The Feat and the Aftermath
As far as Puncture Wille is concerned, Law's attack punches a massive hole into the ground in the time it takes Bigger Mom to hack up some blood much like she has previously done with shit like
Shock Wille. As the blood is functionally a projectile, it'll be used to derive a time frame for the speed of Puncture Wille excavating that hole.
Onigashima Island Diameter = 16 pixels
Hole Diameter = 8 pixels
Hole Depth = 294 pixels
Hole Diameter divided by Onigashima Island Diameter = 0.5
Hole Depth divided by Onigashima Island Diameter = 18.375
Hole Diameter =
19,810.63 meters
Hole Depth =
728,040.634 meters
Hole Volume =
224,296,165,739,769.2 m^3
Rock Density =
2,700 kg divided by m^3
Rock Mass =
605,599,647,497,376,700 kilograms
So, we can agree that
the blood she wretches appears to projectile itself to about at least above the height of her nose? I am happy to listen to alternative explanations though :hm
Law = 37 pixels
Blood Projectile Motion = 75 pixels
Total Blood Travel = 120 pixels
Blood Projectile Motion/Law = 2.027
Total Blood Travel = 3.243
Law =
1.91 meters (official height)
Blood Projectile Motion =
3.872 meters
Time Frame = sqrt(2d/g)
d = Blood Projectile Motion
g = 9.8 m/s^2
Blood Projectile Time Frame =
0.889 seconds
Now, I need the speed of the blood to figure out the full travel time for the blood from where Law's attack origin (so around where she's being pinned) causes the internal hemorrhage to the time it hits its apex in the air via projectile motion.
Blood Speed = Blood Projectile Motion/Blood Projectile Time Frame =
4.355 m/s
So?
Total Blood Travel =
6.194 meters
Total Time Frame = Total Blood Travel/Blood Speed =
1.422 seconds
Puncture Wille Speed = Hole Depth/Total Time Frame =
511,983.568 m/s
KE = 0.5mv^2
m = Rock Mass
v = Puncture Wille Speed
Wano Trafalgar D. Water Law's Puncture Wille Yield =
79,372,062,057,270,600,000,000,000,000 joules or
18.97 exatons