Can some of you physics/engineer types check my math? I did some QuickMath(tm) to determine the air speed difference between a 60mm and an 80mm fan at equivalent air flow ratings. Everybody talks about how 80mm fans with a funnel don't give the same results as an equivalent (in cfm) 60mm fan, so I thought I'd work up just how fast the air needs to be moving to have equivalent velocity:
Diameter (mm) 80 60
Surface Area (mm^2) 5026.5 2827.4
Surface Area (ft^2) 0.0559 0.0314
CFM Rating 38.0 38.0
Linear Distance (ft) 680.4 1209.6
Velocity (ft/s) 11.3 20.2
Basically, I assumed (big assumption) that a fan has its entire rated diameter available in a circular opening to move air (you would want to find out the exact usable diameter of a particular fan and subtract out the center hub for better results). After that, it's a pretty straigh-forward volume problem (how long is that column of air...). Basically, to get an 80mm fan to move air at the same speed (pressure) as the black-label Delta 60mm, you need to push ~68 cfm of air! Oddly enough, that's about the rating of the big Delta 80mm...
Diameter (mm) 80 60
Surface Area (mm^2) 5026.5 2827.4
Surface Area (ft^2) 0.0559 0.0314
CFM Rating 38.0 38.0
Linear Distance (ft) 680.4 1209.6
Velocity (ft/s) 11.3 20.2
Basically, I assumed (big assumption) that a fan has its entire rated diameter available in a circular opening to move air (you would want to find out the exact usable diameter of a particular fan and subtract out the center hub for better results). After that, it's a pretty straigh-forward volume problem (how long is that column of air...). Basically, to get an 80mm fan to move air at the same speed (pressure) as the black-label Delta 60mm, you need to push ~68 cfm of air! Oddly enough, that's about the rating of the big Delta 80mm...