Quote:
Originally Posted by bmrowe 
At face value, the argument is valid.
The surface area of two 15" drivers is:
2*Pi*15^2 = ~1414in^2
The surface area of one 21" driver is:
Pi*21^2 = ~1385in^2
But I agree, it is marketing talk to compare solely based on driver size.
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I agree that the math you did adds up. BUT, where to find a 21" driver with linear excursion of a relatively equal value? The maelstrom is a great driver, but is uber expensive. And, again, we still do not know the xmax capabilities of the Empire's drivers (or any figures on linearity).
Also, since we're dealing in 3 dimensions.....The curvature of the cone could certainly affect the actual surface area of the radiating surface. Cones aren't just flat discs. I would wager that the curvature of my A7s-450's 18" driver is different (it appears to be deeper) than the curvature of the last A5-350 15" driver I saw. This could be quickly estimated by measuring the depth from the edge of the surround to the middle of the dust cap (if it's inverted). If it's a non inverted dust cap...well, that's where my math ends.

My only point being....without knowing ANY specifics about the Empire's two 15" drivers....the only question remains: to what 21" driver are they being compared?
Now, I'm not slamming the Empire at all. It's a great sub and it sounded very good to me when I auditioned one a while back in a buddy's home. I found the A7s-450 to handle upper mids and bass below 30hz with more authority...but the Empire did sound great. This is not, by any stretch, an Epik/Empire bashing issue. It's an unrealistic claim made by god-knows-who on the epik forum. They probably didn't even work for epik. Epik is a great subwoofer company (if it weren't for the ridiculous CS i got from eD pre-purchase, I damn near bought an Epik Empire), and they add a lot to our 'sub-woofing community'.

EDIT: I just measured my A7s-450's cone to be slightly less than 3" from the edge of the surround to the center of the name in the dust cap. Remember, we're not measuring circles here... we're measuring the interior surfaces of the 'slices' out of a sphere.