Step 2Figure out how to split up the string.
And from the last step, the voltages for each LED were:
Blue: 3.0V
Green: 3.2V
Orange: 2.0V
Red: 5.2V
Yellow: 2.0V
So now we start at green (3.2V) and add orange (2.0V for 5.2V total) then red (5.2V for 11.4V) and that's it because adding yellow (2.0V) pushes the total to 13.4V which is more than the 12V input voltage. Here's a chart of what happens:
Color Voltage Total Green 3.2 3.2 Blue 3 6.2 Red 5.2 11.4 Orange 2 2 Yellow 2 4 Green 3.2 7.2 Blue 3 10.2 Red 5.2 5.2 Orange 2 7.2 Yellow 2 9.2
This works out quite well because now the sequence is once again back to green where we started! Now it's a matter of figuring out the resistors. For instance, in the first string, there's 0.6 more volts to reach 12V so that's what the resistor will have to drop. Using Ohm's law, that's 0.6V / 30mA = 0.6V / 0.03A = 20 ohms. The rest of the resistors are as follows:
Sequence Voltage For 12V Resistor G-B-R 11.4V 0.6V 20 ohms O-Y-G-B 10.2V 1.8V 60 ohms R-O-Y 9.2V 2.8V 93 ohms
So there's 60 LED's total and the three sequences contain a total of 10 LED's each so that's 6 sets of sequences. Or 18 sequences -- each that need to be soldered up.
Ugh ... am I even on the right track?
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