http://www.mangapanda.com/one-piece/749/9
http://www.mangapanda.com/one-piece/749/10
http://www.mangapanda.com/one-piece/749/13
Luffy Grizzly Magnums Peeka's face off.
Colosseum is 431.838m in diameter.
(431.838/57)9=68.185m
I dunno if I feel comfortable including the upper half of Peeka's face considering it's still intact as Luffy's attack hits, so I decided to just use his nose down to his shoulders modeled in the volume of a conic frustum. I know the angle was declining instead of inclining as it is here, but that would only serve to increase the volume, right?
Anyway,
(68.185/12)23.6=134.1m (h)
(68.185/12)53.76=305.4688m (2R)
(68.185/12)46.23=262.683m (2r)
v=(1/3)pi*h(R^2+Rr+r^2)
v=(1/3)pi*134.1((305.4688/2)^2+(305.4688/2)(262.683/2)+(262.683/2)^2)
v=8515450.89m^3
Should at least warrant 69 J/cc. Gonna go with both 69 J/cc and 120 J/cc.
8515450.89*1000000*69=587566111410000J
8515450.89*1000000*120=1021854106800000J
or about 140-244 kilotons.
http://www.mangapanda.com/one-piece/749/10
http://www.mangapanda.com/one-piece/749/13
Luffy Grizzly Magnums Peeka's face off.
Colosseum is 431.838m in diameter.
(431.838/57)9=68.185m
I dunno if I feel comfortable including the upper half of Peeka's face considering it's still intact as Luffy's attack hits, so I decided to just use his nose down to his shoulders modeled in the volume of a conic frustum. I know the angle was declining instead of inclining as it is here, but that would only serve to increase the volume, right?
Anyway,
(68.185/12)23.6=134.1m (h)
(68.185/12)53.76=305.4688m (2R)
(68.185/12)46.23=262.683m (2r)
v=(1/3)pi*h(R^2+Rr+r^2)
v=(1/3)pi*134.1((305.4688/2)^2+(305.4688/2)(262.683/2)+(262.683/2)^2)
v=8515450.89m^3
Should at least warrant 69 J/cc. Gonna go with both 69 J/cc and 120 J/cc.
8515450.89*1000000*69=587566111410000J
8515450.89*1000000*120=1021854106800000J
or about 140-244 kilotons.
