Yes, light dissipates the farther you are from the source. Now we agree on that. Therefore the opposite is also true: light increases in intensity the closer you get to the source. Do we agree on that? If not, please tell me why you disagree.
There are many links to show this. Here are a few:
Inverse-Square law for light
Inverse Square Law for Light
Intensity: The Inverse-Square Law
Intensity: the Inverse Square Law
Overview of Inverse Square Law of Lighting
Overview of Inverse Square Law of Lighting - AFB Senior Site - American Foundation for the Blind
CFL: Calculations and Room Design
CFL: Calculations and Room Design - Marijuana Growing
Can you tell me how many lumens/sq. ft. that a plant needs in flowering? I've read in many forums that it should be at least 30,000 lumens/sq. METER. That converts to 2800 lumens/sq. FOOT. That is the number I used to calculate the distance.
I also made a mistake in the distance. I said it was 2.6", but it really is 9". If you hold a 1560 lumen bulb 12" away, you get 1560 lumens. If you hold it 9" away (3" closer), you get 2800 lumens.
Here is the corrected calculations:
[attachment=o226702]
Notice that I have been putting my bulbs 2" away. That close results in a huge increase in lumens: 56,000 lumens at 2" away.
Don't believe it? Here is a screenshot of a little spreadsheet that calculates the lumens at various distances.
[attachment=o226703]
Note that the lumens at 12" is whatever the rating of the bulb is. That's because the lumen rating of all bulbs are measured at 12". So moving it closer gets you more lumens. Much closer gets you much more lumens. It's the inverse-square law in action.
The formula to calculate the lumens from a certain distance is:
L = (Lumen rating)/[Distance/12]^2
So if your lumen rating is 1560, then at 2" away, the lumens at the plant is: 1560/[2/12]^2 = 1560/[0.167]^2 = 1560/0.028 = 55,936 lumens.
At 12" away, it should equal the bulb's rating. So:
1560/[12/12]^2 = 1560/[1]^2 = 1560/1 = 1560.
PS: I'm not smoking anything when I write this. :rasta: