
So Brad,
Using the same method I used above, I would estimate the following:
Ipeak is 6.94mA (1.5V / 216.1) Area factor about 0.6 duty cycle 40% VSG = 9V
So to calculate Pin we have: 6.94mA x 0.6 x 0.4 x 9V = 15mW Pin
From this, is the way you are computing your Pin resulting in the same value?
What is the x .6 for? If a complete cycle is 100%,and we know our duty cycle is 40%,then the 60% is the off time. So i averaged out the voltage over the 216.1 ohm resistor for the 40% on time (800mV),and the average voltage is 7.7 volts. Below is the scope shot i calculated this from. At this point in time,i would like to know what the scope means as in- 1-V avg=320mV 2-V mean=320mV I'm guessing that V/avg is making this calculation over 1 complete cycle. if this is the case,then my estimate of 800mV over the 216.1 ohm resistor is accurate,as 800x40% is indeed 320mV average-as the scope says.As there is a P/P spike on the voltage(yellow trace),the scopes calculation of V/avg will not be accurate,so this part we must do manually. I estimate the voltage at 7.7 volts over that 40% on time. I calculate the P/in using these values,and quote TK:-->taking the "average peak" and multiplying by the duty cycle. So you take the average voltage during the pulse, multiply by the average current during the pulse, and then multiply the result by the duty cycle, and this will be the average power. 800mV/216.1 ohms=3.7mA x 7.7v=28.49mW average over that 40% on time. 28.49 x 40%=11.396mW P/in = 11.396mW. I am not sure what this .6 area you talk about is ?. From here on in Darren,you will need an actual circuit,so as you can messure light output power against that of straight DC,as i dont think your diodes will put out much light on your sim lol. My point is,that the P/in value of the circuit,is far less than that required by DC to achieve the same output from the light box.
« Last Edit: 2014-09-21, 04:22:03 by TinMan »
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