Yes, the moon will be 20% brighter than it has been in the last 60-odd years. This would be all the more interesting if the human eye reacted to light linearly, rather than logarithmically. (1/5th brighter... wow! Right? nope...)
The moon has a "normal" magnitude (estimated brightness the eye perceives) of about -16.9 (the smaller the number, the brighter the object; the sun is magnitude -26.8).
Increasing that by 20% - heck, let's be generous, 30% - gives us a difference in magnitude of roughly.3 (mA - mB = - 2.5 log (IA/IB)).
So the apparent change in the moon's brightness - in its magnitude - will be from -16.9 to -17.2. This difference IS linear, so I'll let you do the math - not one heck of a difference, and not really enough to be seen with the naked eye.
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Yes, the moon will be 20% brighter than it has been in the last 60-odd years. This would be all the more interesting if the human eye reacted to light linearly, rather than logarithmically. (1/5th brighter... wow! Right? nope...)
.3 (mA - mB = - 2.5 log (IA/IB)).
:-)
The moon has a "normal" magnitude (estimated brightness the eye perceives) of about -16.9 (the smaller the number, the brighter the object; the sun is magnitude -26.8).
Increasing that by 20% - heck, let's be generous, 30% - gives us a difference in magnitude of roughly
So the apparent change in the moon's brightness - in its magnitude - will be from -16.9 to -17.2. This difference IS linear, so I'll let you do the math - not one heck of a difference, and not really enough to be seen with the naked eye.
Just thought I'd clarify