted from the graph Audioguru posted)

The alternative procedure (and this is the way I would do it) would be:-
1. as above
2. put a dot on the LED curve (the one Audioguru posted) at this current (call it Iled) and look at the voltage across the LED at this point. call it Vx.
3. Now calculate R. R = (12 - 4 * Vx)/Iled. If Iled is in mA, R will be in k ohm. The 4 in the formula is because you have 4 LEDs in series.
 

Ya-hey by jove I think I've got it. I did say it could be a Eureka moment.

Ok to test I pick any point of the curve that is below the Typical value. Draw the line from 12v through point on curve to y-axis. Read what y-axis says, translate that to Ohms, get resistor and test. If too dim, get lower resistance resistor, if too bright get higher resistance resistor.
 

One point of clarification, all of the points on the LED curve are typical. If you read the the data sheet of a LED, it will give the min, typ and max values of the LED current at a specified voltage. On the graph below, this would be where the green line intersects the curves (provided they chose 1.77 Volt as the point to define these parameters).

I have attached the original graph showing the min, typ and max values. I drew it to explain to someone why LEDs should not be connected in parallel. So you can ignore those aspects if you wish.
 

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Hey Guys and Gals,

Please forgive me, but, has anyone considered the resistance of all the wire strung out to some 20 doors? What kind of distances are we talking about?

Happy new year... Regards, Mike
 
Happy new year to you also Mike.

Yes that is a good point, but so far, Angie has been learning the basics, so this is an issue for later when he is ready.
 
Ok, so graph 1 and 2 are from the datasheet.

Graph one shows Fv at 15mA. So resistor required is (12 – 4 * 1.92) / 0.015 for red which is 288 Ohm. Resistor for green is (12 – 4 * 2.1) / 0.015 which is 240 Ohm.

So in the circuit there would be a common resistor of 240 Ohm which would be used by all LEDs and each red would require an additional 12 Ohm resistor run in parallel to the red LED so that particular red LED is then using 15mA when lit.

This would then give the Luminous intensity of each LED colour as shown in Graph 2 which, at 15mA, are virtually the same.

Then, as was said earlier, another resistor is placed in parallel to the red LEDs as the voltage is different therefore it has to be allowed for. This is the circuit diagram I did in visio with the extra resistors in parallel. I think this is where you meant them to go.
 

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A 12 ohm resistor across an LED is like a dead short and will turn-off the LED. 330 ohms across the red LED would reduce its current 5mA and reduce the green current 6.5mA.

If the LEDs have a typical voltage drop of 1.92V for red and 2.12V for green, then with a 12V power supply a 240 ohm current-limiting resistor in series with four LEDs in series results in 18mA for red and 14.7mA for green.

I don't think that Luminous Intensity is the same as Visual Intensity because your vision is more sensitive to green. Therefore even though the green operates with less current it might appear brighter than the red.
 
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