Calc Eureka Seven - Bascude Crisis

Calculations


THEEND unleashes a Bascude Crisis before Anemone realises that Dominic is there, and the explosion of water reaches the ceiling of the Scub-Coral where Dominic just fell through in seconds. The scub-coral covering the Earth is 162.94416km high (162944.16m). Volume as a hemisphere.

V = 4/3πr^3
= 4/3 X π X 162944.16^3
= 1.81219534e16/2
= 9.0609767e15m^3

For our low end we'll go with sea mist (which would weigh the same as clouds do, that being 1.003kg/m^3)

M = 9.0609767e15 X 1.003kg
= 9.08815963e15kg

As for our high end, we'll use the ocean itself. The depth of the ocean on average is 3688m. Volume as a cylinder.

V = πr^2h
= π X 162944.16^2 X 3688
= 3.07622703e14m^3

Mass of water is 1000kg/m^3.

M = 3.07622703e14 X 1000
= 3.07622703e17kg

With both our low end and high end mass values, let's find our time frame (frame rate is 30 frames a second).
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Timeframe is 3 seconds and 26 frames.

T = 1s/30
= 33.3333333ms X 26
= 0.866666666s + 3s
= 3.86666667s

T = 162944.16m/3.86666667s
= 42140.731m/s

Time for our lovely, lovely kinetic energy.

(Low end)

KE = (0.5)mv^2
= (0.5) X 9.08815963e15 X 42140.731^2
= 8.06956419e24 joules
= 1.9286721295411088928 petatons

(High end)

KE = (0.5)mv^2
= (0.5) X 3.07622703e17 X 42140.731^2
= 2.73144536e26 joules
= 65.283110898661576016 petatons

Final Results
Bascude Crisis (low end) = 1.927 petatons
Bascude Crisis (high end) = 65.283 petatons

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