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Openai/6924d898-a68c-8009-beac-944d19ca0daf
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==== Context: Naruto (with Kurama avatars + allied forces) physically pushes back a huge Ten-Tails Tailed Beast Bomb (TBB). This is more about attack potency of the bomb and the force Naruto can exert to counter it. ==== ===== A popular rough calc for smaller bijuu bombs (10 km radius crater) gives ~hundreds of megatons of TNT. SpaceBattles Forums<ref>{{cite web|title=SpaceBattles Forums|url=https://forums.spacebattles.com/threads/calculating-the-bijuu-ball-from-naruto.291127/|publisher=SpaceBattles Forums|access-date=2025-11-26}}</ref> ===== The Juubi’s mega-bomb is much larger; for a conservative lower bound, we can imagine: * Effective destructive energy EJuubiE_{\text{Juubi}}EJuubi ≈ 102210^{22}1022–1023 J10^{23}\ \text{J}1023 J - (That’s in the multi-teraton to small country/continent-level range.) We don’t have its exact detonation timescale, but let’s assume the bomb would release most of its energy over about Δt≈1 s\Delta t \approx 1\ \text{s}Δt≈1 s if it impacted. ===== Power of the blast: ===== P=EΔtP = \frac{E}{\Delta t}P=ΔtE Take E=1023 JE = 10^{23}\ \text{J}E=1023 J, Δt=1 s\Delta t = 1\ \text{s}Δt=1 s: P≈1023 J1 s=1023 WP \approx \frac{10^{23}\ \text{J}}{1\ \text{s}} = 10^{23}\ \text{W}P≈1 s1023 J=1023 W To physically redirect the bomb, Naruto’s combined output has to be of comparable magnitude in terms of impulse on the projectile. If the bomb mass is mmm and its speed is vvv, the momentum is: p=mvp = m vp=mv The net impulse they give it must be on that order or more. Without good panel timing there’s no precise mmm or vvv, but: * Qualitatively: Naruto’s side is exerting country+ level force/energy just to not die to that bomb. So for Feat 1, I’d mark: * Attack potency resisted / matched: E∼1022−23 JE \sim 10^{22-23}\ \text{J}E∼1022−23 J (teraton to small continental) * Speed: not directly derivable from this feat alone; it’s more of a raw energy/force benchmark.
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