Jabberwock xeno said:
So then, if it produced temperatures approaching 27 TRILLION, 999 BILLION, 540 MILLION degree's Fahrenheit (for those of you outside of the US, It's 27 billion, 999 millard, 540 million degrees fahrenheit, I'm not converting it into celsius for ya), then explain to me, how did it NOT melt the air around it into plasma, or melt the LHC it'self into a slag of molten metal?
The object heated was probably extremely tiny, so the thermal energy wouldn't become too extreme (or within the limits of what human kind can produce). It was also probably heated in a controlled environment where the energy couldn't escape from the object except under very controlled circumstances.
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Thermal Energy
Let's say it was one liter [=1 kg] (~1/4 US gallons) of water (yes, I know the molecules, not to mention the atoms, will fall apart when it becomes plasma- but still) with the starting temperature of 283K (10°C/50°F) that were to be heated to 2.799954×10^19°F (1.55553*10^19 K)
Code:
W[small]thermal[/small] = Q × m × ∆T
Where
Q is 4.19, or the heat constant for water,
m is the mass, 1 kg, and
∆T is the change in temperature in [K].
Code:
W[small]thermal[/small] = 4.19 × 1 × (~1.55553 × 10^19) = [HEADING=1]6.5176707 × 10^19 Joule! Holy Fuck![/HEADING]
To put it in perspective; It'd take an average Nuclear Power plant (1000 Mega Watt- full effect, all the time)
754 000 000 days (A bit over 2 million years) to generate that energy. The combined total energy of 310
Tsar Bombas
Conclusion: The net mass of what was heated is probably close to non-existent. But still, I wouldn't want to pay CERN's electrical bill.
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