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Which lifting strength class would someone who could jump 200 feet in the air with a single leap belong to on this site?
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Lifting Strength From Jumping
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Bump.
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Bump.
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Bump.
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Depends on their own weight.
And the speed of the leap and the distance their legs moved to do the leap.
But assuming like 75kg and 175cm height, and 1/3rd body height for distance.
It'd be like 60.96 (meters) * 9.8 (gravity) * 75 (kg) = 44805.6 (joules).
44805.6/0.583 (1/3rd height in m) = 76853.516295025728988N, 7.836877659 tons, Class 10.
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What about this?
He sprints and jumps. and the thing he jumped up to is
Edit: it's 48m
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Yeah that's doable, but again, you need to know his mass, the exact distance he leaped vertically, and so on.
Horizontal leaps can be done but you probably want force for those, so get his KE instead, and then just divide the joules by leg movement in meters to get the newtons, and then bam there you go, you got a yield. Eyeballing that, that's probably Class 100 or something. 48m is gonna be like Class 5, unless he weighs quite a bit. Though if he cleared it in but a moment we can do force, which would get far better.
Horizontal leaps can be done but you probably want force for those, so get his KE instead, and then just divide the joules by leg movement in meters to get the newtons, and then bam there you go, you got a yield. Eyeballing that, that's probably Class 100 or something. 48m is gonna be like Class 5, unless he weighs quite a bit. Though if he cleared it in but a moment we can do force, which would get far better.
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FantaRin_The_First
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To answer your question, well...
300ft/91.44m*9.8 (gravity)*75 (kg) = 67208.4 (joules)
67208.4/0.583 (1/3rd height in m) = 115280.274 (N), 11.755316443 (Tons), which is Class 25 LS.
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200 feet is the proportional jumping ability of a Rocket Frog.
300 feet is the proportional jumping ability of a Jumping Spider.
What about 600 and 900 feet in the air respectively?
Final question I promise.
FantaRin_The_First
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tis fine, this is fun for me.
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600ft/182.88m*9.8*75
134416.8/0.583
230560.549 (N), 23510.632989 (Tons), Class M LS
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900ft/274.32m*9.8*75
201625.2/0.583
345840.823 (N), 35265.949432 (Tons), Class M LS
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A certain red haired knight leaped from the moon to Earth, upgrades needed?
We already saw him jump above clouds so even low-balling....
Probably need that calc before the Re Zero CRT
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Jesus Christ!
Someone with the proportional jumping ability of a flea would be Class M?
Thanks a bunch dude!
FantaRin_The_First
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Ye. I been trying to figure that out once I got this formula. Bit hard since I don't exactly have any source for it (That, and there is a feat in S2 of Re:Zero that might be a decent LS Feat, but kek)
And no problem, mate.
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Though I am curious.
Why is the gap between the 200/300 and 600/900 feet jumps so massive in terms of lifting strength?
FantaRin_The_First
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Ye. No, that my's b. Converted it wrong. The actual LS is 600 -23.51 Tons, 900 - 35.27 Tons.
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Technically wouldn't be as high as you think, the further you go, the less strong the gravitational pull. At some point that 9.8 is gonna get lower and lower, you'd need a new formula for that (Trust me on that, I calced some dude jumping 500km in a split second (from an asteroid... but still), and due to gravity changes it got like 8-B baseline and Class M/G iirc, when with earth gravity it'd have been like tier 7 and Class T).
But it also means the dude (Reinhardt I think? idk) reached escape velocity in his leap so you can get KE for that, and if you have an actual timeframe for the moon jump, you can just use KE instead of PE.
Meaning you'd divide the joules of the KE by the leg movement in meters, and that'd be your newtons.
