In this thread, I will be calculating the energy yield of Sakura/Tsunade's punch.
Tazzilla got the height of the Juubi-fodder to be 5.04 meters in this thread. Saves me some time.
Without further ado, let's get down to business.
Given that the Juubi-fodder is 5.04 meters tall, we can pixel scale the rest of the diagram.
10 px = 5.04 meters
500 px = (500/10)*5.04 = 252 meters
510 px = (510/10)*5.04 = 257.04 meters
293 px = (293/10)*5.04 = 147.672 meters
230 px = (230/10)*5.04 = 115.92 meters
16 px = (16/10)*5.04 = 8.064 meters
9 px = (9/10)*5.04 = 4.536 meters
I will be treating the rock as an ellipsoid.
Rock Volume = 4/3*pi*(8.064/2)*(4.536/2)^2 = 86.875 m^2
The density of continental crust is 2.7 grams per cubic centimeter, or 2700 kilograms per cubic meter.
Rock Mass = 86.875*2700 = 234562.5 kilograms
We need to find the potential energy of the rock. The equation for potential energy is:
Rock Mass = 234562.5 kilograms
Gravity = 9.81 m/s^2
Rock Height = 115.92 meters (brown line)
Potential Energy = 234562.5*9.81*115.92 = 266738657.85 Joules
We now need to find the joules per meter squared.
To do that, we need the cross section area of the rock.
Cross section area (ellipse) = pi*r1*r2 = pi*(8.064/2)*(4.536/2) = 28.7285 m^2
J/m^2 = 266738657.85/28.7285 = 9284809.782968 J/m^2
The equation for the surface area of a cone is:
Blast surface area = [pi*(147.672/2)^2 + pi*(147.672/2)*257.04] = 76750.868 m^2
To get out total energy yield, we multiply the surface area of blast by the joules per meter squared.
Total Energy = 76750.868*9284809.782968 = 712617210057.6856 Joules = 170 tons of TNT equivalent
Now here is the question, is this an impressive attack? The answer is no. There are plenty of other quantifiable energy yields in the Narutoverse that are far more deadly than this. Even Hiruzen pushing Kurama out of the village was able to output more energy than this. Deidara's casual squid bomb output over 100 times more energy than this.
Tazzilla got the height of the Juubi-fodder to be 5.04 meters in this thread. Saves me some time.
You must be registered for see links
Without further ado, let's get down to business.
You must be registered for see images
10 px = 5.04 meters
500 px = (500/10)*5.04 = 252 meters
510 px = (510/10)*5.04 = 257.04 meters
293 px = (293/10)*5.04 = 147.672 meters
230 px = (230/10)*5.04 = 115.92 meters
16 px = (16/10)*5.04 = 8.064 meters
9 px = (9/10)*5.04 = 4.536 meters
I will be treating the rock as an ellipsoid.
You must be registered for see links
Rock Volume = 4/3*pi*(8.064/2)*(4.536/2)^2 = 86.875 m^2
You must be registered for see links
The density of continental crust is 2.7 grams per cubic centimeter, or 2700 kilograms per cubic meter.
Rock Mass = 86.875*2700 = 234562.5 kilograms
We need to find the potential energy of the rock. The equation for potential energy is:
You must be registered for see images
Rock Mass = 234562.5 kilograms
Gravity = 9.81 m/s^2
Rock Height = 115.92 meters (brown line)
Potential Energy = 234562.5*9.81*115.92 = 266738657.85 Joules
We now need to find the joules per meter squared.
To do that, we need the cross section area of the rock.
Cross section area (ellipse) = pi*r1*r2 = pi*(8.064/2)*(4.536/2) = 28.7285 m^2
J/m^2 = 266738657.85/28.7285 = 9284809.782968 J/m^2
The equation for the surface area of a cone is:
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You must be registered for see images
Blast surface area = [pi*(147.672/2)^2 + pi*(147.672/2)*257.04] = 76750.868 m^2
To get out total energy yield, we multiply the surface area of blast by the joules per meter squared.
You must be registered for see links
Total Energy = 76750.868*9284809.782968 = 712617210057.6856 Joules = 170 tons of TNT equivalent
Now here is the question, is this an impressive attack? The answer is no. There are plenty of other quantifiable energy yields in the Narutoverse that are far more deadly than this. Even Hiruzen pushing Kurama out of the village was able to output more energy than this. Deidara's casual squid bomb output over 100 times more energy than this.