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Can you help me with this calc?Find the area of the dent, then find out the depth of the dent. Then find the volume, then just multiply it with yield strength. Same deal as our normal destruction calcs.
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Can you help me with this calc?Find the area of the dent, then find out the depth of the dent. Then find the volume, then just multiply it with yield strength. Same deal as our normal destruction calcs.
Add "possibly far higher" to Toichiro's page, Dimple the picture I sent and basically that's it. I asked the members of the calculation group to rate another supporting feat, however, it will not affect the balance in the verse.Alright.
Is there anything left or can I close the thread?
Could you take another look at the calculation, please?
Wait, I looked at the calculations properly. 100% Courage Mob is the one that scales to 8.35 Exatons? Then wouldn't this put 100% Toichiro at the same level? And make his weakest 100% state 1.6 Exatons?
Actually looking back and Re-reading the chapter I don't think Toichiro fully matches Mob until 20%
Reason?
He was focusing on lifting the building in order to go all out without hurting his friends. He even comments this himself
This Segways nicely into why Toichiro matches him at 20%
Basically he bumps it up to 20% and matches Mob to the point where he starts to have fun fighting him which leads him to go 100% ecstasy
Which causes him to up his output AGAIN
Note that he specifically does this right after he notices Mobs change which indicates he was good until then
Yes, Toichiro should 100% scale to the output of his blast as it was stated multiple times this was a result of HIS energy being released
Speaking of which now that we've established 100% = 20% Toichiro we can work out a scaling chain and the thing is this scaling chain matches almost TOO well with the updated Toichiro explosion
Teruki (Who can move 60 km/h) =<Serizawa< 4% Toichiro (Arguably 3%) which means 100% Tochiro would be at least 1500 km/h which Mob can match to a degree.
Plugging that into a calculator with the anime timeframe of 190 seconds gives us 79166.7 meters
Using the normal expulsion formula
79166.7 ^3*((27136*1.37895 +8649)^(1/2)/13568-93/13568)^2 = 39876142706.1 Tons or 39.876 Gigatons which is frighteningly close to what we would get if we used percentages only. Keep in mind this is still a lowball though
Mob in weakest 100% - 8 Gigatons
100% Toichiro - 40 Gigatons (39.876 if we use the explosion)
Strongest 100% Mob > 32 Gigatons (Based on his scaling to 80% Toichiro)
Yes they can but nothing states that there of exact equal power using basic logic they can't attack AND defend with there equal full powerEspers like Mob have no problem with this. Even Teruki could use a shield and an attack at the same time.
The mob took damage before it lifted the building. The building was torn off when he was already lying on the ground.
Also Suzuki's comment is about attack power. Nothing is known about durability.
Okay coolYes we did. Subsonic+ is fine
Could you reiterate for me what the proposition is? I think I lost trackOkay cool
What's your opinion on the 20% scaling?
Scaling 100% anger mob to 20% Toichiro instead of 4% because it makes more sense and is backed up moreCould you reiterate for me what the proposition is? I think I lost track
Why?We're doing 10% Toichiro scaling IIRC
He still bled his face with one blow.I think that's everything covered
We just need people to voice their opinions on the percent scaling
Ok, I'll put you down for disagree then.He still bled his face with one blow.
Toichiro wondered why the strength did not increase, but the strength is also growing.
While Mob was raising the tower and pushing Suzuki, his barriers were just as strong. But it were pierced.
So that's why the Low 6-B Genos calculation is shaped like a sphere...Tochiro's calculation is wrong.
You can't the crater depth of 180 something kilometers when the earth's crust is only around 40 km thick. Don't just throw the value into a hemisphere calculator and call it a day & if you are gonna assume that the energy ball had the same energy density all throughout then you might as well use the volume that would not have made contact with the ground too.
Nice catch on his partShea, speculative calculations are a bit iffy. Genos’ already looks like a gray area to me and Tochiro’s definitely needs to be tweaked given that the crust of the earth is nowhere near as thick. The depth is just baseless.
I mean It probably wont change it all to much I imagine it'll still be High 6-AIn this case, I will use the volume of the sphere. As you said - the essence of the calculation is that the explosion has the same density everywhere.
Thank you for noticing the miscalculation
FixedI mean It probably wont change it all to much I imagine it'll still be High 6-A
What exactly did you do?Fixed
As I already noted, the calculation assumes the same density of the explosion. However, for this I have to use the volume of a sphere, but I used a hemisphereWhat exactly did you do?
And how did you get MORE energy???
Huh?As I already noted, the calculation assumes the same density of the explosion. However, for this I have to use the volume of a sphere, but I used a hemisphere
Because.... An explosion is a sphere. Omnidirectional energy flowHuh?
How would it be a sphere?
It doesn't work like that unfortunatelyBecause.... An explosion is a sphere. Omnidirectional energy flow
The same technique is used in calculating the explosion of Genos. I was still confused as to why the sphere shape is used there, but I only realized it yesterdayIt doesn't work like that unfortunately
Would you link the calc?The same technique is used in calculating the explosion of Genos. I was still confused as to why the sphere shape is used there, but I only realized it yesterday
Would you link the calc?
If that's the case then it's wrong
He never commented on it![]()
One-Punch Man: Genos Self Destruction
vsbattles.fandom.com
Fair nuff"if you are gonna assume that the energy ball had the same energy density all throughout then you might as well use the volume that would not have made contact with the ground too"
The method I used involved the volume of a sphere, and I used a hemisphere. So the result is simply multiplied by 2
Has it been accepted by calc group members? If so then is there anything left or can I close this?The method I used involved the volume of a sphere, and I used a hemisphere. So the result is simply multiplied by 2