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Hello there,
This thread’s goal is to discuss and propose a new way of calculating Madara’s sword slash that cut the mountains.
the feat/s:
As we see, Madara slashed his sword and the shockwave “leveled the mountains”
The current calc we use treats the slash as if Madara was directly cutting the mountains. This method tremendously lowballs the feat and the intention behind said feat.
This is because the feat isn’t impressive because Madara leveled the mountains as we’ve seen far weaker characters have feats on or above that level. The feat is impressive because it was a side effect of air pressure. He not doing this with telekenis or wind style, but rather pure brute force of his slice.
This feat is the equivalent of swinging a sword so hard the air pressure of the slash is leveling mountains that are like 10 kilometers away. In real life the air pressure of a slice that could kill you is barely noticeable a few inches away, let alone one that’s doing these type of feats miles away. It really begs the question, how then much more powerful is the actual slice, and not the air pressure kilometers away?
The idea I had to calc this feat (specifically the one in the hashirama fight since it’s a 360 slash) was to momentarily treat like an omnidirectional explosion and use Inverse Square Law, but since it’s NOT an omnidirectional blast we should first to find the volume of the hypothetical sphere using the distance between Madara and the mountain as the radius, then use that same radius to find the volume of a cylinder with a height equal to the width of Madara’s blade.
When we have gotten both, we would then divide the volume of said hypothetical sphere with the volume of the cylinder.
The next step after we have gotten the answer for the previously mentioned division, would then be to divide it from the answer we got from the inverse square law calc
The final answer should be something like: Value from ISL formula/(Sphere volume/Cylinder Volume)=Madara’s ap
This method is being proposed because madara’s slash isnt omnidirectional but rather more akin to a flat 360 shockwave slash that is much more like a ring/cylinder than a sphere. By first treating it like a sphere, then dividing it by a cylinder to find out the area that Madara actually affected, I feel the most accurate value of the feat can be derived.
I am open to more methods if there are any. Thanks for reading.
This thread’s goal is to discuss and propose a new way of calculating Madara’s sword slash that cut the mountains.
the feat/s:
As we see, Madara slashed his sword and the shockwave “leveled the mountains”
The current calc we use treats the slash as if Madara was directly cutting the mountains. This method tremendously lowballs the feat and the intention behind said feat.
This is because the feat isn’t impressive because Madara leveled the mountains as we’ve seen far weaker characters have feats on or above that level. The feat is impressive because it was a side effect of air pressure. He not doing this with telekenis or wind style, but rather pure brute force of his slice.
This feat is the equivalent of swinging a sword so hard the air pressure of the slash is leveling mountains that are like 10 kilometers away. In real life the air pressure of a slice that could kill you is barely noticeable a few inches away, let alone one that’s doing these type of feats miles away. It really begs the question, how then much more powerful is the actual slice, and not the air pressure kilometers away?
The idea I had to calc this feat (specifically the one in the hashirama fight since it’s a 360 slash) was to momentarily treat like an omnidirectional explosion and use Inverse Square Law, but since it’s NOT an omnidirectional blast we should first to find the volume of the hypothetical sphere using the distance between Madara and the mountain as the radius, then use that same radius to find the volume of a cylinder with a height equal to the width of Madara’s blade.
When we have gotten both, we would then divide the volume of said hypothetical sphere with the volume of the cylinder.
The next step after we have gotten the answer for the previously mentioned division, would then be to divide it from the answer we got from the inverse square law calc
The final answer should be something like: Value from ISL formula/(Sphere volume/Cylinder Volume)=Madara’s ap
This method is being proposed because madara’s slash isnt omnidirectional but rather more akin to a flat 360 shockwave slash that is much more like a ring/cylinder than a sphere. By first treating it like a sphere, then dividing it by a cylinder to find out the area that Madara actually affected, I feel the most accurate value of the feat can be derived.
I am open to more methods if there are any. Thanks for reading.
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