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A 100 meters long street, including small buildings(about two stories tall) that cover the whole lenght of the street.
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It is. Freezing the entire street as opposed to say, a single person, just buffs the range.Pretty sure that AZ is hax, and can't be used for tiering.
No. Read up on Absolute Zero, or just trust me. Reaching absolute zero cannot be done via thermodynamics, aka "cooling". In fact, matter begins to exhibit strange properties near that point, including but not limited to: Bose-Einstein Condensate, and Superfluidity. In short, to bring something to absolute zero, you have to violate at least a dozen quantum laws, and as such, it can only be explained as hax.I mean, the feat involves removing energy/heat from the entire street until it reaches "absolute zero", couldn't it be calculated?
I know it can't be done, i was thinking of just using the -273º value. Similar to how we do with FTL feats, you can't go faster in real life, but it can still be calculated matematically.No. Read up on Absolute Zero, or just trust me. Reaching absolute zero cannot be done via thermodynamics, aka "cooling". In fact, matter begins to exhibit strange properties near that point, including but not limited to: Bose-Einstein Condensate, and Superfluidity. In short, to bring something to absolute zero, you have to violate at least a dozen quantum laws, and as such, it can only be explained as hax.
I'm talking about calculating FTL speed feats. Unless every character in the wiki changed to relativistic+ and i didn't notice, in that case, my bad.Last time i checked, no, we don't use ftl feats for anything.
When we calculate a feat as FTL we're just using the D/T equation. For the same reason we don't give AP to absolute zero, we don't give every character who reaches light speed infinite energy.I'm talking about calculating FTL speed feats. Unless every character in the wiki changed to relativistic+ and i didn't notice, in that case, my bad.
Yes. If you have the total mass frozen and its average specific heat capacity you could plug it into q=mcΔTLet me clarify then.
Is it possible to calculate the energy necessary to cool down an entire street, 100 meters in lenght including it's buildings, to -273°C, without taking into consideration the implications/impossibility of reaching absolute zero, just the numerical value?
Thanks.Yes. If you have the total mass frozen and its average specific heat capacity you could plug it into q=mcΔT