Brad
OK, let's do the math.
13.8v available - 2v to iluminate the LED = 11.8v
Normal/average/expected current draw .020 A
Using Ohms law voltage (in volts) divided by current (in amps) =
resistance in ohms.
11.8 / .02 = 590 ohms
Now if I haven't dropped a decimal, or made some other stupid mistake,
your answer is, of the 'standard' values easily available, 560 ohms
seems to be the most available. This will result in a hair more than
.020A current, but still within tollerance.
Chuck D:
--
-----------------------------------------------------------
He, who will not reason, is a bigot; William Drumond,
he, who cannot, is a fool; Scottish writer
and he, who dares not, is a slave. (1585-1649)
While he that does, is a free man! Joseph P. 1955-
-----------------------------------------------------------
Chuck Davis / Sutherlin Industries FAX # (804) 799-0940
1973 Reeves Mill Road E-Mail -- c...@sutherlin-va.com
Sutherlin, Virginia 24594-3819 Voice # (804) 799-5803
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Ah Ha!!!!!
Another Nit Picker exposed.
Will be using that formula myself as I am putting 3 doides in parallel {red and
white at 2v and a blue at five} Remember to multiply current draw by voltage
drop across the resistor to get the right power size resistor {and ALWAYS use
the next higher rating}
Jack "The trolley nut" Priller
Knowledge is of no use until it is shared
Au contraire!
You didn't tell us what COLOR!
For blue, use 330-560 ohms,
white, use 68-150,
red, use 240-330,
yellow, use 150-240,
and for green, use 110-150.
And yes, when in doubt, always use the higher value, but
note you may vary the hue within these values. This is
important because your "green" may look a little "yellow"
or a little "orange", etc.
Set them to what YOU like.
FWIW, our factory testing layout has operated these LED's
for some eight years (or as long as they have been
available) without problems.
Bruce
Scale Shops
Brad Libby <libb...@bangornews.infi.net> wrote in article
<37F7C6F3...@bangornews.infi.net>...
> I'm having a brain cramp. Does any one know the typical value for a
> resistor in series with a LED operatiog from 13.8 volts.
>
> Brad
>
>
My father says that the typical value would be between 470 ohms and 1000
ohms, depending upon the brightness. Wattage rating is 1/4 watt.
Regards
Colin Fitzgibbon
> Jack "The trolley nut"
Jack:
If all three LEDs have the same specs, recommend you try hooking them
in series before you solder this circuit up. Why? Your note sounds
like you want all three to glow at the same time. Although you can
accomplish this with either series or parallel circuits, the current is
split among the branches in a parallel arrangement. I have found that,
with the wide variation in LED quality - even from the same pack - you
approach the same brightness from each LED in a series arrangement.
This is because each LED gets the same current. To use the formula
mentioned earlier for 3 LEDs in series, add the three spec voltages (6
volts?) and use the common current (0.02 Amp?) once.
Gene
Sent via Deja.com http://www.deja.com/
Before you buy.
Mark
Bruce
I swear I was sober when I wrote that last post [I! misspelled diode!] Actually
what I am doing is using 6v power source to theplus side of the 3 LED's and the
open-collector outputs of a random flasher circuit. Using fiber-optics from the
LED's for scale size lights around outer edge of an amusement park ride. Why
red, white and blue, you ask; because it will be a kiddy plane ride
commemorating Lindburg's 1927 flight to Paris!
jack "The trolley nut" Priller
Actually he said:
"I'm having a brain cramp. Does any one know the typical value for a
resistor in series with a LED operatiog from 13.8 volts."
But, who's counting??? :>))
<><><> TOM <><><>
-----------------
David, K&TRR Engineer.
The applied use of LED's is purely a current issue. Although, the
operating voltage is a necessary factor to calculate the resitance
value required to limit the current to the LED and to determine the
power (Watts) rating of that resistor. All LED's have a typical
current rating for a given luminosity(light output). This data is
usually supplied by the LED munufacturer. Ohm's Law is used to apply
the operating voltage(E) to the LED current requirement(I) to resolve
the limiting resitance(R) and power(P) as:
R=E / I in Ohms,
P=E * I in Watts.
So, 12/.020 (20 mA) = 600 ohms and 12*.020 = .24 (~1/4 W). LED's
range widely in their current draw depending on their specific's. You
can easily extract more light from an LED by reducing the resitance
(Ohms), but at the cost of power and life. The element of power as it
relates to the same voltage and a different resistance is explorered
as:
E / R = I , 12 / 560 = 0.02142857142857 Amps,
I * E = P, .02143 * 12 = 0.2571428571429 Watts.
One could get vastly more intense and derive the releative photon
emmision (or luminosity or irradiance) changes, as well, if so
desired, but I would highly recommend obtaining a mfr's data sheet,
first. You're not likley to find that at your local hobby shop.
Anyway, you can quickly see how the resistance changes things. The
same is true with changes in voltage. One can easily run over the
power rating of the resistor or the typical current of the LED.
Under- and Over-rating the components use directly effects its life.
This is much more difficult to actually calculate without some physics
background and information from the LED manufacturer you probably
won't find that datasheet I mentioned earlier. But, engineer's have
some pretty basic rules of thumb to extend the life of components in
use. One major contributor to a components life is heat. More heat,
less life. Less heat, more life. If one were to over-rate the
resistors to say, 1/2 watt the life would typically increase and the
operating temperature would decrease. As with the LED, if one were to
de-rate the applied current to any LED to say .015 Amps, this also
would directly play to the extended life of the part; at the cost of
emmitted light, of course. The closer one operates the components to
the rated limits the shorter their life is expected to be;
respectively
So, in short (ha ha), if one picks their LEDs and resistors carefully
they can construct very suitable lighting sources, that are also power
efficient and have resaonably good life expectancy. Now, considering
the scale nature of the hobby, does anyone know if the die-hard
prototypers have applied any serious emphesis to scaling the
wavelength of light, from these very light sources, in an effort to
maintain a truely, unviolated scale realism? Not to mention that
particle physics really gets in the way here... Just a thought (or
two).
Hope this all helps a bit.
-Jeff