Kane

09-08-2015, 11:28 PM

So the Chibaku Tensei calc from NF had pixelscaling in it, so I decided to try and calc it so it can be used on here.

Kakashi states that it takes three days to get from the Sand to the Leaf here.

http://static.comicvine.com/uploads/scale_super/11113/111134695/4390017-6038377007-p_000.jpg

So that is equivalent to about 72 hours, but assuming they take time to rest and eat, I'll say they travel for about 46.5 hours.

Now, we need to determine the speed at which they travel at.

Many shinobi are capable of faster than eye travel with the body flicker technique, even academy students. This would put the travel speeds of Naruto characters at the time at around 89 m/s. This will be the high end.

We'll use peak human speed of 12.5171 m/s for the low end, and for the middle ground we'll take an average, which would be 50.7855 m/s.

So, 46.5 hours is equivalent to 167400 seconds, which would result in the distance from the Sand to the Leaf being 2,095,362.45 meters for the low end, 14,898,600 meters for the high end, and 8,501,492.7 meters for the middle value.

http://www.animefamily.com/images/NARUTO/Manga/v2-kak-map.gif

The area Madara covered with Chibaku Tensei is around 1/4th that of the distance between the Sand and the Leaf.

http://static.comicvine.com/uploads/original/11112/111128182/3846219-madara1.png

523840.6125 m for the low end

2125373.175 m for the middle value

3724650 for the high end

Now that we know the distance, we can find the volumes of the meteors in the panel.

The diameter of the meteor in the middle is about 5/46 the area of effect, so that comes out to a diameter of 404853.260222 meters for the high, 231018.823 for the middle ground, and 56939.1969198 meters for the low.

Divide those values in 2 for the radius (28469.5984599,115509.4115, and 202426.630111 for low, middle and high)

and plug it into this: https://www.google.com/search?q=volume+of+a+sphere&oq=volume+of+a+&aqs=chrome.1.69i57j0l5.2391j0j7&sourceid=chrome&es_sm=93&ie=UTF-8 and you get 9.66568*10^13 meters cubed, 6.4556*10^15 meters cubed, and 3.47449*10^16 meters cubed respectively.

I'll multiply that by 2737.5 as the to get its weight, as v*d= m, which comes up as 2.6459799e+17 kg, 1.7672369e+19 kg, and 9.5114164e+19 kg for the low, middle, and high results.

Multiply those by about 25 due to the number of meteors and you get 6.0857538e+18 kg, 4.0646449e+20 kg, and 2.1876258e+21 kg for the each result.

Multiply that by acceleration due to gravity (9.8) and height lifted (approximately 1/2 of the area covered by CT)

to get the energy needed to lift an object and that comes out to 3.1242057e+25 joules for the low end, 8.4661095e+27 joules for the middle ground and 7.9851776e+28 joules for the high end.

http://vsbattles.wikia.com/wiki/Attack_Potency

Low End - Continent Level

Middle Value - Continent Level

High End - Moon Level

Kakashi states that it takes three days to get from the Sand to the Leaf here.

http://static.comicvine.com/uploads/scale_super/11113/111134695/4390017-6038377007-p_000.jpg

So that is equivalent to about 72 hours, but assuming they take time to rest and eat, I'll say they travel for about 46.5 hours.

Now, we need to determine the speed at which they travel at.

Many shinobi are capable of faster than eye travel with the body flicker technique, even academy students. This would put the travel speeds of Naruto characters at the time at around 89 m/s. This will be the high end.

We'll use peak human speed of 12.5171 m/s for the low end, and for the middle ground we'll take an average, which would be 50.7855 m/s.

So, 46.5 hours is equivalent to 167400 seconds, which would result in the distance from the Sand to the Leaf being 2,095,362.45 meters for the low end, 14,898,600 meters for the high end, and 8,501,492.7 meters for the middle value.

http://www.animefamily.com/images/NARUTO/Manga/v2-kak-map.gif

The area Madara covered with Chibaku Tensei is around 1/4th that of the distance between the Sand and the Leaf.

http://static.comicvine.com/uploads/original/11112/111128182/3846219-madara1.png

523840.6125 m for the low end

2125373.175 m for the middle value

3724650 for the high end

Now that we know the distance, we can find the volumes of the meteors in the panel.

The diameter of the meteor in the middle is about 5/46 the area of effect, so that comes out to a diameter of 404853.260222 meters for the high, 231018.823 for the middle ground, and 56939.1969198 meters for the low.

Divide those values in 2 for the radius (28469.5984599,115509.4115, and 202426.630111 for low, middle and high)

and plug it into this: https://www.google.com/search?q=volume+of+a+sphere&oq=volume+of+a+&aqs=chrome.1.69i57j0l5.2391j0j7&sourceid=chrome&es_sm=93&ie=UTF-8 and you get 9.66568*10^13 meters cubed, 6.4556*10^15 meters cubed, and 3.47449*10^16 meters cubed respectively.

I'll multiply that by 2737.5 as the to get its weight, as v*d= m, which comes up as 2.6459799e+17 kg, 1.7672369e+19 kg, and 9.5114164e+19 kg for the low, middle, and high results.

Multiply those by about 25 due to the number of meteors and you get 6.0857538e+18 kg, 4.0646449e+20 kg, and 2.1876258e+21 kg for the each result.

Multiply that by acceleration due to gravity (9.8) and height lifted (approximately 1/2 of the area covered by CT)

to get the energy needed to lift an object and that comes out to 3.1242057e+25 joules for the low end, 8.4661095e+27 joules for the middle ground and 7.9851776e+28 joules for the high end.

http://vsbattles.wikia.com/wiki/Attack_Potency

Low End - Continent Level

Middle Value - Continent Level

High End - Moon Level