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Well what the Title says
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How much energy is required to Atomized The Earth?
- Thread starter Shadowbokunohero
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The Earth is about 1 trillion cubic kilometers, or 10^27 cubic centimeters in volume. The atomization destruction rate is 30852.2 joules per cubic centimeter. This will result in 3.085x10^31 joules, or Low 5-B, Small Planet level. Yes, technically this wouldn't be enough to overcome to gravitational binding energy of the Earth, and the atoms would still reform into a ball that is bound by this energy. Blowing a planet apart takes more energy than breaking it down, even on an atomic level. If you go sub-atomic, that is a whole different story.
Sub-atomically destroying the Earth gives 5.403x10^40 joules, which is approaching what is needed to destroy the Sun.
Sub-atomically destroying the Earth gives 5.403x10^40 joules, which is approaching what is needed to destroy the Sun.
- 15,878
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- Thread starter
- #3
Ahhh I see
- 15,878
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- Thread starter
- #4
My friend was reading some light novel where a character atomized a Planet and he asked me if it would result in a level higher than Planet Level
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Hilarious enough it doesn't. Kinetic energy usually is stronger in planet busting. Planetary destruction wouldn't occur quickly in real life. The destruction would happen over the course of hours. So planetary annihilation that happens in mere seconds gives huge results. Most quick planet busts land in 5-A, but some, like this one, go further and push into High 5-A.
- 15,878
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- Thread starter
- #6
Ahh I see!!, makes Sense :3, what about vaporizing ?
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The distance between vaporization and atomization is relatively low; it would still land in Low 5-B.
- 15,878
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- Thread starter
- #8
Thought so!, Thanks for taking the time to answer me :3
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No problem! So do you have any more questions?
- 15,878
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- Thread starter
- #10
well nothing specially ,unless you count random feats performed by random *insert custom character* and my need to know how to calc those, god i wish was a calcer...
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Well you can always try to learn! Really you need more reasoning than anything, the math usually doesn't get past anything found in Algebra or Geometry. If you really are interested, we are always looking. I will leave this here for you to look at in your leisure.
Calculations Introduction and References
Calculations Introduction and References
- 15,878
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- #12
ahh maybe i should..maybe i should.. but i am slow learner... so this might take some time
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