One of Godzilla's most
famous aspects is his atomic breath. This radioactive beam
is emitted from his mouth to attack foes and annoyances from a
distance. While he has been shown to be able to control the
intensity of his beam, here I will be focusing on an instance he
uses it for the finale of the movie Godzilla: Final Wars
(2004). This is the climactic battle against Keizer
Ghidorah, a giant (100,000 tons/90718474kg) space dragon being
used by aliens to conquer the earth. At the very end of the
brawl Godzilla tosses him into the air and blasts him into what
appears to be the border of space, commonly thought to be about
100 kilometers above the surface of the earth.
It took approximately 12 seconds for Keizer Ghidorah
to reach the upper atmosphere so his velocity is given by:
sf/t = si + v ~~100000m/12s=0+v=8333.3m/s
And his acceleration is given by:
vfx/t=vi+a~~8333.3m/s/12s=0+a=694.4m/s^2
The energy Keizer Ghidorah must have had at the upper atmosphere must thus be given by:
Total E=PotentialE+KineticE=mgh+.5mv^2
=
9.1*10^7kg*9.81m/s^2*100000m+.5*9.1*10^7kg*8333.3^2
=
3.25*10^15 Joules