- 720
- 340
I did this at the spur of the moment. I'm just looking at the tier-5 (or close to tier-5) calcs cuz there're too many of them Naruto calcs.
Starting with this, I don't know why it's assumed the GBE has been overcome. It isn't enough for the two halves to move apart to conclude GBE has been overcome, they should be perpetually moving away from each other till infinity.
But that's not the case here, and if anyone wants to argue Toneri pulled them back, then we might as well stick to the original calc.
And then this. This isn't how we find the energy required to lift the Moon in this case. In the calc, change in the potential energy (of the moon) is calculated but in the formula G*M*m/r, r is the distance between center of masses of the two bodies. Center of mass of the Moon might lie in it's center but that's not the case with remaining portion of the earth, it lies farther away from the center (opposite side of the hollow created by removing the Moon). So we gotta do it accordingly.
Initial State: Planet with a GBE of 3*G*Me^2/5*Re
Final State: GBE of a celestial body with a chunk of it ripped off + GBE of the Moon + GPE of Interaction between Moon and Planet (Center of Mass of the Planet should be separately found out)
Tbh wacky shape of earth after Moon is removed, varying density to calculate it's GBE and it also gets complex to determine the position of center of mass of this figure to calculate Gravitational Potential Energy of Interaction. But we can assume uniform density since it most likely wouldn't be too far from actual result and for the sake of avoiding too much complexity.
Finally this, the Moon isn't projected at the orbital velocity close to surface (aka velocity at which an objected should be projected so that it oribits extremely close to the Planet surface), it's projected after it is created at a specific distance above the Planet. The kinetic energy required would be considerably different, I commented on the calc before, check it for more elaboration.
I was asked to make a calc for it and made it. BUT it only works if Hagoromo and Hamura projected it and didn't deliberately move it until the end.
If they did deliberately move it, we must assume a time-frame and it would have an overall yield of Planet level. But the energy would be considered to have been supplied over-time. We gotta find the energy they supply in 1 second according to the site standards afaik.
Don't have a problem with this calc itself but isn't this again considered overtime since Toneri didn't just impart energy to the Moon for once and got done with it? He was constantly, deliberately moving it towards the Earth throughout the Movie iirc. Wouldn't scale to characters outputting their energy instantaneously in a fight if that's the case.
Starting with this, I don't know why it's assumed the GBE has been overcome. It isn't enough for the two halves to move apart to conclude GBE has been overcome, they should be perpetually moving away from each other till infinity.
But that's not the case here, and if anyone wants to argue Toneri pulled them back, then we might as well stick to the original calc.
And then this. This isn't how we find the energy required to lift the Moon in this case. In the calc, change in the potential energy (of the moon) is calculated but in the formula G*M*m/r, r is the distance between center of masses of the two bodies. Center of mass of the Moon might lie in it's center but that's not the case with remaining portion of the earth, it lies farther away from the center (opposite side of the hollow created by removing the Moon). So we gotta do it accordingly.
Initial State: Planet with a GBE of 3*G*Me^2/5*Re
Final State: GBE of a celestial body with a chunk of it ripped off + GBE of the Moon + GPE of Interaction between Moon and Planet (Center of Mass of the Planet should be separately found out)
Tbh wacky shape of earth after Moon is removed, varying density to calculate it's GBE and it also gets complex to determine the position of center of mass of this figure to calculate Gravitational Potential Energy of Interaction. But we can assume uniform density since it most likely wouldn't be too far from actual result and for the sake of avoiding too much complexity.
Finally this, the Moon isn't projected at the orbital velocity close to surface (aka velocity at which an objected should be projected so that it oribits extremely close to the Planet surface), it's projected after it is created at a specific distance above the Planet. The kinetic energy required would be considerably different, I commented on the calc before, check it for more elaboration.
I was asked to make a calc for it and made it. BUT it only works if Hagoromo and Hamura projected it and didn't deliberately move it until the end.
If they did deliberately move it, we must assume a time-frame and it would have an overall yield of Planet level. But the energy would be considered to have been supplied over-time. We gotta find the energy they supply in 1 second according to the site standards afaik.
Don't have a problem with this calc itself but isn't this again considered overtime since Toneri didn't just impart energy to the Moon for once and got done with it? He was constantly, deliberately moving it towards the Earth throughout the Movie iirc. Wouldn't scale to characters outputting their energy instantaneously in a fight if that's the case.