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#1
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Re: Hobby Issues
Quote:
P=IV=V^2/R For 270 ohms: P = 6.5^2/270 = .156 W For 390 ohms: P = 6.5^2/390 = .108 W 1/4 W resistors should be fine as far as I can tell. I am still learning this stuff though (Sophomore EE major) so please feel free to correct anything here not quite right. |
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#2
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Re: Hobby Issues
wow, i am really grateful to all of your replies... i wasnt expecting to get so many...
here are the exact LED's i am using: http://ledshoppe.com/Product/led/LE1015.htm Quote:
the data i entered into that calculator is as follows: Quote:
now, i still have a few questions how do i know a resistors wattage? and, why wouldent i be able to use LED's in parallel? according to this: http://led.linear1.org/led.wiz i should be able to... |
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#3
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Re: Hobby Issues
James,
The value I calaculated was based on 40 ma, just a guess on my part as max current through your LED. The actual recommended is the 30 ma which is the value you used. The closest standard value resistor is either 470 or 560. The 470 should be just fine. Power=I^^2 * R or V^^2/R or V * I. Since you have already calculated the voltage drop for the resistor, 14.62 and the current is 30 ma, then the power in the resistor is 14.62 * .03=0.4386 watts. A half watt resistor should then be fine unless you severely limit the airflow around the resistor. A 1 watt resistor would work fine as well. If you are unable to find 1 watt resistors, you can use two 910 ohm, 1/2 watt resistors in parallel, to form a 1 watt, 455 ohm resistor. Resistor wattage is more often known by it's size or the package markings. Less frequently it might be printed on the resistor body. I believe Radio Shack has a few 1 watt resistor choices, but many half and quarter watt choices. To not confuse terms, the 18.32 volts is the Peak voltage developed by the transformer which is the highest voltage available for the LED during the peak of the sine wave. Real is a term used in complex AC circuits in which there exists reactance (capacitors and inductors) that affect calculations using vector analysis. |
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#4
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Re: Hobby Issues
Quote:
RMS is a mathematical construct used with sinusoidal signals to account for the 'real world' effects of such non-constant voltages. Using RMS in this calculation is good engineering practice. On the other hand, I doubt the meter is really measuring RMS, more likely just 'close enough'. And that's OK. Also, in the LED specs, it states the max reverse voltage is 5~6 volts? I'd pick the lower (5) and make sure you manage that. Put a regular 1N400x diode in series to half-wave rectify it (turning it into pulsed DC) and don't subject the LED to any reverse voltage. Don |
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