bigfatloser
Jōnin Strategist 🧠
- Joined
- Mar 6, 2013
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no he doesn't.
Here is a comparison of their maximum energy expended, or overall maximum attack strength that we know of. Shinra Tensei.
Hard rock, what appeared to be used by nagato, and supposedly the sage, has an approximate density of 2480 kg/m^3.
Normally when performing this calculation for nagato, you would need to take an integral over the volume of the object to get the actual energy required to move the rock there. However, I don't really feel like doing this and will be estimating the energy using a point charge in the place of an actual sphere.
the volume of rock to be moved would be equal to (4/3)*pi*r^3. The minimoon was close enough to a sphere for me to use it as such. this gives a volume of approximately 270047296 m^3. Multiplying by density gives 669717229079 kg moved 600 m up. Taking the center of the sphere to be at 800m, I will be assuming a point charge as opposed to a sphere; it might not even make a difference but I won't be calculating it.
Potential energy = m*g*h. Despite what you may have been told in class, gravity does not change significantly when you go up 800m. Taking it to be 9.8m/s^2, we get PE to equal 5250 * 10^12 J or 5.2 Petajoules. This is a lot of energy.
One petajoule equals 31.60 million m³ of natural gas. Gosh nagato, guess you were higher in the rankings after all!
Onto Rikku for some truly shocking numbers.
Rikku moved the moon to where the moon actually is in space. Significantly further then nagato did. To simply use a constant gravity here would be a mistake; we can't just assume rock is going to be pulled towards earth at 9.8 m/s the whole trip. I'm also now neglecting the forces in between the rock, as the moon does have a significant amount of heat, pressure and gravitational forces to consider when moving it around.
I'm going to skip the initial calculations this time and simply grab the mass of the actual moon. rikku was messing around with: 7.34767309 × 10^22 kilograms, or 73476700000000000000000 kilograms.
The moon accelerates towards the earth at around 0.16 m/s. Assuming a polynomial relationship (it isn't really but close enough) over the 384400Km to the moon, we get the energy Rikku used was equal to :
m * g(h) * h = m * (1/3) * g * h = 9.14357753 × 10^31 Joules. This is more energy than the human race has ever produced. The sun produces 1.4 x 10^31 Joules in one hour.
so Rikku was roughly 10^19 times 'stronger' then nagato, or 10000000000000000000 times 'stronger'
Here is a comparison of their maximum energy expended, or overall maximum attack strength that we know of. Shinra Tensei.
Hard rock, what appeared to be used by nagato, and supposedly the sage, has an approximate density of 2480 kg/m^3.
Normally when performing this calculation for nagato, you would need to take an integral over the volume of the object to get the actual energy required to move the rock there. However, I don't really feel like doing this and will be estimating the energy using a point charge in the place of an actual sphere.
the volume of rock to be moved would be equal to (4/3)*pi*r^3. The minimoon was close enough to a sphere for me to use it as such. this gives a volume of approximately 270047296 m^3. Multiplying by density gives 669717229079 kg moved 600 m up. Taking the center of the sphere to be at 800m, I will be assuming a point charge as opposed to a sphere; it might not even make a difference but I won't be calculating it.
Potential energy = m*g*h. Despite what you may have been told in class, gravity does not change significantly when you go up 800m. Taking it to be 9.8m/s^2, we get PE to equal 5250 * 10^12 J or 5.2 Petajoules. This is a lot of energy.
One petajoule equals 31.60 million m³ of natural gas. Gosh nagato, guess you were higher in the rankings after all!
Onto Rikku for some truly shocking numbers.
Rikku moved the moon to where the moon actually is in space. Significantly further then nagato did. To simply use a constant gravity here would be a mistake; we can't just assume rock is going to be pulled towards earth at 9.8 m/s the whole trip. I'm also now neglecting the forces in between the rock, as the moon does have a significant amount of heat, pressure and gravitational forces to consider when moving it around.
I'm going to skip the initial calculations this time and simply grab the mass of the actual moon. rikku was messing around with: 7.34767309 × 10^22 kilograms, or 73476700000000000000000 kilograms.
The moon accelerates towards the earth at around 0.16 m/s. Assuming a polynomial relationship (it isn't really but close enough) over the 384400Km to the moon, we get the energy Rikku used was equal to :
m * g(h) * h = m * (1/3) * g * h = 9.14357753 × 10^31 Joules. This is more energy than the human race has ever produced. The sun produces 1.4 x 10^31 Joules in one hour.
so Rikku was roughly 10^19 times 'stronger' then nagato, or 10000000000000000000 times 'stronger'
