sk66
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IMO, as a basic/general concept it has a *minor* benefit for understanding. But the fact is it doesn't really apply to "lighting" significantly.
At ~ 5x distance the inverse-square law *is* accurate. But that's because at ~ 5x distance the light is "small" enough that the light reaching the subject effectively resembles a point source (the rays are parallel and the light is hard). Beyond that distance the light doesn't get "harder" really. And the fact that it takes more power to throw longer distances is fairly obvious and almost irrelevant.
But with lighting what we are (should be) more concerned with is short (relative) distances and using/manipulating the fact that we are *not using point light sources*. And at short distances the inverse-square law can be very wrong... (it's more like 1/2 inverse-square or inverse-double).
So where's the benefit and why do we go on about it? (BTW, I'm probably about as guilty as anyone)
At ~ 5x distance the inverse-square law *is* accurate. But that's because at ~ 5x distance the light is "small" enough that the light reaching the subject effectively resembles a point source (the rays are parallel and the light is hard). Beyond that distance the light doesn't get "harder" really. And the fact that it takes more power to throw longer distances is fairly obvious and almost irrelevant.
But with lighting what we are (should be) more concerned with is short (relative) distances and using/manipulating the fact that we are *not using point light sources*. And at short distances the inverse-square law can be very wrong... (it's more like 1/2 inverse-square or inverse-double).
So where's the benefit and why do we go on about it? (BTW, I'm probably about as guilty as anyone)



