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Captain Atom, ‘Captain Atom’ Vol 3 8

 
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If you’re in pain today, I see you. I care. I love you. I’m holding your hand from afar ❤️

-Dr. Janina Scarlet

IN EXTINCTION

CAPTAIN ATOM (NATHANIEL ADAM)
PRIME EARTH

In Captain Atom (2012) #8, titled “Time Out!”, Captain Atom performs a super speed feat. When Captain Atom accidentally quantum jumps, he ends in the Year 6574 with Future Captain Atoms. To investigate the death of Earth, Captain Atom quantum jumps into his future selves.

How much super speed does it take for Captain Atom to quantum jump into Future Captain Atoms?

 
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FIRST, CAPTAIN ATOM QUANTUM JUMPED TO THE YEAR 6574 WITH HIS FUTURE CAPTAIN ATOMS.

RELEVANTLY, WE THEORIZE CAPTAIN ATOM ACTUALLY ACCESSES THE QUANTUM FIELD WHEN HE TIME TRAVELS, WITH MORE OR LESS INFINITE KINETIC ENERGY.

IMPORTANTLY, CAPTAIN ATOM GENERATED 229992600 METERS PER SECOND OF SUPER SPEED. SIMILARLY, 1.0447138*10+24 JOULES OF KINETIC ENERGY. ENOUGH A THOUSAND TIMES LESS KINETIC ENERGY THAN THE MOON’S ORBIT AROUND EARTH.

SUPER SPEED FEAT:

STELLAR

Super Speed: Stellar 67%

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For the Power Level Scale, visit the Power Level Wiki.


Captain Atom quantum jumped into the Future Captain Atoms in the Year 6574. We will calculate the speed of a uranium electron’s quantum jump to estimate Captain Atom’s super speed.

NUMBER CRUNCHING

In the New 52 universe, Captain Atom is constantly quantum jumping through the timestream. However, we assume his time travel is actually a quantum jump of his electrons to access the Quantum Field. In a recent experiment, scientists measured a quantum jump to occur in an attosecond.

Since Captain Atom’s Dilustel Armor is nuclear and likely contains uranium, we will calculate the speed to promote an electron across an uranium atomic radius of 12 picometers and a nuclear radius of 7.4 x 10−15 m.

Speed = d/t = ((230*10^-12 m)-(7.4 x 10^−15 m))/(10^-18 s) = 229992600 m/s.

Then, we calculate the kinetic energy of all of the electrons in his 91 kg.
KE = 1/2mv2 = ((0.5)(229992600 m/s)(229992600 m/s)(91 kg)(0.23802891 kg)(electron))/((9.1093837×10^-31 kg)(6.02*10^23 electrons)) = 1.0447138e+24 J.

SUPER SPEED

Captain Atom generated at least 229992600 meters per second of super speed in order to quantum jump to the Quantum Field. In order to generate the quantum jump, Captain Atom had to generate a Stellar-Level of Super-Speed.

 
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Pat rated Captain Atom’s Year 6574 Quantum Jump Stellar-Level in Super Speed. Really, Captain Atom is The Most Powerful Hero. Captain Atom deserves respect and so should you. To #collectafeat, click Buy On Amazon to collect Captain Atom (2011-2012) #8 or subscribe to Kindle Unlimited and become The Most Powerful Hero in the Justice League.

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LINKS

Captain Atom Vol 3 8 in DC Database.
How long does a quantum jump take? in ScienceDaily.
The nucleus of uranium, with 92 protons, can be modeled as a sphere of charge. The radius of the… in Study.com.
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