The Feat
So that's a thing
The building they're fighting near is the Tokyo Metropolitan Government Building standing at 243.4 meters tall
Wish they gave me the floor plan dimensions, but I guess I have to roughly gauge them myself with sub-optimal views of the facade instead *shrugs*
If someone can find the actual dimensions for me to use, that'd be cool, but here's an unofficial gauge within a reasonable margin of error anyway
Height = 299 pixels
Diameter = 138 pixels
Diameter/Height = 0.462
Height = 243.4 meters
Diameter = 112.451 meters
Now the rest
Diameter = 77 pixels
Above Water = 108 pixels
Above Water/Diameter = 1.403
Above Water = 157.8 meters
Remainder = 85.6 meters
Which will be used to calculate the total water volume of the flood later
Initial Diameter = 1090 pixels
Initial Radius = 545 pixels
Initial Radius/Diameter = 7.078
Initial Radius = 795.928 meters
Which is needed later to calculate the speed of Excalibur Proto's streak of light into space
Distance Image 2 = 400 pixels
Distance Image 3 = 160 pixels
Total Expansion = 240 pixels
Diameter/Total Expansion = 3.117
Total Expansion = 350.51 meters
Time Frame = 0.12 seconds (start and end)
Expansion Speed = 2,920.917 m/s
Which is what we'll use to get a KE for the vaporized water later
We need a total AOE for the fallout over which this mass was present and for Excalibur to purge though
AOE = 23 pixels
Travel = 224 pixels
Earth = 2005 pixels
AOE/Earth = 0.0115
Travel/Earth = 0.112
Earth = 12,742,000 meters
AOE = 146,533 meters
AOE Radius = 73,266.5 meters
And seeing as the flood goes well beyond the Horizon in the story board, this seems fair to equate to both the Flood and Excalibur Proto's AOE.
Travel = 1,427,104 meters
Volume = PIr^2*H
r = AOE Radius
H = Remainder
Water Volume = 1,442,827,142,300.444 m^3
Water Density = 1,000 kg/m^3
Water Mass = 1,442,827,142,300,444 kilograms
KE = 0.5mv^2
m = Water Mass
v = Expansion Speed
Excalibur Proto Yield = 6,154,924,651,353,299,000,000 joules or 1.471 teratons
Right, speed though?
I mentioned needing the Initial Radius from earlier to get that
Why?
Because for the first 2 odd seconds or so, the AOE doesn't really hit the top speed the water is propelled at (shown via this sequence), which is the speed we give a shit about for the actual kinetic energy
And knowing the initial expansion distance lets us shave off some horizontal distance the beam's vertical travel time can't be compared to due to the initial speed of the expansion being slower
AOE Radius - Initial Radius = Total Expansion Distance During Top Expansion Speed
Total Expansion Distance During Top Expansion Speed = 72,470.572 meters
Time Frame for Vertical Beam Travel = Total Expansion Distance During Top Expansion Speed/Expansion Speed
Time Frame = 24.811 seconds
Excalibur Proto Speed = 57,519 m/s or mach 169.029
And sans the storyboard having a time frame elaborated upon buried in the moon runes, that's about as exact as I can get for a speed here *shrugs*
So that's a thing
The building they're fighting near is the Tokyo Metropolitan Government Building standing at 243.4 meters tall
Wish they gave me the floor plan dimensions, but I guess I have to roughly gauge them myself with sub-optimal views of the facade instead *shrugs*
If someone can find the actual dimensions for me to use, that'd be cool, but here's an unofficial gauge within a reasonable margin of error anyway
Height = 299 pixels
Diameter = 138 pixels
Diameter/Height = 0.462
Height = 243.4 meters
Diameter = 112.451 meters
Now the rest
Diameter = 77 pixels
Above Water = 108 pixels
Above Water/Diameter = 1.403
Above Water = 157.8 meters
Remainder = 85.6 meters
Which will be used to calculate the total water volume of the flood later
Initial Diameter = 1090 pixels
Initial Radius = 545 pixels
Initial Radius/Diameter = 7.078
Initial Radius = 795.928 meters
Which is needed later to calculate the speed of Excalibur Proto's streak of light into space
Distance Image 2 = 400 pixels
Distance Image 3 = 160 pixels
Total Expansion = 240 pixels
Diameter/Total Expansion = 3.117
Total Expansion = 350.51 meters
Time Frame = 0.12 seconds (start and end)
Expansion Speed = 2,920.917 m/s
Which is what we'll use to get a KE for the vaporized water later
We need a total AOE for the fallout over which this mass was present and for Excalibur to purge though
AOE = 23 pixels
Travel = 224 pixels
Earth = 2005 pixels
AOE/Earth = 0.0115
Travel/Earth = 0.112
Earth = 12,742,000 meters
AOE = 146,533 meters
AOE Radius = 73,266.5 meters
And seeing as the flood goes well beyond the Horizon in the story board, this seems fair to equate to both the Flood and Excalibur Proto's AOE.
Travel = 1,427,104 meters
Volume = PIr^2*H
r = AOE Radius
H = Remainder
Water Volume = 1,442,827,142,300.444 m^3
Water Density = 1,000 kg/m^3
Water Mass = 1,442,827,142,300,444 kilograms
KE = 0.5mv^2
m = Water Mass
v = Expansion Speed
Excalibur Proto Yield = 6,154,924,651,353,299,000,000 joules or 1.471 teratons
Right, speed though?
I mentioned needing the Initial Radius from earlier to get that
Why?
Because for the first 2 odd seconds or so, the AOE doesn't really hit the top speed the water is propelled at (shown via this sequence), which is the speed we give a shit about for the actual kinetic energy
And knowing the initial expansion distance lets us shave off some horizontal distance the beam's vertical travel time can't be compared to due to the initial speed of the expansion being slower
AOE Radius - Initial Radius = Total Expansion Distance During Top Expansion Speed
Total Expansion Distance During Top Expansion Speed = 72,470.572 meters
Time Frame for Vertical Beam Travel = Total Expansion Distance During Top Expansion Speed/Expansion Speed
Time Frame = 24.811 seconds
Excalibur Proto Speed = 57,519 m/s or mach 169.029
And sans the storyboard having a time frame elaborated upon buried in the moon runes, that's about as exact as I can get for a speed here *shrugs*
Final Tally
Excalibur Proto Speed = 57,519 m/s
Excalibur Proto Yield = 1.471 teratons
