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Martian Manhunter, ‘JLA’ Vol 1 75
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ByPatrick Ouandji
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IN SPORTSMAG

| MARTIAN MANHUNTER (J’ONN J’ONNZ) PRIME EARTH |
In JLA (2003) #75, Martian Manhunter performs a super strength feat. At the conclusion of JLA: The Obsidian Age, the Justice League must save the Earth from the Atlantean witch Gamemnae. In order to save the world, J’onn J’onnz, Superman and Wonder Woman push the Earth back into orbit with Manitou Raven’s spell on the magic lasso.
How much super strength does it take for Martian Manhunter to push the Earth back into orbit? |
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IN THE ISSUE, MARTIAN MANHUNTER, SUPERMAN AND WONDER WOMAN PUSHED THE EARTH BACK INTO ORBIT. |
RELEVANTLY, THEY HAD TO ACCELERATE THE EARTH TO 9.81 METERS PER SECOND SQUARED AND MARTIAN MANHUNTER GENERATED A THIRD OF THE FORCE. |
IMPORTANTLY, MARTIAN MANHUNTER GENERATED 1.9568253*1025 NEWTONS OF FORCE. SIMILARLY, 552.775508475 TIMES THE GRAVITATIONAL FORCE OF THE SUN ON THE EARTH. |
SUPER-STRENGTH FEAT:
MULTI-SOLAR SYSTEM
Super Strength: Multi-Solar System 67%

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Martian Manhunter, Superman and Wonder Woman pushed New Earth back into orbit with the help of Manitou Raven who put a spell on the magic lasso to increase its size to more than the radius of the Earth. We will calculate the force required to push the Earth into orbit to estimate Martian Manhunter’s super strength. NUMBER CRUNCHINGMartian Manhunter, Superman and Wonder Woman pushed the Earth back into orbit. Though the magic lasso was increased to planetary size, it did not supply the super strength to achieve this feat. We will divide the force required to push the Earth by 3, since we can assume they worked equally.The orbit of the Earth around the sun requires a gravity of 9.8 m/s2. In order to move Earth, it is necessary to move a mass of 5.972*1024 kg. Let’s calculate the force. F = ma = (5.972*10^24 kg * 9.8 m/s2 )/3 = 1.9568253*1025 N. SUPER-STRENGTHMartian Manhunter generated at least 1.9568253*1025 N of force to push the Earth into orbit. Martian Manhunter had to generate a Multi-Solar System-Level of Super-Strength since he likely generated 552.775508475 times greater than the gravitational force of the sun on Earth. |
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